Vampire-SAT---5.0.1.UNS-Ref.s

%------------------------------------------------------------------------------
% File     : Vampire-SAT---5.0.1
% Problem  : SWV424-1.450 : TPTP v9.3.1. Released v3.5.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : run_vampire /export/starexec/sandbox2/benchmark/theBenchmark.p 300 SAT

% Computer : n007.cluster.edu
% Model    : x86_64 x86_64
% CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory   : 8046.5625MB
% OS       : Linux 6.8.0-71-generic
% CPULimit : 300s
% WCLimit  : 300s
% DateTime : Tue Sep 29 01:23:47 PM UTC 2026

% Result   : Unsatisfiable 52.25s 7.65s
% Output   : Refutation 52.63s
% Verified : 
% SZS Type : ERROR: Analysing output (MakeTreeStats ran out of CPU time)

% Comments : 
%------------------------------------------------------------------------------
fof(f1,axiom,
    succ(s0,s1),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound1) ).

fof(f2,axiom,
    succ(s1,s2),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound2) ).

fof(f3,axiom,
    succ(s2,s3),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound3) ).

fof(f4,axiom,
    succ(s3,s4),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound4) ).

fof(f5,axiom,
    succ(s4,s5),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound5) ).

fof(f6,axiom,
    succ(s5,s6),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound6) ).

fof(f7,axiom,
    succ(s6,s7),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound7) ).

fof(f8,axiom,
    succ(s7,s8),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound8) ).

fof(f9,axiom,
    succ(s8,s9),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound9) ).

fof(f10,axiom,
    succ(s9,s10),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound10) ).

fof(f11,axiom,
    succ(s10,s11),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound11) ).

fof(f12,axiom,
    succ(s11,s12),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound12) ).

fof(f13,axiom,
    succ(s12,s13),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound13) ).

fof(f14,axiom,
    succ(s13,s14),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound14) ).

fof(f15,axiom,
    succ(s14,s15),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound15) ).

fof(f16,axiom,
    succ(s15,s16),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound16) ).

fof(f17,axiom,
    succ(s16,s17),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound17) ).

fof(f18,axiom,
    succ(s17,s18),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound18) ).

fof(f19,axiom,
    succ(s18,s19),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound19) ).

fof(f20,axiom,
    succ(s19,s20),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound20) ).

fof(f21,axiom,
    succ(s20,s21),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound21) ).

fof(f22,axiom,
    succ(s21,s22),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound22) ).

fof(f23,axiom,
    succ(s22,s23),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound23) ).

fof(f24,axiom,
    succ(s23,s24),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound24) ).

fof(f25,axiom,
    succ(s24,s25),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound25) ).

fof(f26,axiom,
    succ(s25,s26),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound26) ).

fof(f27,axiom,
    succ(s26,s27),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound27) ).

fof(f28,axiom,
    succ(s27,s28),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound28) ).

fof(f29,axiom,
    succ(s28,s29),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound29) ).

fof(f30,axiom,
    succ(s29,s30),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound30) ).

fof(f31,axiom,
    succ(s30,s31),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound31) ).

fof(f32,axiom,
    succ(s31,s32),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound32) ).

fof(f33,axiom,
    succ(s32,s33),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound33) ).

fof(f34,axiom,
    succ(s33,s34),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound34) ).

fof(f35,axiom,
    succ(s34,s35),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound35) ).

fof(f36,axiom,
    succ(s35,s36),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound36) ).

fof(f37,axiom,
    succ(s36,s37),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound37) ).

fof(f38,axiom,
    succ(s37,s38),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound38) ).

fof(f39,axiom,
    succ(s38,s39),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound39) ).

fof(f40,axiom,
    succ(s39,s40),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound40) ).

fof(f41,axiom,
    succ(s40,s41),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound41) ).

fof(f42,axiom,
    succ(s41,s42),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound42) ).

fof(f43,axiom,
    succ(s42,s43),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound43) ).

fof(f44,axiom,
    succ(s43,s44),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound44) ).

fof(f45,axiom,
    succ(s44,s45),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound45) ).

fof(f46,axiom,
    succ(s45,s46),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound46) ).

fof(f47,axiom,
    succ(s46,s47),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound47) ).

fof(f48,axiom,
    succ(s47,s48),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound48) ).

fof(f49,axiom,
    succ(s48,s49),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound49) ).

fof(f50,axiom,
    succ(s49,s50),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound50) ).

fof(f51,axiom,
    succ(s50,s51),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound51) ).

fof(f52,axiom,
    succ(s51,s52),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound52) ).

fof(f53,axiom,
    succ(s52,s53),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound53) ).

fof(f54,axiom,
    succ(s53,s54),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound54) ).

fof(f55,axiom,
    succ(s54,s55),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound55) ).

fof(f56,axiom,
    succ(s55,s56),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound56) ).

fof(f57,axiom,
    succ(s56,s57),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound57) ).

fof(f58,axiom,
    succ(s57,s58),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound58) ).

fof(f59,axiom,
    succ(s58,s59),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound59) ).

fof(f60,axiom,
    succ(s59,s60),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound60) ).

fof(f61,axiom,
    succ(s60,s61),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound61) ).

fof(f62,axiom,
    succ(s61,s62),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound62) ).

fof(f63,axiom,
    succ(s62,s63),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound63) ).

fof(f64,axiom,
    succ(s63,s64),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound64) ).

fof(f65,axiom,
    succ(s64,s65),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound65) ).

fof(f66,axiom,
    succ(s65,s66),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound66) ).

fof(f67,axiom,
    succ(s66,s67),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound67) ).

fof(f68,axiom,
    succ(s67,s68),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound68) ).

fof(f69,axiom,
    succ(s68,s69),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound69) ).

fof(f70,axiom,
    succ(s69,s70),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound70) ).

fof(f71,axiom,
    succ(s70,s71),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound71) ).

fof(f72,axiom,
    succ(s71,s72),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound72) ).

fof(f73,axiom,
    succ(s72,s73),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound73) ).

fof(f74,axiom,
    succ(s73,s74),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound74) ).

fof(f75,axiom,
    succ(s74,s75),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound75) ).

fof(f76,axiom,
    succ(s75,s76),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound76) ).

fof(f77,axiom,
    succ(s76,s77),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound77) ).

fof(f78,axiom,
    succ(s77,s78),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound78) ).

fof(f79,axiom,
    succ(s78,s79),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound79) ).

fof(f80,axiom,
    succ(s79,s80),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound80) ).

fof(f81,axiom,
    succ(s80,s81),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound81) ).

fof(f82,axiom,
    succ(s81,s82),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound82) ).

fof(f83,axiom,
    succ(s82,s83),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound83) ).

fof(f84,axiom,
    succ(s83,s84),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound84) ).

fof(f85,axiom,
    succ(s84,s85),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound85) ).

fof(f86,axiom,
    succ(s85,s86),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound86) ).

fof(f87,axiom,
    succ(s86,s87),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound87) ).

fof(f88,axiom,
    succ(s87,s88),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound88) ).

fof(f89,axiom,
    succ(s88,s89),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound89) ).

fof(f90,axiom,
    succ(s89,s90),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound90) ).

fof(f91,axiom,
    succ(s90,s91),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound91) ).

fof(f92,axiom,
    succ(s91,s92),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound92) ).

fof(f93,axiom,
    succ(s92,s93),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound93) ).

fof(f94,axiom,
    succ(s93,s94),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound94) ).

fof(f95,axiom,
    succ(s94,s95),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound95) ).

fof(f96,axiom,
    succ(s95,s96),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound96) ).

fof(f97,axiom,
    succ(s96,s97),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound97) ).

fof(f98,axiom,
    succ(s97,s98),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound98) ).

fof(f99,axiom,
    succ(s98,s99),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound99) ).

fof(f100,axiom,
    succ(s99,s100),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound100) ).

fof(f101,axiom,
    succ(s100,s101),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound101) ).

fof(f102,axiom,
    succ(s101,s102),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound102) ).

fof(f103,axiom,
    succ(s102,s103),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound103) ).

fof(f104,axiom,
    succ(s103,s104),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound104) ).

fof(f105,axiom,
    succ(s104,s105),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound105) ).

fof(f106,axiom,
    succ(s105,s106),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound106) ).

fof(f107,axiom,
    succ(s106,s107),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound107) ).

fof(f108,axiom,
    succ(s107,s108),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound108) ).

fof(f109,axiom,
    succ(s108,s109),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound109) ).

fof(f110,axiom,
    succ(s109,s110),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound110) ).

fof(f111,axiom,
    succ(s110,s111),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound111) ).

fof(f112,axiom,
    succ(s111,s112),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound112) ).

fof(f113,axiom,
    succ(s112,s113),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound113) ).

fof(f114,axiom,
    succ(s113,s114),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound114) ).

fof(f115,axiom,
    succ(s114,s115),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound115) ).

fof(f116,axiom,
    succ(s115,s116),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound116) ).

fof(f117,axiom,
    succ(s116,s117),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound117) ).

fof(f118,axiom,
    succ(s117,s118),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound118) ).

fof(f119,axiom,
    succ(s118,s119),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound119) ).

fof(f120,axiom,
    succ(s119,s120),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound120) ).

fof(f121,axiom,
    succ(s120,s121),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound121) ).

fof(f122,axiom,
    succ(s121,s122),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound122) ).

fof(f123,axiom,
    succ(s122,s123),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound123) ).

fof(f124,axiom,
    succ(s123,s124),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound124) ).

fof(f125,axiom,
    succ(s124,s125),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound125) ).

fof(f126,axiom,
    succ(s125,s126),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound126) ).

fof(f127,axiom,
    succ(s126,s127),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound127) ).

fof(f128,axiom,
    succ(s127,s128),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound128) ).

fof(f129,axiom,
    succ(s128,s129),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound129) ).

fof(f130,axiom,
    succ(s129,s130),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound130) ).

fof(f131,axiom,
    succ(s130,s131),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound131) ).

fof(f132,axiom,
    succ(s131,s132),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound132) ).

fof(f133,axiom,
    succ(s132,s133),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound133) ).

fof(f134,axiom,
    succ(s133,s134),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound134) ).

fof(f135,axiom,
    succ(s134,s135),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound135) ).

fof(f136,axiom,
    succ(s135,s136),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound136) ).

fof(f137,axiom,
    succ(s136,s137),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound137) ).

fof(f138,axiom,
    succ(s137,s138),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound138) ).

fof(f139,axiom,
    succ(s138,s139),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound139) ).

fof(f140,axiom,
    succ(s139,s140),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound140) ).

fof(f141,axiom,
    succ(s140,s141),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound141) ).

fof(f142,axiom,
    succ(s141,s142),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound142) ).

fof(f143,axiom,
    succ(s142,s143),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound143) ).

fof(f144,axiom,
    succ(s143,s144),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound144) ).

fof(f145,axiom,
    succ(s144,s145),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound145) ).

fof(f146,axiom,
    succ(s145,s146),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound146) ).

fof(f147,axiom,
    succ(s146,s147),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound147) ).

fof(f148,axiom,
    succ(s147,s148),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound148) ).

fof(f149,axiom,
    succ(s148,s149),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound149) ).

fof(f150,axiom,
    succ(s149,s150),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound150) ).

fof(f151,axiom,
    succ(s150,s151),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound151) ).

fof(f152,axiom,
    succ(s151,s152),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound152) ).

fof(f153,axiom,
    succ(s152,s153),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound153) ).

fof(f154,axiom,
    succ(s153,s154),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound154) ).

fof(f155,axiom,
    succ(s154,s155),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound155) ).

fof(f156,axiom,
    succ(s155,s156),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound156) ).

fof(f157,axiom,
    succ(s156,s157),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound157) ).

fof(f158,axiom,
    succ(s157,s158),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound158) ).

fof(f159,axiom,
    succ(s158,s159),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound159) ).

fof(f160,axiom,
    succ(s159,s160),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound160) ).

fof(f161,axiom,
    succ(s160,s161),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound161) ).

fof(f162,axiom,
    succ(s161,s162),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound162) ).

fof(f163,axiom,
    succ(s162,s163),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound163) ).

fof(f164,axiom,
    succ(s163,s164),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound164) ).

fof(f165,axiom,
    succ(s164,s165),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound165) ).

fof(f166,axiom,
    succ(s165,s166),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound166) ).

fof(f167,axiom,
    succ(s166,s167),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound167) ).

fof(f168,axiom,
    succ(s167,s168),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound168) ).

fof(f169,axiom,
    succ(s168,s169),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound169) ).

fof(f170,axiom,
    succ(s169,s170),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound170) ).

fof(f171,axiom,
    succ(s170,s171),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound171) ).

fof(f172,axiom,
    succ(s171,s172),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound172) ).

fof(f173,axiom,
    succ(s172,s173),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound173) ).

fof(f174,axiom,
    succ(s173,s174),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound174) ).

fof(f175,axiom,
    succ(s174,s175),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound175) ).

fof(f176,axiom,
    succ(s175,s176),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound176) ).

fof(f177,axiom,
    succ(s176,s177),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound177) ).

fof(f178,axiom,
    succ(s177,s178),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound178) ).

fof(f179,axiom,
    succ(s178,s179),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound179) ).

fof(f180,axiom,
    succ(s179,s180),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound180) ).

fof(f181,axiom,
    succ(s180,s181),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound181) ).

fof(f182,axiom,
    succ(s181,s182),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound182) ).

fof(f183,axiom,
    succ(s182,s183),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound183) ).

fof(f184,axiom,
    succ(s183,s184),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound184) ).

fof(f185,axiom,
    succ(s184,s185),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound185) ).

fof(f186,axiom,
    succ(s185,s186),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound186) ).

fof(f187,axiom,
    succ(s186,s187),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound187) ).

fof(f188,axiom,
    succ(s187,s188),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound188) ).

fof(f189,axiom,
    succ(s188,s189),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound189) ).

fof(f190,axiom,
    succ(s189,s190),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound190) ).

fof(f191,axiom,
    succ(s190,s191),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound191) ).

fof(f192,axiom,
    succ(s191,s192),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound192) ).

fof(f193,axiom,
    succ(s192,s193),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound193) ).

fof(f194,axiom,
    succ(s193,s194),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound194) ).

fof(f195,axiom,
    succ(s194,s195),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound195) ).

fof(f196,axiom,
    succ(s195,s196),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound196) ).

fof(f197,axiom,
    succ(s196,s197),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound197) ).

fof(f198,axiom,
    succ(s197,s198),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound198) ).

fof(f199,axiom,
    succ(s198,s199),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound199) ).

fof(f200,axiom,
    succ(s199,s200),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound200) ).

fof(f201,axiom,
    succ(s200,s201),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound201) ).

fof(f202,axiom,
    succ(s201,s202),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound202) ).

fof(f203,axiom,
    succ(s202,s203),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound203) ).

fof(f204,axiom,
    succ(s203,s204),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound204) ).

fof(f205,axiom,
    succ(s204,s205),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound205) ).

fof(f206,axiom,
    succ(s205,s206),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound206) ).

fof(f207,axiom,
    succ(s206,s207),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound207) ).

fof(f208,axiom,
    succ(s207,s208),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound208) ).

fof(f209,axiom,
    succ(s208,s209),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound209) ).

fof(f210,axiom,
    succ(s209,s210),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound210) ).

fof(f211,axiom,
    succ(s210,s211),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound211) ).

fof(f212,axiom,
    succ(s211,s212),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound212) ).

fof(f213,axiom,
    succ(s212,s213),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound213) ).

fof(f214,axiom,
    succ(s213,s214),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound214) ).

fof(f215,axiom,
    succ(s214,s215),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound215) ).

fof(f216,axiom,
    succ(s215,s216),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound216) ).

fof(f217,axiom,
    succ(s216,s217),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound217) ).

fof(f218,axiom,
    succ(s217,s218),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound218) ).

fof(f219,axiom,
    succ(s218,s219),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound219) ).

fof(f220,axiom,
    succ(s219,s220),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound220) ).

fof(f221,axiom,
    succ(s220,s221),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound221) ).

fof(f222,axiom,
    succ(s221,s222),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound222) ).

fof(f223,axiom,
    succ(s222,s223),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound223) ).

fof(f224,axiom,
    succ(s223,s224),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound224) ).

fof(f225,axiom,
    succ(s224,s225),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound225) ).

fof(f226,axiom,
    succ(s225,s226),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound226) ).

fof(f227,axiom,
    succ(s226,s227),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound227) ).

fof(f228,axiom,
    succ(s227,s228),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound228) ).

fof(f229,axiom,
    succ(s228,s229),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound229) ).

fof(f230,axiom,
    succ(s229,s230),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound230) ).

fof(f231,axiom,
    succ(s230,s231),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound231) ).

fof(f232,axiom,
    succ(s231,s232),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound232) ).

fof(f233,axiom,
    succ(s232,s233),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound233) ).

fof(f234,axiom,
    succ(s233,s234),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound234) ).

fof(f235,axiom,
    succ(s234,s235),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound235) ).

fof(f236,axiom,
    succ(s235,s236),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound236) ).

fof(f237,axiom,
    succ(s236,s237),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound237) ).

fof(f238,axiom,
    succ(s237,s238),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound238) ).

fof(f239,axiom,
    succ(s238,s239),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound239) ).

fof(f240,axiom,
    succ(s239,s240),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound240) ).

fof(f241,axiom,
    succ(s240,s241),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound241) ).

fof(f242,axiom,
    succ(s241,s242),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound242) ).

fof(f243,axiom,
    succ(s242,s243),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound243) ).

fof(f244,axiom,
    succ(s243,s244),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound244) ).

fof(f245,axiom,
    succ(s244,s245),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound245) ).

fof(f246,axiom,
    succ(s245,s246),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound246) ).

fof(f247,axiom,
    succ(s246,s247),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound247) ).

fof(f248,axiom,
    succ(s247,s248),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound248) ).

fof(f249,axiom,
    succ(s248,s249),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound249) ).

fof(f250,axiom,
    succ(s249,s250),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound250) ).

fof(f251,axiom,
    succ(s250,s251),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound251) ).

fof(f252,axiom,
    succ(s251,s252),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound252) ).

fof(f253,axiom,
    succ(s252,s253),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound253) ).

fof(f254,axiom,
    succ(s253,s254),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound254) ).

fof(f255,axiom,
    succ(s254,s255),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound255) ).

fof(f256,axiom,
    succ(s255,s256),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound256) ).

fof(f257,axiom,
    succ(s256,s257),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound257) ).

fof(f258,axiom,
    succ(s257,s258),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound258) ).

fof(f259,axiom,
    succ(s258,s259),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound259) ).

fof(f260,axiom,
    succ(s259,s260),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound260) ).

fof(f261,axiom,
    succ(s260,s261),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound261) ).

fof(f262,axiom,
    succ(s261,s262),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound262) ).

fof(f263,axiom,
    succ(s262,s263),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound263) ).

fof(f264,axiom,
    succ(s263,s264),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound264) ).

fof(f265,axiom,
    succ(s264,s265),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound265) ).

fof(f266,axiom,
    succ(s265,s266),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound266) ).

fof(f267,axiom,
    succ(s266,s267),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound267) ).

fof(f268,axiom,
    succ(s267,s268),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound268) ).

fof(f269,axiom,
    succ(s268,s269),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound269) ).

fof(f270,axiom,
    succ(s269,s270),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound270) ).

fof(f271,axiom,
    succ(s270,s271),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound271) ).

fof(f272,axiom,
    succ(s271,s272),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound272) ).

fof(f273,axiom,
    succ(s272,s273),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound273) ).

fof(f274,axiom,
    succ(s273,s274),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound274) ).

fof(f275,axiom,
    succ(s274,s275),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound275) ).

fof(f276,axiom,
    succ(s275,s276),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound276) ).

fof(f277,axiom,
    succ(s276,s277),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound277) ).

fof(f278,axiom,
    succ(s277,s278),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound278) ).

fof(f279,axiom,
    succ(s278,s279),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound279) ).

fof(f280,axiom,
    succ(s279,s280),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound280) ).

fof(f281,axiom,
    succ(s280,s281),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound281) ).

fof(f282,axiom,
    succ(s281,s282),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound282) ).

fof(f283,axiom,
    succ(s282,s283),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound283) ).

fof(f284,axiom,
    succ(s283,s284),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound284) ).

fof(f285,axiom,
    succ(s284,s285),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound285) ).

fof(f286,axiom,
    succ(s285,s286),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound286) ).

fof(f287,axiom,
    succ(s286,s287),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound287) ).

fof(f288,axiom,
    succ(s287,s288),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound288) ).

fof(f289,axiom,
    succ(s288,s289),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound289) ).

fof(f290,axiom,
    succ(s289,s290),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound290) ).

fof(f291,axiom,
    succ(s290,s291),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound291) ).

fof(f292,axiom,
    succ(s291,s292),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound292) ).

fof(f293,axiom,
    succ(s292,s293),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound293) ).

fof(f294,axiom,
    succ(s293,s294),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound294) ).

fof(f295,axiom,
    succ(s294,s295),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound295) ).

fof(f296,axiom,
    succ(s295,s296),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound296) ).

fof(f297,axiom,
    succ(s296,s297),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound297) ).

fof(f298,axiom,
    succ(s297,s298),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound298) ).

fof(f299,axiom,
    succ(s298,s299),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound299) ).

fof(f300,axiom,
    succ(s299,s300),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound300) ).

fof(f301,axiom,
    succ(s300,s301),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound301) ).

fof(f302,axiom,
    succ(s301,s302),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound302) ).

fof(f303,axiom,
    succ(s302,s303),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound303) ).

fof(f304,axiom,
    succ(s303,s304),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound304) ).

fof(f305,axiom,
    succ(s304,s305),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound305) ).

fof(f306,axiom,
    succ(s305,s306),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound306) ).

fof(f307,axiom,
    succ(s306,s307),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound307) ).

fof(f308,axiom,
    succ(s307,s308),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound308) ).

fof(f309,axiom,
    succ(s308,s309),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound309) ).

fof(f310,axiom,
    succ(s309,s310),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound310) ).

fof(f311,axiom,
    succ(s310,s311),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound311) ).

fof(f312,axiom,
    succ(s311,s312),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound312) ).

fof(f313,axiom,
    succ(s312,s313),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound313) ).

fof(f314,axiom,
    succ(s313,s314),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound314) ).

fof(f315,axiom,
    succ(s314,s315),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound315) ).

fof(f316,axiom,
    succ(s315,s316),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound316) ).

fof(f317,axiom,
    succ(s316,s317),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound317) ).

fof(f318,axiom,
    succ(s317,s318),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound318) ).

fof(f319,axiom,
    succ(s318,s319),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound319) ).

fof(f320,axiom,
    succ(s319,s320),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound320) ).

fof(f321,axiom,
    succ(s320,s321),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound321) ).

fof(f322,axiom,
    succ(s321,s322),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound322) ).

fof(f323,axiom,
    succ(s322,s323),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound323) ).

fof(f324,axiom,
    succ(s323,s324),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound324) ).

fof(f325,axiom,
    succ(s324,s325),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound325) ).

fof(f326,axiom,
    succ(s325,s326),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound326) ).

fof(f327,axiom,
    succ(s326,s327),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound327) ).

fof(f328,axiom,
    succ(s327,s328),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound328) ).

fof(f329,axiom,
    succ(s328,s329),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound329) ).

fof(f330,axiom,
    succ(s329,s330),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound330) ).

fof(f331,axiom,
    succ(s330,s331),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound331) ).

fof(f332,axiom,
    succ(s331,s332),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound332) ).

fof(f333,axiom,
    succ(s332,s333),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound333) ).

fof(f334,axiom,
    succ(s333,s334),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound334) ).

fof(f335,axiom,
    succ(s334,s335),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound335) ).

fof(f336,axiom,
    succ(s335,s336),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound336) ).

fof(f337,axiom,
    succ(s336,s337),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound337) ).

fof(f338,axiom,
    succ(s337,s338),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound338) ).

fof(f339,axiom,
    succ(s338,s339),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound339) ).

fof(f340,axiom,
    succ(s339,s340),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound340) ).

fof(f341,axiom,
    succ(s340,s341),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound341) ).

fof(f342,axiom,
    succ(s341,s342),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound342) ).

fof(f343,axiom,
    succ(s342,s343),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound343) ).

fof(f344,axiom,
    succ(s343,s344),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound344) ).

fof(f345,axiom,
    succ(s344,s345),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound345) ).

fof(f346,axiom,
    succ(s345,s346),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound346) ).

fof(f347,axiom,
    succ(s346,s347),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound347) ).

fof(f348,axiom,
    succ(s347,s348),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound348) ).

fof(f349,axiom,
    succ(s348,s349),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound349) ).

fof(f350,axiom,
    succ(s349,s350),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound350) ).

fof(f351,axiom,
    succ(s350,s351),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound351) ).

fof(f352,axiom,
    succ(s351,s352),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound352) ).

fof(f353,axiom,
    succ(s352,s353),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound353) ).

fof(f354,axiom,
    succ(s353,s354),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound354) ).

fof(f355,axiom,
    succ(s354,s355),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound355) ).

fof(f356,axiom,
    succ(s355,s356),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound356) ).

fof(f357,axiom,
    succ(s356,s357),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound357) ).

fof(f358,axiom,
    succ(s357,s358),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound358) ).

fof(f359,axiom,
    succ(s358,s359),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound359) ).

fof(f360,axiom,
    succ(s359,s360),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound360) ).

fof(f361,axiom,
    succ(s360,s361),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound361) ).

fof(f362,axiom,
    succ(s361,s362),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound362) ).

fof(f363,axiom,
    succ(s362,s363),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound363) ).

fof(f364,axiom,
    succ(s363,s364),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound364) ).

fof(f365,axiom,
    succ(s364,s365),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound365) ).

fof(f366,axiom,
    succ(s365,s366),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound366) ).

fof(f367,axiom,
    succ(s366,s367),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound367) ).

fof(f368,axiom,
    succ(s367,s368),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound368) ).

fof(f369,axiom,
    succ(s368,s369),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound369) ).

fof(f370,axiom,
    succ(s369,s370),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound370) ).

fof(f371,axiom,
    succ(s370,s371),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound371) ).

fof(f372,axiom,
    succ(s371,s372),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound372) ).

fof(f373,axiom,
    succ(s372,s373),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound373) ).

fof(f374,axiom,
    succ(s373,s374),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound374) ).

fof(f375,axiom,
    succ(s374,s375),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound375) ).

fof(f376,axiom,
    succ(s375,s376),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound376) ).

fof(f377,axiom,
    succ(s376,s377),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound377) ).

fof(f378,axiom,
    succ(s377,s378),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound378) ).

fof(f379,axiom,
    succ(s378,s379),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound379) ).

fof(f380,axiom,
    succ(s379,s380),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound380) ).

fof(f381,axiom,
    succ(s380,s381),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound381) ).

fof(f382,axiom,
    succ(s381,s382),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound382) ).

fof(f383,axiom,
    succ(s382,s383),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound383) ).

fof(f384,axiom,
    succ(s383,s384),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound384) ).

fof(f385,axiom,
    succ(s384,s385),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound385) ).

fof(f386,axiom,
    succ(s385,s386),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound386) ).

fof(f387,axiom,
    succ(s386,s387),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound387) ).

fof(f388,axiom,
    succ(s387,s388),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound388) ).

fof(f389,axiom,
    succ(s388,s389),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound389) ).

fof(f390,axiom,
    succ(s389,s390),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound390) ).

fof(f391,axiom,
    succ(s390,s391),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound391) ).

fof(f392,axiom,
    succ(s391,s392),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound392) ).

fof(f393,axiom,
    succ(s392,s393),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound393) ).

fof(f394,axiom,
    succ(s393,s394),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound394) ).

fof(f395,axiom,
    succ(s394,s395),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound395) ).

fof(f396,axiom,
    succ(s395,s396),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound396) ).

fof(f397,axiom,
    succ(s396,s397),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound397) ).

fof(f398,axiom,
    succ(s397,s398),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound398) ).

fof(f399,axiom,
    succ(s398,s399),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound399) ).

fof(f400,axiom,
    succ(s399,s400),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound400) ).

fof(f401,axiom,
    succ(s400,s401),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound401) ).

fof(f402,axiom,
    succ(s401,s402),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound402) ).

fof(f403,axiom,
    succ(s402,s403),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound403) ).

fof(f404,axiom,
    succ(s403,s404),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound404) ).

fof(f405,axiom,
    succ(s404,s405),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound405) ).

fof(f406,axiom,
    succ(s405,s406),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound406) ).

fof(f407,axiom,
    succ(s406,s407),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound407) ).

fof(f408,axiom,
    succ(s407,s408),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound408) ).

fof(f409,axiom,
    succ(s408,s409),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound409) ).

fof(f410,axiom,
    succ(s409,s410),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound410) ).

fof(f411,axiom,
    succ(s410,s411),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound411) ).

fof(f412,axiom,
    succ(s411,s412),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound412) ).

fof(f413,axiom,
    succ(s412,s413),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound413) ).

fof(f414,axiom,
    succ(s413,s414),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound414) ).

fof(f415,axiom,
    succ(s414,s415),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound415) ).

fof(f416,axiom,
    succ(s415,s416),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound416) ).

fof(f417,axiom,
    succ(s416,s417),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound417) ).

fof(f418,axiom,
    succ(s417,s418),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound418) ).

fof(f419,axiom,
    succ(s418,s419),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound419) ).

fof(f420,axiom,
    succ(s419,s420),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound420) ).

fof(f421,axiom,
    succ(s420,s421),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound421) ).

fof(f422,axiom,
    succ(s421,s422),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound422) ).

fof(f423,axiom,
    succ(s422,s423),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound423) ).

fof(f424,axiom,
    succ(s423,s424),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound424) ).

fof(f425,axiom,
    succ(s424,s425),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound425) ).

fof(f426,axiom,
    succ(s425,s426),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound426) ).

fof(f427,axiom,
    succ(s426,s427),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound427) ).

fof(f428,axiom,
    succ(s427,s428),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound428) ).

fof(f429,axiom,
    succ(s428,s429),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound429) ).

fof(f430,axiom,
    succ(s429,s430),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound430) ).

fof(f431,axiom,
    succ(s430,s431),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound431) ).

fof(f432,axiom,
    succ(s431,s432),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound432) ).

fof(f433,axiom,
    succ(s432,s433),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound433) ).

fof(f434,axiom,
    succ(s433,s434),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound434) ).

fof(f435,axiom,
    succ(s434,s435),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound435) ).

fof(f436,axiom,
    succ(s435,s436),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound436) ).

fof(f437,axiom,
    succ(s436,s437),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound437) ).

fof(f438,axiom,
    succ(s437,s438),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound438) ).

fof(f439,axiom,
    succ(s438,s439),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound439) ).

fof(f440,axiom,
    succ(s439,s440),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound440) ).

fof(f441,axiom,
    succ(s440,s441),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound441) ).

fof(f442,axiom,
    succ(s441,s442),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound442) ).

fof(f443,axiom,
    succ(s442,s443),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound443) ).

fof(f444,axiom,
    succ(s443,s444),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound444) ).

fof(f445,axiom,
    succ(s444,s445),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound445) ).

fof(f446,axiom,
    succ(s445,s446),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound446) ).

fof(f447,axiom,
    succ(s446,s447),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound447) ).

fof(f448,axiom,
    succ(s447,s448),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound448) ).

fof(f449,axiom,
    succ(s448,s449),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound449) ).

fof(f450,axiom,
    last(s449),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound450) ).

fof(f451,axiom,
    ! [X0,X1] :
      ( ~ succ(X0,X1)
      | trans(X0,X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound451) ).

fof(f452,axiom,
    ( ~ loop
    | trans(s449,s0)
    | trans(s449,s1)
    | trans(s449,s2)
    | trans(s449,s3)
    | trans(s449,s4)
    | trans(s449,s5)
    | trans(s449,s6)
    | trans(s449,s7)
    | trans(s449,s8)
    | trans(s449,s9)
    | trans(s449,s10)
    | trans(s449,s11)
    | trans(s449,s12)
    | trans(s449,s13)
    | trans(s449,s14)
    | trans(s449,s15)
    | trans(s449,s16)
    | trans(s449,s17)
    | trans(s449,s18)
    | trans(s449,s19)
    | trans(s449,s20)
    | trans(s449,s21)
    | trans(s449,s22)
    | trans(s449,s23)
    | trans(s449,s24)
    | trans(s449,s25)
    | trans(s449,s26)
    | trans(s449,s27)
    | trans(s449,s28)
    | trans(s449,s29)
    | trans(s449,s30)
    | trans(s449,s31)
    | trans(s449,s32)
    | trans(s449,s33)
    | trans(s449,s34)
    | trans(s449,s35)
    | trans(s449,s36)
    | trans(s449,s37)
    | trans(s449,s38)
    | trans(s449,s39)
    | trans(s449,s40)
    | trans(s449,s41)
    | trans(s449,s42)
    | trans(s449,s43)
    | trans(s449,s44)
    | trans(s449,s45)
    | trans(s449,s46)
    | trans(s449,s47)
    | trans(s449,s48)
    | trans(s449,s49)
    | trans(s449,s50)
    | trans(s449,s51)
    | trans(s449,s52)
    | trans(s449,s53)
    | trans(s449,s54)
    | trans(s449,s55)
    | trans(s449,s56)
    | trans(s449,s57)
    | trans(s449,s58)
    | trans(s449,s59)
    | trans(s449,s60)
    | trans(s449,s61)
    | trans(s449,s62)
    | trans(s449,s63)
    | trans(s449,s64)
    | trans(s449,s65)
    | trans(s449,s66)
    | trans(s449,s67)
    | trans(s449,s68)
    | trans(s449,s69)
    | trans(s449,s70)
    | trans(s449,s71)
    | trans(s449,s72)
    | trans(s449,s73)
    | trans(s449,s74)
    | trans(s449,s75)
    | trans(s449,s76)
    | trans(s449,s77)
    | trans(s449,s78)
    | trans(s449,s79)
    | trans(s449,s80)
    | trans(s449,s81)
    | trans(s449,s82)
    | trans(s449,s83)
    | trans(s449,s84)
    | trans(s449,s85)
    | trans(s449,s86)
    | trans(s449,s87)
    | trans(s449,s88)
    | trans(s449,s89)
    | trans(s449,s90)
    | trans(s449,s91)
    | trans(s449,s92)
    | trans(s449,s93)
    | trans(s449,s94)
    | trans(s449,s95)
    | trans(s449,s96)
    | trans(s449,s97)
    | trans(s449,s98)
    | trans(s449,s99)
    | trans(s449,s100)
    | trans(s449,s101)
    | trans(s449,s102)
    | trans(s449,s103)
    | trans(s449,s104)
    | trans(s449,s105)
    | trans(s449,s106)
    | trans(s449,s107)
    | trans(s449,s108)
    | trans(s449,s109)
    | trans(s449,s110)
    | trans(s449,s111)
    | trans(s449,s112)
    | trans(s449,s113)
    | trans(s449,s114)
    | trans(s449,s115)
    | trans(s449,s116)
    | trans(s449,s117)
    | trans(s449,s118)
    | trans(s449,s119)
    | trans(s449,s120)
    | trans(s449,s121)
    | trans(s449,s122)
    | trans(s449,s123)
    | trans(s449,s124)
    | trans(s449,s125)
    | trans(s449,s126)
    | trans(s449,s127)
    | trans(s449,s128)
    | trans(s449,s129)
    | trans(s449,s130)
    | trans(s449,s131)
    | trans(s449,s132)
    | trans(s449,s133)
    | trans(s449,s134)
    | trans(s449,s135)
    | trans(s449,s136)
    | trans(s449,s137)
    | trans(s449,s138)
    | trans(s449,s139)
    | trans(s449,s140)
    | trans(s449,s141)
    | trans(s449,s142)
    | trans(s449,s143)
    | trans(s449,s144)
    | trans(s449,s145)
    | trans(s449,s146)
    | trans(s449,s147)
    | trans(s449,s148)
    | trans(s449,s149)
    | trans(s449,s150)
    | trans(s449,s151)
    | trans(s449,s152)
    | trans(s449,s153)
    | trans(s449,s154)
    | trans(s449,s155)
    | trans(s449,s156)
    | trans(s449,s157)
    | trans(s449,s158)
    | trans(s449,s159)
    | trans(s449,s160)
    | trans(s449,s161)
    | trans(s449,s162)
    | trans(s449,s163)
    | trans(s449,s164)
    | trans(s449,s165)
    | trans(s449,s166)
    | trans(s449,s167)
    | trans(s449,s168)
    | trans(s449,s169)
    | trans(s449,s170)
    | trans(s449,s171)
    | trans(s449,s172)
    | trans(s449,s173)
    | trans(s449,s174)
    | trans(s449,s175)
    | trans(s449,s176)
    | trans(s449,s177)
    | trans(s449,s178)
    | trans(s449,s179)
    | trans(s449,s180)
    | trans(s449,s181)
    | trans(s449,s182)
    | trans(s449,s183)
    | trans(s449,s184)
    | trans(s449,s185)
    | trans(s449,s186)
    | trans(s449,s187)
    | trans(s449,s188)
    | trans(s449,s189)
    | trans(s449,s190)
    | trans(s449,s191)
    | trans(s449,s192)
    | trans(s449,s193)
    | trans(s449,s194)
    | trans(s449,s195)
    | trans(s449,s196)
    | trans(s449,s197)
    | trans(s449,s198)
    | trans(s449,s199)
    | trans(s449,s200)
    | trans(s449,s201)
    | trans(s449,s202)
    | trans(s449,s203)
    | trans(s449,s204)
    | trans(s449,s205)
    | trans(s449,s206)
    | trans(s449,s207)
    | trans(s449,s208)
    | trans(s449,s209)
    | trans(s449,s210)
    | trans(s449,s211)
    | trans(s449,s212)
    | trans(s449,s213)
    | trans(s449,s214)
    | trans(s449,s215)
    | trans(s449,s216)
    | trans(s449,s217)
    | trans(s449,s218)
    | trans(s449,s219)
    | trans(s449,s220)
    | trans(s449,s221)
    | trans(s449,s222)
    | trans(s449,s223)
    | trans(s449,s224)
    | trans(s449,s225)
    | trans(s449,s226)
    | trans(s449,s227)
    | trans(s449,s228)
    | trans(s449,s229)
    | trans(s449,s230)
    | trans(s449,s231)
    | trans(s449,s232)
    | trans(s449,s233)
    | trans(s449,s234)
    | trans(s449,s235)
    | trans(s449,s236)
    | trans(s449,s237)
    | trans(s449,s238)
    | trans(s449,s239)
    | trans(s449,s240)
    | trans(s449,s241)
    | trans(s449,s242)
    | trans(s449,s243)
    | trans(s449,s244)
    | trans(s449,s245)
    | trans(s449,s246)
    | trans(s449,s247)
    | trans(s449,s248)
    | trans(s449,s249)
    | trans(s449,s250)
    | trans(s449,s251)
    | trans(s449,s252)
    | trans(s449,s253)
    | trans(s449,s254)
    | trans(s449,s255)
    | trans(s449,s256)
    | trans(s449,s257)
    | trans(s449,s258)
    | trans(s449,s259)
    | trans(s449,s260)
    | trans(s449,s261)
    | trans(s449,s262)
    | trans(s449,s263)
    | trans(s449,s264)
    | trans(s449,s265)
    | trans(s449,s266)
    | trans(s449,s267)
    | trans(s449,s268)
    | trans(s449,s269)
    | trans(s449,s270)
    | trans(s449,s271)
    | trans(s449,s272)
    | trans(s449,s273)
    | trans(s449,s274)
    | trans(s449,s275)
    | trans(s449,s276)
    | trans(s449,s277)
    | trans(s449,s278)
    | trans(s449,s279)
    | trans(s449,s280)
    | trans(s449,s281)
    | trans(s449,s282)
    | trans(s449,s283)
    | trans(s449,s284)
    | trans(s449,s285)
    | trans(s449,s286)
    | trans(s449,s287)
    | trans(s449,s288)
    | trans(s449,s289)
    | trans(s449,s290)
    | trans(s449,s291)
    | trans(s449,s292)
    | trans(s449,s293)
    | trans(s449,s294)
    | trans(s449,s295)
    | trans(s449,s296)
    | trans(s449,s297)
    | trans(s449,s298)
    | trans(s449,s299)
    | trans(s449,s300)
    | trans(s449,s301)
    | trans(s449,s302)
    | trans(s449,s303)
    | trans(s449,s304)
    | trans(s449,s305)
    | trans(s449,s306)
    | trans(s449,s307)
    | trans(s449,s308)
    | trans(s449,s309)
    | trans(s449,s310)
    | trans(s449,s311)
    | trans(s449,s312)
    | trans(s449,s313)
    | trans(s449,s314)
    | trans(s449,s315)
    | trans(s449,s316)
    | trans(s449,s317)
    | trans(s449,s318)
    | trans(s449,s319)
    | trans(s449,s320)
    | trans(s449,s321)
    | trans(s449,s322)
    | trans(s449,s323)
    | trans(s449,s324)
    | trans(s449,s325)
    | trans(s449,s326)
    | trans(s449,s327)
    | trans(s449,s328)
    | trans(s449,s329)
    | trans(s449,s330)
    | trans(s449,s331)
    | trans(s449,s332)
    | trans(s449,s333)
    | trans(s449,s334)
    | trans(s449,s335)
    | trans(s449,s336)
    | trans(s449,s337)
    | trans(s449,s338)
    | trans(s449,s339)
    | trans(s449,s340)
    | trans(s449,s341)
    | trans(s449,s342)
    | trans(s449,s343)
    | trans(s449,s344)
    | trans(s449,s345)
    | trans(s449,s346)
    | trans(s449,s347)
    | trans(s449,s348)
    | trans(s449,s349)
    | trans(s449,s350)
    | trans(s449,s351)
    | trans(s449,s352)
    | trans(s449,s353)
    | trans(s449,s354)
    | trans(s449,s355)
    | trans(s449,s356)
    | trans(s449,s357)
    | trans(s449,s358)
    | trans(s449,s359)
    | trans(s449,s360)
    | trans(s449,s361)
    | trans(s449,s362)
    | trans(s449,s363)
    | trans(s449,s364)
    | trans(s449,s365)
    | trans(s449,s366)
    | trans(s449,s367)
    | trans(s449,s368)
    | trans(s449,s369)
    | trans(s449,s370)
    | trans(s449,s371)
    | trans(s449,s372)
    | trans(s449,s373)
    | trans(s449,s374)
    | trans(s449,s375)
    | trans(s449,s376)
    | trans(s449,s377)
    | trans(s449,s378)
    | trans(s449,s379)
    | trans(s449,s380)
    | trans(s449,s381)
    | trans(s449,s382)
    | trans(s449,s383)
    | trans(s449,s384)
    | trans(s449,s385)
    | trans(s449,s386)
    | trans(s449,s387)
    | trans(s449,s388)
    | trans(s449,s389)
    | trans(s449,s390)
    | trans(s449,s391)
    | trans(s449,s392)
    | trans(s449,s393)
    | trans(s449,s394)
    | trans(s449,s395)
    | trans(s449,s396)
    | trans(s449,s397)
    | trans(s449,s398)
    | trans(s449,s399)
    | trans(s449,s400)
    | trans(s449,s401)
    | trans(s449,s402)
    | trans(s449,s403)
    | trans(s449,s404)
    | trans(s449,s405)
    | trans(s449,s406)
    | trans(s449,s407)
    | trans(s449,s408)
    | trans(s449,s409)
    | trans(s449,s410)
    | trans(s449,s411)
    | trans(s449,s412)
    | trans(s449,s413)
    | trans(s449,s414)
    | trans(s449,s415)
    | trans(s449,s416)
    | trans(s449,s417)
    | trans(s449,s418)
    | trans(s449,s419)
    | trans(s449,s420)
    | trans(s449,s421)
    | trans(s449,s422)
    | trans(s449,s423)
    | trans(s449,s424)
    | trans(s449,s425)
    | trans(s449,s426)
    | trans(s449,s427)
    | trans(s449,s428)
    | trans(s449,s429)
    | trans(s449,s430)
    | trans(s449,s431)
    | trans(s449,s432)
    | trans(s449,s433)
    | trans(s449,s434)
    | trans(s449,s435)
    | trans(s449,s436)
    | trans(s449,s437)
    | trans(s449,s438)
    | trans(s449,s439)
    | trans(s449,s440)
    | trans(s449,s441)
    | trans(s449,s442)
    | trans(s449,s443)
    | trans(s449,s444)
    | trans(s449,s445)
    | trans(s449,s446)
    | trans(s449,s447)
    | trans(s449,s448)
    | trans(s449,s449) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',bound452) ).

fof(f453,axiom,
    ! [X0] :
      ( m_main_v_state(X0,c_ready)
      | m_main_v_state(X0,c_busy) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',m_main_1) ).

fof(f458,axiom,
    ! [X0,X1] :
      ( ~ m_main_v_state(X0,c_ready)
      | ~ m_main_v_request(X0)
      | m_main_v_state(X1,c_busy)
      | ~ node2(X0,X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',m_main_6) ).

fof(f460,axiom,
    ! [X0,X1] :
      ( ~ trans(X0,X1)
      | node2(X0,X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',m_main_8) ).

fof(f461,negated_conjecture,
    ! [X0] :
      ( ~ m_main_v_state(X0,c_busy)
      | ~ always3(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty1) ).

fof(f462,negated_conjecture,
    ! [X0,X1] :
      ( always3(X0)
      | ~ trans(X1,X0)
      | ~ always3(X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty2) ).

fof(f463,negated_conjecture,
    ! [X0] :
      ( loop
      | ~ always3(X0)
      | ~ last(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty3) ).

fof(f464,negated_conjecture,
    ! [X0] :
      ( m_main_v_request(X0)
      | ~ node4(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty4) ).

fof(f465,negated_conjecture,
    ! [X0] :
      ( always3(X0)
      | ~ node4(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty5) ).

fof(f466,negated_conjecture,
    ! [X0] :
      ( node4(X0)
      | xuntil6(X0)
      | ~ until5(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty6) ).

fof(f467,negated_conjecture,
    ! [X0,X1] :
      ( until5(X0)
      | ~ succ(X1,X0)
      | ~ xuntil6(X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty7) ).

fof(f468,negated_conjecture,
    ! [X0] :
      ( loop
      | ~ last(X0)
      | ~ xuntil6(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty8) ).

fof(f469,negated_conjecture,
    ! [X0,X1] :
      ( until2p7(X0)
      | ~ trans(X1,X0)
      | ~ last(X1)
      | ~ xuntil6(X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty9) ).

fof(f470,negated_conjecture,
    ! [X0] :
      ( node4(X0)
      | xuntil2p8(X0)
      | ~ until2p7(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty10) ).

fof(f471,negated_conjecture,
    ! [X0,X1] :
      ( until2p7(X0)
      | ~ succ(X1,X0)
      | ~ xuntil2p8(X1) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty11) ).

fof(f472,negated_conjecture,
    ! [X0] :
      ( ~ xuntil2p8(X0)
      | ~ last(X0) ),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty12) ).

fof(f473,negated_conjecture,
    until5(s0),
    file('/export/starexec/sandbox2/benchmark/theBenchmark.p',prpty13) ).

fof(f474,plain,
    ~ succ(s0,s1),
    inference(consistent_polarity_flipping,[],[f1]) ).

fof(f475,plain,
    ~ succ(s1,s2),
    inference(consistent_polarity_flipping,[],[f2]) ).

fof(f476,plain,
    ~ succ(s2,s3),
    inference(consistent_polarity_flipping,[],[f3]) ).

fof(f477,plain,
    ~ succ(s3,s4),
    inference(consistent_polarity_flipping,[],[f4]) ).

fof(f478,plain,
    ~ succ(s4,s5),
    inference(consistent_polarity_flipping,[],[f5]) ).

fof(f479,plain,
    ~ succ(s5,s6),
    inference(consistent_polarity_flipping,[],[f6]) ).

fof(f480,plain,
    ~ succ(s6,s7),
    inference(consistent_polarity_flipping,[],[f7]) ).

fof(f481,plain,
    ~ succ(s7,s8),
    inference(consistent_polarity_flipping,[],[f8]) ).

fof(f482,plain,
    ~ succ(s8,s9),
    inference(consistent_polarity_flipping,[],[f9]) ).

fof(f483,plain,
    ~ succ(s9,s10),
    inference(consistent_polarity_flipping,[],[f10]) ).

fof(f484,plain,
    ~ succ(s10,s11),
    inference(consistent_polarity_flipping,[],[f11]) ).

fof(f485,plain,
    ~ succ(s11,s12),
    inference(consistent_polarity_flipping,[],[f12]) ).

fof(f486,plain,
    ~ succ(s12,s13),
    inference(consistent_polarity_flipping,[],[f13]) ).

fof(f487,plain,
    ~ succ(s13,s14),
    inference(consistent_polarity_flipping,[],[f14]) ).

fof(f488,plain,
    ~ succ(s14,s15),
    inference(consistent_polarity_flipping,[],[f15]) ).

fof(f489,plain,
    ~ succ(s15,s16),
    inference(consistent_polarity_flipping,[],[f16]) ).

fof(f490,plain,
    ~ succ(s16,s17),
    inference(consistent_polarity_flipping,[],[f17]) ).

fof(f491,plain,
    ~ succ(s17,s18),
    inference(consistent_polarity_flipping,[],[f18]) ).

fof(f492,plain,
    ~ succ(s18,s19),
    inference(consistent_polarity_flipping,[],[f19]) ).

fof(f493,plain,
    ~ succ(s19,s20),
    inference(consistent_polarity_flipping,[],[f20]) ).

fof(f494,plain,
    ~ succ(s20,s21),
    inference(consistent_polarity_flipping,[],[f21]) ).

fof(f495,plain,
    ~ succ(s21,s22),
    inference(consistent_polarity_flipping,[],[f22]) ).

fof(f496,plain,
    ~ succ(s22,s23),
    inference(consistent_polarity_flipping,[],[f23]) ).

fof(f497,plain,
    ~ succ(s23,s24),
    inference(consistent_polarity_flipping,[],[f24]) ).

fof(f498,plain,
    ~ succ(s24,s25),
    inference(consistent_polarity_flipping,[],[f25]) ).

fof(f499,plain,
    ~ succ(s25,s26),
    inference(consistent_polarity_flipping,[],[f26]) ).

fof(f500,plain,
    ~ succ(s26,s27),
    inference(consistent_polarity_flipping,[],[f27]) ).

fof(f501,plain,
    ~ succ(s27,s28),
    inference(consistent_polarity_flipping,[],[f28]) ).

fof(f502,plain,
    ~ succ(s28,s29),
    inference(consistent_polarity_flipping,[],[f29]) ).

fof(f503,plain,
    ~ succ(s29,s30),
    inference(consistent_polarity_flipping,[],[f30]) ).

fof(f504,plain,
    ~ succ(s30,s31),
    inference(consistent_polarity_flipping,[],[f31]) ).

fof(f505,plain,
    ~ succ(s31,s32),
    inference(consistent_polarity_flipping,[],[f32]) ).

fof(f506,plain,
    ~ succ(s32,s33),
    inference(consistent_polarity_flipping,[],[f33]) ).

fof(f507,plain,
    ~ succ(s33,s34),
    inference(consistent_polarity_flipping,[],[f34]) ).

fof(f508,plain,
    ~ succ(s34,s35),
    inference(consistent_polarity_flipping,[],[f35]) ).

fof(f509,plain,
    ~ succ(s35,s36),
    inference(consistent_polarity_flipping,[],[f36]) ).

fof(f510,plain,
    ~ succ(s36,s37),
    inference(consistent_polarity_flipping,[],[f37]) ).

fof(f511,plain,
    ~ succ(s37,s38),
    inference(consistent_polarity_flipping,[],[f38]) ).

fof(f512,plain,
    ~ succ(s38,s39),
    inference(consistent_polarity_flipping,[],[f39]) ).

fof(f513,plain,
    ~ succ(s39,s40),
    inference(consistent_polarity_flipping,[],[f40]) ).

fof(f514,plain,
    ~ succ(s40,s41),
    inference(consistent_polarity_flipping,[],[f41]) ).

fof(f515,plain,
    ~ succ(s41,s42),
    inference(consistent_polarity_flipping,[],[f42]) ).

fof(f516,plain,
    ~ succ(s42,s43),
    inference(consistent_polarity_flipping,[],[f43]) ).

fof(f517,plain,
    ~ succ(s43,s44),
    inference(consistent_polarity_flipping,[],[f44]) ).

fof(f518,plain,
    ~ succ(s44,s45),
    inference(consistent_polarity_flipping,[],[f45]) ).

fof(f519,plain,
    ~ succ(s45,s46),
    inference(consistent_polarity_flipping,[],[f46]) ).

fof(f520,plain,
    ~ succ(s46,s47),
    inference(consistent_polarity_flipping,[],[f47]) ).

fof(f521,plain,
    ~ succ(s47,s48),
    inference(consistent_polarity_flipping,[],[f48]) ).

fof(f522,plain,
    ~ succ(s48,s49),
    inference(consistent_polarity_flipping,[],[f49]) ).

fof(f523,plain,
    ~ succ(s49,s50),
    inference(consistent_polarity_flipping,[],[f50]) ).

fof(f524,plain,
    ~ succ(s50,s51),
    inference(consistent_polarity_flipping,[],[f51]) ).

fof(f525,plain,
    ~ succ(s51,s52),
    inference(consistent_polarity_flipping,[],[f52]) ).

fof(f526,plain,
    ~ succ(s52,s53),
    inference(consistent_polarity_flipping,[],[f53]) ).

fof(f527,plain,
    ~ succ(s53,s54),
    inference(consistent_polarity_flipping,[],[f54]) ).

fof(f528,plain,
    ~ succ(s54,s55),
    inference(consistent_polarity_flipping,[],[f55]) ).

fof(f529,plain,
    ~ succ(s55,s56),
    inference(consistent_polarity_flipping,[],[f56]) ).

fof(f530,plain,
    ~ succ(s56,s57),
    inference(consistent_polarity_flipping,[],[f57]) ).

fof(f531,plain,
    ~ succ(s57,s58),
    inference(consistent_polarity_flipping,[],[f58]) ).

fof(f532,plain,
    ~ succ(s58,s59),
    inference(consistent_polarity_flipping,[],[f59]) ).

fof(f533,plain,
    ~ succ(s59,s60),
    inference(consistent_polarity_flipping,[],[f60]) ).

fof(f534,plain,
    ~ succ(s60,s61),
    inference(consistent_polarity_flipping,[],[f61]) ).

fof(f535,plain,
    ~ succ(s61,s62),
    inference(consistent_polarity_flipping,[],[f62]) ).

fof(f536,plain,
    ~ succ(s62,s63),
    inference(consistent_polarity_flipping,[],[f63]) ).

fof(f537,plain,
    ~ succ(s63,s64),
    inference(consistent_polarity_flipping,[],[f64]) ).

fof(f538,plain,
    ~ succ(s64,s65),
    inference(consistent_polarity_flipping,[],[f65]) ).

fof(f539,plain,
    ~ succ(s65,s66),
    inference(consistent_polarity_flipping,[],[f66]) ).

fof(f540,plain,
    ~ succ(s66,s67),
    inference(consistent_polarity_flipping,[],[f67]) ).

fof(f541,plain,
    ~ succ(s67,s68),
    inference(consistent_polarity_flipping,[],[f68]) ).

fof(f542,plain,
    ~ succ(s68,s69),
    inference(consistent_polarity_flipping,[],[f69]) ).

fof(f543,plain,
    ~ succ(s69,s70),
    inference(consistent_polarity_flipping,[],[f70]) ).

fof(f544,plain,
    ~ succ(s70,s71),
    inference(consistent_polarity_flipping,[],[f71]) ).

fof(f545,plain,
    ~ succ(s71,s72),
    inference(consistent_polarity_flipping,[],[f72]) ).

fof(f546,plain,
    ~ succ(s72,s73),
    inference(consistent_polarity_flipping,[],[f73]) ).

fof(f547,plain,
    ~ succ(s73,s74),
    inference(consistent_polarity_flipping,[],[f74]) ).

fof(f548,plain,
    ~ succ(s74,s75),
    inference(consistent_polarity_flipping,[],[f75]) ).

fof(f549,plain,
    ~ succ(s75,s76),
    inference(consistent_polarity_flipping,[],[f76]) ).

fof(f550,plain,
    ~ succ(s76,s77),
    inference(consistent_polarity_flipping,[],[f77]) ).

fof(f551,plain,
    ~ succ(s77,s78),
    inference(consistent_polarity_flipping,[],[f78]) ).

fof(f552,plain,
    ~ succ(s78,s79),
    inference(consistent_polarity_flipping,[],[f79]) ).

fof(f553,plain,
    ~ succ(s79,s80),
    inference(consistent_polarity_flipping,[],[f80]) ).

fof(f554,plain,
    ~ succ(s80,s81),
    inference(consistent_polarity_flipping,[],[f81]) ).

fof(f555,plain,
    ~ succ(s81,s82),
    inference(consistent_polarity_flipping,[],[f82]) ).

fof(f556,plain,
    ~ succ(s82,s83),
    inference(consistent_polarity_flipping,[],[f83]) ).

fof(f557,plain,
    ~ succ(s83,s84),
    inference(consistent_polarity_flipping,[],[f84]) ).

fof(f558,plain,
    ~ succ(s84,s85),
    inference(consistent_polarity_flipping,[],[f85]) ).

fof(f559,plain,
    ~ succ(s85,s86),
    inference(consistent_polarity_flipping,[],[f86]) ).

fof(f560,plain,
    ~ succ(s86,s87),
    inference(consistent_polarity_flipping,[],[f87]) ).

fof(f561,plain,
    ~ succ(s87,s88),
    inference(consistent_polarity_flipping,[],[f88]) ).

fof(f562,plain,
    ~ succ(s88,s89),
    inference(consistent_polarity_flipping,[],[f89]) ).

fof(f563,plain,
    ~ succ(s89,s90),
    inference(consistent_polarity_flipping,[],[f90]) ).

fof(f564,plain,
    ~ succ(s90,s91),
    inference(consistent_polarity_flipping,[],[f91]) ).

fof(f565,plain,
    ~ succ(s91,s92),
    inference(consistent_polarity_flipping,[],[f92]) ).

fof(f566,plain,
    ~ succ(s92,s93),
    inference(consistent_polarity_flipping,[],[f93]) ).

fof(f567,plain,
    ~ succ(s93,s94),
    inference(consistent_polarity_flipping,[],[f94]) ).

fof(f568,plain,
    ~ succ(s94,s95),
    inference(consistent_polarity_flipping,[],[f95]) ).

fof(f569,plain,
    ~ succ(s95,s96),
    inference(consistent_polarity_flipping,[],[f96]) ).

fof(f570,plain,
    ~ succ(s96,s97),
    inference(consistent_polarity_flipping,[],[f97]) ).

fof(f571,plain,
    ~ succ(s97,s98),
    inference(consistent_polarity_flipping,[],[f98]) ).

fof(f572,plain,
    ~ succ(s98,s99),
    inference(consistent_polarity_flipping,[],[f99]) ).

fof(f573,plain,
    ~ succ(s99,s100),
    inference(consistent_polarity_flipping,[],[f100]) ).

fof(f574,plain,
    ~ succ(s100,s101),
    inference(consistent_polarity_flipping,[],[f101]) ).

fof(f575,plain,
    ~ succ(s101,s102),
    inference(consistent_polarity_flipping,[],[f102]) ).

fof(f576,plain,
    ~ succ(s102,s103),
    inference(consistent_polarity_flipping,[],[f103]) ).

fof(f577,plain,
    ~ succ(s103,s104),
    inference(consistent_polarity_flipping,[],[f104]) ).

fof(f578,plain,
    ~ succ(s104,s105),
    inference(consistent_polarity_flipping,[],[f105]) ).

fof(f579,plain,
    ~ succ(s105,s106),
    inference(consistent_polarity_flipping,[],[f106]) ).

fof(f580,plain,
    ~ succ(s106,s107),
    inference(consistent_polarity_flipping,[],[f107]) ).

fof(f581,plain,
    ~ succ(s107,s108),
    inference(consistent_polarity_flipping,[],[f108]) ).

fof(f582,plain,
    ~ succ(s108,s109),
    inference(consistent_polarity_flipping,[],[f109]) ).

fof(f583,plain,
    ~ succ(s109,s110),
    inference(consistent_polarity_flipping,[],[f110]) ).

fof(f584,plain,
    ~ succ(s110,s111),
    inference(consistent_polarity_flipping,[],[f111]) ).

fof(f585,plain,
    ~ succ(s111,s112),
    inference(consistent_polarity_flipping,[],[f112]) ).

fof(f586,plain,
    ~ succ(s112,s113),
    inference(consistent_polarity_flipping,[],[f113]) ).

fof(f587,plain,
    ~ succ(s113,s114),
    inference(consistent_polarity_flipping,[],[f114]) ).

fof(f588,plain,
    ~ succ(s114,s115),
    inference(consistent_polarity_flipping,[],[f115]) ).

fof(f589,plain,
    ~ succ(s115,s116),
    inference(consistent_polarity_flipping,[],[f116]) ).

fof(f590,plain,
    ~ succ(s116,s117),
    inference(consistent_polarity_flipping,[],[f117]) ).

fof(f591,plain,
    ~ succ(s117,s118),
    inference(consistent_polarity_flipping,[],[f118]) ).

fof(f592,plain,
    ~ succ(s118,s119),
    inference(consistent_polarity_flipping,[],[f119]) ).

fof(f593,plain,
    ~ succ(s119,s120),
    inference(consistent_polarity_flipping,[],[f120]) ).

fof(f594,plain,
    ~ succ(s120,s121),
    inference(consistent_polarity_flipping,[],[f121]) ).

fof(f595,plain,
    ~ succ(s121,s122),
    inference(consistent_polarity_flipping,[],[f122]) ).

fof(f596,plain,
    ~ succ(s122,s123),
    inference(consistent_polarity_flipping,[],[f123]) ).

fof(f597,plain,
    ~ succ(s123,s124),
    inference(consistent_polarity_flipping,[],[f124]) ).

fof(f598,plain,
    ~ succ(s124,s125),
    inference(consistent_polarity_flipping,[],[f125]) ).

fof(f599,plain,
    ~ succ(s125,s126),
    inference(consistent_polarity_flipping,[],[f126]) ).

fof(f600,plain,
    ~ succ(s126,s127),
    inference(consistent_polarity_flipping,[],[f127]) ).

fof(f601,plain,
    ~ succ(s127,s128),
    inference(consistent_polarity_flipping,[],[f128]) ).

fof(f602,plain,
    ~ succ(s128,s129),
    inference(consistent_polarity_flipping,[],[f129]) ).

fof(f603,plain,
    ~ succ(s129,s130),
    inference(consistent_polarity_flipping,[],[f130]) ).

fof(f604,plain,
    ~ succ(s130,s131),
    inference(consistent_polarity_flipping,[],[f131]) ).

fof(f605,plain,
    ~ succ(s131,s132),
    inference(consistent_polarity_flipping,[],[f132]) ).

fof(f606,plain,
    ~ succ(s132,s133),
    inference(consistent_polarity_flipping,[],[f133]) ).

fof(f607,plain,
    ~ succ(s133,s134),
    inference(consistent_polarity_flipping,[],[f134]) ).

fof(f608,plain,
    ~ succ(s134,s135),
    inference(consistent_polarity_flipping,[],[f135]) ).

fof(f609,plain,
    ~ succ(s135,s136),
    inference(consistent_polarity_flipping,[],[f136]) ).

fof(f610,plain,
    ~ succ(s136,s137),
    inference(consistent_polarity_flipping,[],[f137]) ).

fof(f611,plain,
    ~ succ(s137,s138),
    inference(consistent_polarity_flipping,[],[f138]) ).

fof(f612,plain,
    ~ succ(s138,s139),
    inference(consistent_polarity_flipping,[],[f139]) ).

fof(f613,plain,
    ~ succ(s139,s140),
    inference(consistent_polarity_flipping,[],[f140]) ).

fof(f614,plain,
    ~ succ(s140,s141),
    inference(consistent_polarity_flipping,[],[f141]) ).

fof(f615,plain,
    ~ succ(s141,s142),
    inference(consistent_polarity_flipping,[],[f142]) ).

fof(f616,plain,
    ~ succ(s142,s143),
    inference(consistent_polarity_flipping,[],[f143]) ).

fof(f617,plain,
    ~ succ(s143,s144),
    inference(consistent_polarity_flipping,[],[f144]) ).

fof(f618,plain,
    ~ succ(s144,s145),
    inference(consistent_polarity_flipping,[],[f145]) ).

fof(f619,plain,
    ~ succ(s145,s146),
    inference(consistent_polarity_flipping,[],[f146]) ).

fof(f620,plain,
    ~ succ(s146,s147),
    inference(consistent_polarity_flipping,[],[f147]) ).

fof(f621,plain,
    ~ succ(s147,s148),
    inference(consistent_polarity_flipping,[],[f148]) ).

fof(f622,plain,
    ~ succ(s148,s149),
    inference(consistent_polarity_flipping,[],[f149]) ).

fof(f623,plain,
    ~ succ(s149,s150),
    inference(consistent_polarity_flipping,[],[f150]) ).

fof(f624,plain,
    ~ succ(s150,s151),
    inference(consistent_polarity_flipping,[],[f151]) ).

fof(f625,plain,
    ~ succ(s151,s152),
    inference(consistent_polarity_flipping,[],[f152]) ).

fof(f626,plain,
    ~ succ(s152,s153),
    inference(consistent_polarity_flipping,[],[f153]) ).

fof(f627,plain,
    ~ succ(s153,s154),
    inference(consistent_polarity_flipping,[],[f154]) ).

fof(f628,plain,
    ~ succ(s154,s155),
    inference(consistent_polarity_flipping,[],[f155]) ).

fof(f629,plain,
    ~ succ(s155,s156),
    inference(consistent_polarity_flipping,[],[f156]) ).

fof(f630,plain,
    ~ succ(s156,s157),
    inference(consistent_polarity_flipping,[],[f157]) ).

fof(f631,plain,
    ~ succ(s157,s158),
    inference(consistent_polarity_flipping,[],[f158]) ).

fof(f632,plain,
    ~ succ(s158,s159),
    inference(consistent_polarity_flipping,[],[f159]) ).

fof(f633,plain,
    ~ succ(s159,s160),
    inference(consistent_polarity_flipping,[],[f160]) ).

fof(f634,plain,
    ~ succ(s160,s161),
    inference(consistent_polarity_flipping,[],[f161]) ).

fof(f635,plain,
    ~ succ(s161,s162),
    inference(consistent_polarity_flipping,[],[f162]) ).

fof(f636,plain,
    ~ succ(s162,s163),
    inference(consistent_polarity_flipping,[],[f163]) ).

fof(f637,plain,
    ~ succ(s163,s164),
    inference(consistent_polarity_flipping,[],[f164]) ).

fof(f638,plain,
    ~ succ(s164,s165),
    inference(consistent_polarity_flipping,[],[f165]) ).

fof(f639,plain,
    ~ succ(s165,s166),
    inference(consistent_polarity_flipping,[],[f166]) ).

fof(f640,plain,
    ~ succ(s166,s167),
    inference(consistent_polarity_flipping,[],[f167]) ).

fof(f641,plain,
    ~ succ(s167,s168),
    inference(consistent_polarity_flipping,[],[f168]) ).

fof(f642,plain,
    ~ succ(s168,s169),
    inference(consistent_polarity_flipping,[],[f169]) ).

fof(f643,plain,
    ~ succ(s169,s170),
    inference(consistent_polarity_flipping,[],[f170]) ).

fof(f644,plain,
    ~ succ(s170,s171),
    inference(consistent_polarity_flipping,[],[f171]) ).

fof(f645,plain,
    ~ succ(s171,s172),
    inference(consistent_polarity_flipping,[],[f172]) ).

fof(f646,plain,
    ~ succ(s172,s173),
    inference(consistent_polarity_flipping,[],[f173]) ).

fof(f647,plain,
    ~ succ(s173,s174),
    inference(consistent_polarity_flipping,[],[f174]) ).

fof(f648,plain,
    ~ succ(s174,s175),
    inference(consistent_polarity_flipping,[],[f175]) ).

fof(f649,plain,
    ~ succ(s175,s176),
    inference(consistent_polarity_flipping,[],[f176]) ).

fof(f650,plain,
    ~ succ(s176,s177),
    inference(consistent_polarity_flipping,[],[f177]) ).

fof(f651,plain,
    ~ succ(s177,s178),
    inference(consistent_polarity_flipping,[],[f178]) ).

fof(f652,plain,
    ~ succ(s178,s179),
    inference(consistent_polarity_flipping,[],[f179]) ).

fof(f653,plain,
    ~ succ(s179,s180),
    inference(consistent_polarity_flipping,[],[f180]) ).

fof(f654,plain,
    ~ succ(s180,s181),
    inference(consistent_polarity_flipping,[],[f181]) ).

fof(f655,plain,
    ~ succ(s181,s182),
    inference(consistent_polarity_flipping,[],[f182]) ).

fof(f656,plain,
    ~ succ(s182,s183),
    inference(consistent_polarity_flipping,[],[f183]) ).

fof(f657,plain,
    ~ succ(s183,s184),
    inference(consistent_polarity_flipping,[],[f184]) ).

fof(f658,plain,
    ~ succ(s184,s185),
    inference(consistent_polarity_flipping,[],[f185]) ).

fof(f659,plain,
    ~ succ(s185,s186),
    inference(consistent_polarity_flipping,[],[f186]) ).

fof(f660,plain,
    ~ succ(s186,s187),
    inference(consistent_polarity_flipping,[],[f187]) ).

fof(f661,plain,
    ~ succ(s187,s188),
    inference(consistent_polarity_flipping,[],[f188]) ).

fof(f662,plain,
    ~ succ(s188,s189),
    inference(consistent_polarity_flipping,[],[f189]) ).

fof(f663,plain,
    ~ succ(s189,s190),
    inference(consistent_polarity_flipping,[],[f190]) ).

fof(f664,plain,
    ~ succ(s190,s191),
    inference(consistent_polarity_flipping,[],[f191]) ).

fof(f665,plain,
    ~ succ(s191,s192),
    inference(consistent_polarity_flipping,[],[f192]) ).

fof(f666,plain,
    ~ succ(s192,s193),
    inference(consistent_polarity_flipping,[],[f193]) ).

fof(f667,plain,
    ~ succ(s193,s194),
    inference(consistent_polarity_flipping,[],[f194]) ).

fof(f668,plain,
    ~ succ(s194,s195),
    inference(consistent_polarity_flipping,[],[f195]) ).

fof(f669,plain,
    ~ succ(s195,s196),
    inference(consistent_polarity_flipping,[],[f196]) ).

fof(f670,plain,
    ~ succ(s196,s197),
    inference(consistent_polarity_flipping,[],[f197]) ).

fof(f671,plain,
    ~ succ(s197,s198),
    inference(consistent_polarity_flipping,[],[f198]) ).

fof(f672,plain,
    ~ succ(s198,s199),
    inference(consistent_polarity_flipping,[],[f199]) ).

fof(f673,plain,
    ~ succ(s199,s200),
    inference(consistent_polarity_flipping,[],[f200]) ).

fof(f674,plain,
    ~ succ(s200,s201),
    inference(consistent_polarity_flipping,[],[f201]) ).

fof(f675,plain,
    ~ succ(s201,s202),
    inference(consistent_polarity_flipping,[],[f202]) ).

fof(f676,plain,
    ~ succ(s202,s203),
    inference(consistent_polarity_flipping,[],[f203]) ).

fof(f677,plain,
    ~ succ(s203,s204),
    inference(consistent_polarity_flipping,[],[f204]) ).

fof(f678,plain,
    ~ succ(s204,s205),
    inference(consistent_polarity_flipping,[],[f205]) ).

fof(f679,plain,
    ~ succ(s205,s206),
    inference(consistent_polarity_flipping,[],[f206]) ).

fof(f680,plain,
    ~ succ(s206,s207),
    inference(consistent_polarity_flipping,[],[f207]) ).

fof(f681,plain,
    ~ succ(s207,s208),
    inference(consistent_polarity_flipping,[],[f208]) ).

fof(f682,plain,
    ~ succ(s208,s209),
    inference(consistent_polarity_flipping,[],[f209]) ).

fof(f683,plain,
    ~ succ(s209,s210),
    inference(consistent_polarity_flipping,[],[f210]) ).

fof(f684,plain,
    ~ succ(s210,s211),
    inference(consistent_polarity_flipping,[],[f211]) ).

fof(f685,plain,
    ~ succ(s211,s212),
    inference(consistent_polarity_flipping,[],[f212]) ).

fof(f686,plain,
    ~ succ(s212,s213),
    inference(consistent_polarity_flipping,[],[f213]) ).

fof(f687,plain,
    ~ succ(s213,s214),
    inference(consistent_polarity_flipping,[],[f214]) ).

fof(f688,plain,
    ~ succ(s214,s215),
    inference(consistent_polarity_flipping,[],[f215]) ).

fof(f689,plain,
    ~ succ(s215,s216),
    inference(consistent_polarity_flipping,[],[f216]) ).

fof(f690,plain,
    ~ succ(s216,s217),
    inference(consistent_polarity_flipping,[],[f217]) ).

fof(f691,plain,
    ~ succ(s217,s218),
    inference(consistent_polarity_flipping,[],[f218]) ).

fof(f692,plain,
    ~ succ(s218,s219),
    inference(consistent_polarity_flipping,[],[f219]) ).

fof(f693,plain,
    ~ succ(s219,s220),
    inference(consistent_polarity_flipping,[],[f220]) ).

fof(f694,plain,
    ~ succ(s220,s221),
    inference(consistent_polarity_flipping,[],[f221]) ).

fof(f695,plain,
    ~ succ(s221,s222),
    inference(consistent_polarity_flipping,[],[f222]) ).

fof(f696,plain,
    ~ succ(s222,s223),
    inference(consistent_polarity_flipping,[],[f223]) ).

fof(f697,plain,
    ~ succ(s223,s224),
    inference(consistent_polarity_flipping,[],[f224]) ).

fof(f698,plain,
    ~ succ(s224,s225),
    inference(consistent_polarity_flipping,[],[f225]) ).

fof(f699,plain,
    ~ succ(s225,s226),
    inference(consistent_polarity_flipping,[],[f226]) ).

fof(f700,plain,
    ~ succ(s226,s227),
    inference(consistent_polarity_flipping,[],[f227]) ).

fof(f701,plain,
    ~ succ(s227,s228),
    inference(consistent_polarity_flipping,[],[f228]) ).

fof(f702,plain,
    ~ succ(s228,s229),
    inference(consistent_polarity_flipping,[],[f229]) ).

fof(f703,plain,
    ~ succ(s229,s230),
    inference(consistent_polarity_flipping,[],[f230]) ).

fof(f704,plain,
    ~ succ(s230,s231),
    inference(consistent_polarity_flipping,[],[f231]) ).

fof(f705,plain,
    ~ succ(s231,s232),
    inference(consistent_polarity_flipping,[],[f232]) ).

fof(f706,plain,
    ~ succ(s232,s233),
    inference(consistent_polarity_flipping,[],[f233]) ).

fof(f707,plain,
    ~ succ(s233,s234),
    inference(consistent_polarity_flipping,[],[f234]) ).

fof(f708,plain,
    ~ succ(s234,s235),
    inference(consistent_polarity_flipping,[],[f235]) ).

fof(f709,plain,
    ~ succ(s235,s236),
    inference(consistent_polarity_flipping,[],[f236]) ).

fof(f710,plain,
    ~ succ(s236,s237),
    inference(consistent_polarity_flipping,[],[f237]) ).

fof(f711,plain,
    ~ succ(s237,s238),
    inference(consistent_polarity_flipping,[],[f238]) ).

fof(f712,plain,
    ~ succ(s238,s239),
    inference(consistent_polarity_flipping,[],[f239]) ).

fof(f713,plain,
    ~ succ(s239,s240),
    inference(consistent_polarity_flipping,[],[f240]) ).

fof(f714,plain,
    ~ succ(s240,s241),
    inference(consistent_polarity_flipping,[],[f241]) ).

fof(f715,plain,
    ~ succ(s241,s242),
    inference(consistent_polarity_flipping,[],[f242]) ).

fof(f716,plain,
    ~ succ(s242,s243),
    inference(consistent_polarity_flipping,[],[f243]) ).

fof(f717,plain,
    ~ succ(s243,s244),
    inference(consistent_polarity_flipping,[],[f244]) ).

fof(f718,plain,
    ~ succ(s244,s245),
    inference(consistent_polarity_flipping,[],[f245]) ).

fof(f719,plain,
    ~ succ(s245,s246),
    inference(consistent_polarity_flipping,[],[f246]) ).

fof(f720,plain,
    ~ succ(s246,s247),
    inference(consistent_polarity_flipping,[],[f247]) ).

fof(f721,plain,
    ~ succ(s247,s248),
    inference(consistent_polarity_flipping,[],[f248]) ).

fof(f722,plain,
    ~ succ(s248,s249),
    inference(consistent_polarity_flipping,[],[f249]) ).

fof(f723,plain,
    ~ succ(s249,s250),
    inference(consistent_polarity_flipping,[],[f250]) ).

fof(f724,plain,
    ~ succ(s250,s251),
    inference(consistent_polarity_flipping,[],[f251]) ).

fof(f725,plain,
    ~ succ(s251,s252),
    inference(consistent_polarity_flipping,[],[f252]) ).

fof(f726,plain,
    ~ succ(s252,s253),
    inference(consistent_polarity_flipping,[],[f253]) ).

fof(f727,plain,
    ~ succ(s253,s254),
    inference(consistent_polarity_flipping,[],[f254]) ).

fof(f728,plain,
    ~ succ(s254,s255),
    inference(consistent_polarity_flipping,[],[f255]) ).

fof(f729,plain,
    ~ succ(s255,s256),
    inference(consistent_polarity_flipping,[],[f256]) ).

fof(f730,plain,
    ~ succ(s256,s257),
    inference(consistent_polarity_flipping,[],[f257]) ).

fof(f731,plain,
    ~ succ(s257,s258),
    inference(consistent_polarity_flipping,[],[f258]) ).

fof(f732,plain,
    ~ succ(s258,s259),
    inference(consistent_polarity_flipping,[],[f259]) ).

fof(f733,plain,
    ~ succ(s259,s260),
    inference(consistent_polarity_flipping,[],[f260]) ).

fof(f734,plain,
    ~ succ(s260,s261),
    inference(consistent_polarity_flipping,[],[f261]) ).

fof(f735,plain,
    ~ succ(s261,s262),
    inference(consistent_polarity_flipping,[],[f262]) ).

fof(f736,plain,
    ~ succ(s262,s263),
    inference(consistent_polarity_flipping,[],[f263]) ).

fof(f737,plain,
    ~ succ(s263,s264),
    inference(consistent_polarity_flipping,[],[f264]) ).

fof(f738,plain,
    ~ succ(s264,s265),
    inference(consistent_polarity_flipping,[],[f265]) ).

fof(f739,plain,
    ~ succ(s265,s266),
    inference(consistent_polarity_flipping,[],[f266]) ).

fof(f740,plain,
    ~ succ(s266,s267),
    inference(consistent_polarity_flipping,[],[f267]) ).

fof(f741,plain,
    ~ succ(s267,s268),
    inference(consistent_polarity_flipping,[],[f268]) ).

fof(f742,plain,
    ~ succ(s268,s269),
    inference(consistent_polarity_flipping,[],[f269]) ).

fof(f743,plain,
    ~ succ(s269,s270),
    inference(consistent_polarity_flipping,[],[f270]) ).

fof(f744,plain,
    ~ succ(s270,s271),
    inference(consistent_polarity_flipping,[],[f271]) ).

fof(f745,plain,
    ~ succ(s271,s272),
    inference(consistent_polarity_flipping,[],[f272]) ).

fof(f746,plain,
    ~ succ(s272,s273),
    inference(consistent_polarity_flipping,[],[f273]) ).

fof(f747,plain,
    ~ succ(s273,s274),
    inference(consistent_polarity_flipping,[],[f274]) ).

fof(f748,plain,
    ~ succ(s274,s275),
    inference(consistent_polarity_flipping,[],[f275]) ).

fof(f749,plain,
    ~ succ(s275,s276),
    inference(consistent_polarity_flipping,[],[f276]) ).

fof(f750,plain,
    ~ succ(s276,s277),
    inference(consistent_polarity_flipping,[],[f277]) ).

fof(f751,plain,
    ~ succ(s277,s278),
    inference(consistent_polarity_flipping,[],[f278]) ).

fof(f752,plain,
    ~ succ(s278,s279),
    inference(consistent_polarity_flipping,[],[f279]) ).

fof(f753,plain,
    ~ succ(s279,s280),
    inference(consistent_polarity_flipping,[],[f280]) ).

fof(f754,plain,
    ~ succ(s280,s281),
    inference(consistent_polarity_flipping,[],[f281]) ).

fof(f755,plain,
    ~ succ(s281,s282),
    inference(consistent_polarity_flipping,[],[f282]) ).

fof(f756,plain,
    ~ succ(s282,s283),
    inference(consistent_polarity_flipping,[],[f283]) ).

fof(f757,plain,
    ~ succ(s283,s284),
    inference(consistent_polarity_flipping,[],[f284]) ).

fof(f758,plain,
    ~ succ(s284,s285),
    inference(consistent_polarity_flipping,[],[f285]) ).

fof(f759,plain,
    ~ succ(s285,s286),
    inference(consistent_polarity_flipping,[],[f286]) ).

fof(f760,plain,
    ~ succ(s286,s287),
    inference(consistent_polarity_flipping,[],[f287]) ).

fof(f761,plain,
    ~ succ(s287,s288),
    inference(consistent_polarity_flipping,[],[f288]) ).

fof(f762,plain,
    ~ succ(s288,s289),
    inference(consistent_polarity_flipping,[],[f289]) ).

fof(f763,plain,
    ~ succ(s289,s290),
    inference(consistent_polarity_flipping,[],[f290]) ).

fof(f764,plain,
    ~ succ(s290,s291),
    inference(consistent_polarity_flipping,[],[f291]) ).

fof(f765,plain,
    ~ succ(s291,s292),
    inference(consistent_polarity_flipping,[],[f292]) ).

fof(f766,plain,
    ~ succ(s292,s293),
    inference(consistent_polarity_flipping,[],[f293]) ).

fof(f767,plain,
    ~ succ(s293,s294),
    inference(consistent_polarity_flipping,[],[f294]) ).

fof(f768,plain,
    ~ succ(s294,s295),
    inference(consistent_polarity_flipping,[],[f295]) ).

fof(f769,plain,
    ~ succ(s295,s296),
    inference(consistent_polarity_flipping,[],[f296]) ).

fof(f770,plain,
    ~ succ(s296,s297),
    inference(consistent_polarity_flipping,[],[f297]) ).

fof(f771,plain,
    ~ succ(s297,s298),
    inference(consistent_polarity_flipping,[],[f298]) ).

fof(f772,plain,
    ~ succ(s298,s299),
    inference(consistent_polarity_flipping,[],[f299]) ).

fof(f773,plain,
    ~ succ(s299,s300),
    inference(consistent_polarity_flipping,[],[f300]) ).

fof(f774,plain,
    ~ succ(s300,s301),
    inference(consistent_polarity_flipping,[],[f301]) ).

fof(f775,plain,
    ~ succ(s301,s302),
    inference(consistent_polarity_flipping,[],[f302]) ).

fof(f776,plain,
    ~ succ(s302,s303),
    inference(consistent_polarity_flipping,[],[f303]) ).

fof(f777,plain,
    ~ succ(s303,s304),
    inference(consistent_polarity_flipping,[],[f304]) ).

fof(f778,plain,
    ~ succ(s304,s305),
    inference(consistent_polarity_flipping,[],[f305]) ).

fof(f779,plain,
    ~ succ(s305,s306),
    inference(consistent_polarity_flipping,[],[f306]) ).

fof(f780,plain,
    ~ succ(s306,s307),
    inference(consistent_polarity_flipping,[],[f307]) ).

fof(f781,plain,
    ~ succ(s307,s308),
    inference(consistent_polarity_flipping,[],[f308]) ).

fof(f782,plain,
    ~ succ(s308,s309),
    inference(consistent_polarity_flipping,[],[f309]) ).

fof(f783,plain,
    ~ succ(s309,s310),
    inference(consistent_polarity_flipping,[],[f310]) ).

fof(f784,plain,
    ~ succ(s310,s311),
    inference(consistent_polarity_flipping,[],[f311]) ).

fof(f785,plain,
    ~ succ(s311,s312),
    inference(consistent_polarity_flipping,[],[f312]) ).

fof(f786,plain,
    ~ succ(s312,s313),
    inference(consistent_polarity_flipping,[],[f313]) ).

fof(f787,plain,
    ~ succ(s313,s314),
    inference(consistent_polarity_flipping,[],[f314]) ).

fof(f788,plain,
    ~ succ(s314,s315),
    inference(consistent_polarity_flipping,[],[f315]) ).

fof(f789,plain,
    ~ succ(s315,s316),
    inference(consistent_polarity_flipping,[],[f316]) ).

fof(f790,plain,
    ~ succ(s316,s317),
    inference(consistent_polarity_flipping,[],[f317]) ).

fof(f791,plain,
    ~ succ(s317,s318),
    inference(consistent_polarity_flipping,[],[f318]) ).

fof(f792,plain,
    ~ succ(s318,s319),
    inference(consistent_polarity_flipping,[],[f319]) ).

fof(f793,plain,
    ~ succ(s319,s320),
    inference(consistent_polarity_flipping,[],[f320]) ).

fof(f794,plain,
    ~ succ(s320,s321),
    inference(consistent_polarity_flipping,[],[f321]) ).

fof(f795,plain,
    ~ succ(s321,s322),
    inference(consistent_polarity_flipping,[],[f322]) ).

fof(f796,plain,
    ~ succ(s322,s323),
    inference(consistent_polarity_flipping,[],[f323]) ).

fof(f797,plain,
    ~ succ(s323,s324),
    inference(consistent_polarity_flipping,[],[f324]) ).

fof(f798,plain,
    ~ succ(s324,s325),
    inference(consistent_polarity_flipping,[],[f325]) ).

fof(f799,plain,
    ~ succ(s325,s326),
    inference(consistent_polarity_flipping,[],[f326]) ).

fof(f800,plain,
    ~ succ(s326,s327),
    inference(consistent_polarity_flipping,[],[f327]) ).

fof(f801,plain,
    ~ succ(s327,s328),
    inference(consistent_polarity_flipping,[],[f328]) ).

fof(f802,plain,
    ~ succ(s328,s329),
    inference(consistent_polarity_flipping,[],[f329]) ).

fof(f803,plain,
    ~ succ(s329,s330),
    inference(consistent_polarity_flipping,[],[f330]) ).

fof(f804,plain,
    ~ succ(s330,s331),
    inference(consistent_polarity_flipping,[],[f331]) ).

fof(f805,plain,
    ~ succ(s331,s332),
    inference(consistent_polarity_flipping,[],[f332]) ).

fof(f806,plain,
    ~ succ(s332,s333),
    inference(consistent_polarity_flipping,[],[f333]) ).

fof(f807,plain,
    ~ succ(s333,s334),
    inference(consistent_polarity_flipping,[],[f334]) ).

fof(f808,plain,
    ~ succ(s334,s335),
    inference(consistent_polarity_flipping,[],[f335]) ).

fof(f809,plain,
    ~ succ(s335,s336),
    inference(consistent_polarity_flipping,[],[f336]) ).

fof(f810,plain,
    ~ succ(s336,s337),
    inference(consistent_polarity_flipping,[],[f337]) ).

fof(f811,plain,
    ~ succ(s337,s338),
    inference(consistent_polarity_flipping,[],[f338]) ).

fof(f812,plain,
    ~ succ(s338,s339),
    inference(consistent_polarity_flipping,[],[f339]) ).

fof(f813,plain,
    ~ succ(s339,s340),
    inference(consistent_polarity_flipping,[],[f340]) ).

fof(f814,plain,
    ~ succ(s340,s341),
    inference(consistent_polarity_flipping,[],[f341]) ).

fof(f815,plain,
    ~ succ(s341,s342),
    inference(consistent_polarity_flipping,[],[f342]) ).

fof(f816,plain,
    ~ succ(s342,s343),
    inference(consistent_polarity_flipping,[],[f343]) ).

fof(f817,plain,
    ~ succ(s343,s344),
    inference(consistent_polarity_flipping,[],[f344]) ).

fof(f818,plain,
    ~ succ(s344,s345),
    inference(consistent_polarity_flipping,[],[f345]) ).

fof(f819,plain,
    ~ succ(s345,s346),
    inference(consistent_polarity_flipping,[],[f346]) ).

fof(f820,plain,
    ~ succ(s346,s347),
    inference(consistent_polarity_flipping,[],[f347]) ).

fof(f821,plain,
    ~ succ(s347,s348),
    inference(consistent_polarity_flipping,[],[f348]) ).

fof(f822,plain,
    ~ succ(s348,s349),
    inference(consistent_polarity_flipping,[],[f349]) ).

fof(f823,plain,
    ~ succ(s349,s350),
    inference(consistent_polarity_flipping,[],[f350]) ).

fof(f824,plain,
    ~ succ(s350,s351),
    inference(consistent_polarity_flipping,[],[f351]) ).

fof(f825,plain,
    ~ succ(s351,s352),
    inference(consistent_polarity_flipping,[],[f352]) ).

fof(f826,plain,
    ~ succ(s352,s353),
    inference(consistent_polarity_flipping,[],[f353]) ).

fof(f827,plain,
    ~ succ(s353,s354),
    inference(consistent_polarity_flipping,[],[f354]) ).

fof(f828,plain,
    ~ succ(s354,s355),
    inference(consistent_polarity_flipping,[],[f355]) ).

fof(f829,plain,
    ~ succ(s355,s356),
    inference(consistent_polarity_flipping,[],[f356]) ).

fof(f830,plain,
    ~ succ(s356,s357),
    inference(consistent_polarity_flipping,[],[f357]) ).

fof(f831,plain,
    ~ succ(s357,s358),
    inference(consistent_polarity_flipping,[],[f358]) ).

fof(f832,plain,
    ~ succ(s358,s359),
    inference(consistent_polarity_flipping,[],[f359]) ).

fof(f833,plain,
    ~ succ(s359,s360),
    inference(consistent_polarity_flipping,[],[f360]) ).

fof(f834,plain,
    ~ succ(s360,s361),
    inference(consistent_polarity_flipping,[],[f361]) ).

fof(f835,plain,
    ~ succ(s361,s362),
    inference(consistent_polarity_flipping,[],[f362]) ).

fof(f836,plain,
    ~ succ(s362,s363),
    inference(consistent_polarity_flipping,[],[f363]) ).

fof(f837,plain,
    ~ succ(s363,s364),
    inference(consistent_polarity_flipping,[],[f364]) ).

fof(f838,plain,
    ~ succ(s364,s365),
    inference(consistent_polarity_flipping,[],[f365]) ).

fof(f839,plain,
    ~ succ(s365,s366),
    inference(consistent_polarity_flipping,[],[f366]) ).

fof(f840,plain,
    ~ succ(s366,s367),
    inference(consistent_polarity_flipping,[],[f367]) ).

fof(f841,plain,
    ~ succ(s367,s368),
    inference(consistent_polarity_flipping,[],[f368]) ).

fof(f842,plain,
    ~ succ(s368,s369),
    inference(consistent_polarity_flipping,[],[f369]) ).

fof(f843,plain,
    ~ succ(s369,s370),
    inference(consistent_polarity_flipping,[],[f370]) ).

fof(f844,plain,
    ~ succ(s370,s371),
    inference(consistent_polarity_flipping,[],[f371]) ).

fof(f845,plain,
    ~ succ(s371,s372),
    inference(consistent_polarity_flipping,[],[f372]) ).

fof(f846,plain,
    ~ succ(s372,s373),
    inference(consistent_polarity_flipping,[],[f373]) ).

fof(f847,plain,
    ~ succ(s373,s374),
    inference(consistent_polarity_flipping,[],[f374]) ).

fof(f848,plain,
    ~ succ(s374,s375),
    inference(consistent_polarity_flipping,[],[f375]) ).

fof(f849,plain,
    ~ succ(s375,s376),
    inference(consistent_polarity_flipping,[],[f376]) ).

fof(f850,plain,
    ~ succ(s376,s377),
    inference(consistent_polarity_flipping,[],[f377]) ).

fof(f851,plain,
    ~ succ(s377,s378),
    inference(consistent_polarity_flipping,[],[f378]) ).

fof(f852,plain,
    ~ succ(s378,s379),
    inference(consistent_polarity_flipping,[],[f379]) ).

fof(f853,plain,
    ~ succ(s379,s380),
    inference(consistent_polarity_flipping,[],[f380]) ).

fof(f854,plain,
    ~ succ(s380,s381),
    inference(consistent_polarity_flipping,[],[f381]) ).

fof(f855,plain,
    ~ succ(s381,s382),
    inference(consistent_polarity_flipping,[],[f382]) ).

fof(f856,plain,
    ~ succ(s382,s383),
    inference(consistent_polarity_flipping,[],[f383]) ).

fof(f857,plain,
    ~ succ(s383,s384),
    inference(consistent_polarity_flipping,[],[f384]) ).

fof(f858,plain,
    ~ succ(s384,s385),
    inference(consistent_polarity_flipping,[],[f385]) ).

fof(f859,plain,
    ~ succ(s385,s386),
    inference(consistent_polarity_flipping,[],[f386]) ).

fof(f860,plain,
    ~ succ(s386,s387),
    inference(consistent_polarity_flipping,[],[f387]) ).

fof(f861,plain,
    ~ succ(s387,s388),
    inference(consistent_polarity_flipping,[],[f388]) ).

fof(f862,plain,
    ~ succ(s388,s389),
    inference(consistent_polarity_flipping,[],[f389]) ).

fof(f863,plain,
    ~ succ(s389,s390),
    inference(consistent_polarity_flipping,[],[f390]) ).

fof(f864,plain,
    ~ succ(s390,s391),
    inference(consistent_polarity_flipping,[],[f391]) ).

fof(f865,plain,
    ~ succ(s391,s392),
    inference(consistent_polarity_flipping,[],[f392]) ).

fof(f866,plain,
    ~ succ(s392,s393),
    inference(consistent_polarity_flipping,[],[f393]) ).

fof(f867,plain,
    ~ succ(s393,s394),
    inference(consistent_polarity_flipping,[],[f394]) ).

fof(f868,plain,
    ~ succ(s394,s395),
    inference(consistent_polarity_flipping,[],[f395]) ).

fof(f869,plain,
    ~ succ(s395,s396),
    inference(consistent_polarity_flipping,[],[f396]) ).

fof(f870,plain,
    ~ succ(s396,s397),
    inference(consistent_polarity_flipping,[],[f397]) ).

fof(f871,plain,
    ~ succ(s397,s398),
    inference(consistent_polarity_flipping,[],[f398]) ).

fof(f872,plain,
    ~ succ(s398,s399),
    inference(consistent_polarity_flipping,[],[f399]) ).

fof(f873,plain,
    ~ succ(s399,s400),
    inference(consistent_polarity_flipping,[],[f400]) ).

fof(f874,plain,
    ~ succ(s400,s401),
    inference(consistent_polarity_flipping,[],[f401]) ).

fof(f875,plain,
    ~ succ(s401,s402),
    inference(consistent_polarity_flipping,[],[f402]) ).

fof(f876,plain,
    ~ succ(s402,s403),
    inference(consistent_polarity_flipping,[],[f403]) ).

fof(f877,plain,
    ~ succ(s403,s404),
    inference(consistent_polarity_flipping,[],[f404]) ).

fof(f878,plain,
    ~ succ(s404,s405),
    inference(consistent_polarity_flipping,[],[f405]) ).

fof(f879,plain,
    ~ succ(s405,s406),
    inference(consistent_polarity_flipping,[],[f406]) ).

fof(f880,plain,
    ~ succ(s406,s407),
    inference(consistent_polarity_flipping,[],[f407]) ).

fof(f881,plain,
    ~ succ(s407,s408),
    inference(consistent_polarity_flipping,[],[f408]) ).

fof(f882,plain,
    ~ succ(s408,s409),
    inference(consistent_polarity_flipping,[],[f409]) ).

fof(f883,plain,
    ~ succ(s409,s410),
    inference(consistent_polarity_flipping,[],[f410]) ).

fof(f884,plain,
    ~ succ(s410,s411),
    inference(consistent_polarity_flipping,[],[f411]) ).

fof(f885,plain,
    ~ succ(s411,s412),
    inference(consistent_polarity_flipping,[],[f412]) ).

fof(f886,plain,
    ~ succ(s412,s413),
    inference(consistent_polarity_flipping,[],[f413]) ).

fof(f887,plain,
    ~ succ(s413,s414),
    inference(consistent_polarity_flipping,[],[f414]) ).

fof(f888,plain,
    ~ succ(s414,s415),
    inference(consistent_polarity_flipping,[],[f415]) ).

fof(f889,plain,
    ~ succ(s415,s416),
    inference(consistent_polarity_flipping,[],[f416]) ).

fof(f890,plain,
    ~ succ(s416,s417),
    inference(consistent_polarity_flipping,[],[f417]) ).

fof(f891,plain,
    ~ succ(s417,s418),
    inference(consistent_polarity_flipping,[],[f418]) ).

fof(f892,plain,
    ~ succ(s418,s419),
    inference(consistent_polarity_flipping,[],[f419]) ).

fof(f893,plain,
    ~ succ(s419,s420),
    inference(consistent_polarity_flipping,[],[f420]) ).

fof(f894,plain,
    ~ succ(s420,s421),
    inference(consistent_polarity_flipping,[],[f421]) ).

fof(f895,plain,
    ~ succ(s421,s422),
    inference(consistent_polarity_flipping,[],[f422]) ).

fof(f896,plain,
    ~ succ(s422,s423),
    inference(consistent_polarity_flipping,[],[f423]) ).

fof(f897,plain,
    ~ succ(s423,s424),
    inference(consistent_polarity_flipping,[],[f424]) ).

fof(f898,plain,
    ~ succ(s424,s425),
    inference(consistent_polarity_flipping,[],[f425]) ).

fof(f899,plain,
    ~ succ(s425,s426),
    inference(consistent_polarity_flipping,[],[f426]) ).

fof(f900,plain,
    ~ succ(s426,s427),
    inference(consistent_polarity_flipping,[],[f427]) ).

fof(f901,plain,
    ~ succ(s427,s428),
    inference(consistent_polarity_flipping,[],[f428]) ).

fof(f902,plain,
    ~ succ(s428,s429),
    inference(consistent_polarity_flipping,[],[f429]) ).

fof(f903,plain,
    ~ succ(s429,s430),
    inference(consistent_polarity_flipping,[],[f430]) ).

fof(f904,plain,
    ~ succ(s430,s431),
    inference(consistent_polarity_flipping,[],[f431]) ).

fof(f905,plain,
    ~ succ(s431,s432),
    inference(consistent_polarity_flipping,[],[f432]) ).

fof(f906,plain,
    ~ succ(s432,s433),
    inference(consistent_polarity_flipping,[],[f433]) ).

fof(f907,plain,
    ~ succ(s433,s434),
    inference(consistent_polarity_flipping,[],[f434]) ).

fof(f908,plain,
    ~ succ(s434,s435),
    inference(consistent_polarity_flipping,[],[f435]) ).

fof(f909,plain,
    ~ succ(s435,s436),
    inference(consistent_polarity_flipping,[],[f436]) ).

fof(f910,plain,
    ~ succ(s436,s437),
    inference(consistent_polarity_flipping,[],[f437]) ).

fof(f911,plain,
    ~ succ(s437,s438),
    inference(consistent_polarity_flipping,[],[f438]) ).

fof(f912,plain,
    ~ succ(s438,s439),
    inference(consistent_polarity_flipping,[],[f439]) ).

fof(f913,plain,
    ~ succ(s439,s440),
    inference(consistent_polarity_flipping,[],[f440]) ).

fof(f914,plain,
    ~ succ(s440,s441),
    inference(consistent_polarity_flipping,[],[f441]) ).

fof(f915,plain,
    ~ succ(s441,s442),
    inference(consistent_polarity_flipping,[],[f442]) ).

fof(f916,plain,
    ~ succ(s442,s443),
    inference(consistent_polarity_flipping,[],[f443]) ).

fof(f917,plain,
    ~ succ(s443,s444),
    inference(consistent_polarity_flipping,[],[f444]) ).

fof(f918,plain,
    ~ succ(s444,s445),
    inference(consistent_polarity_flipping,[],[f445]) ).

fof(f919,plain,
    ~ succ(s445,s446),
    inference(consistent_polarity_flipping,[],[f446]) ).

fof(f920,plain,
    ~ succ(s446,s447),
    inference(consistent_polarity_flipping,[],[f447]) ).

fof(f921,plain,
    ~ succ(s447,s448),
    inference(consistent_polarity_flipping,[],[f448]) ).

fof(f922,plain,
    ~ succ(s448,s449),
    inference(consistent_polarity_flipping,[],[f449]) ).

fof(f923,plain,
    ! [X0,X1] :
      ( ~ trans(X0,X1)
      | succ(X0,X1) ),
    inference(consistent_polarity_flipping,[],[f451]) ).

fof(f924,plain,
    ( loop
    | ~ trans(s449,s0)
    | ~ trans(s449,s1)
    | ~ trans(s449,s2)
    | ~ trans(s449,s3)
    | ~ trans(s449,s4)
    | ~ trans(s449,s5)
    | ~ trans(s449,s6)
    | ~ trans(s449,s7)
    | ~ trans(s449,s8)
    | ~ trans(s449,s9)
    | ~ trans(s449,s10)
    | ~ trans(s449,s11)
    | ~ trans(s449,s12)
    | ~ trans(s449,s13)
    | ~ trans(s449,s14)
    | ~ trans(s449,s15)
    | ~ trans(s449,s16)
    | ~ trans(s449,s17)
    | ~ trans(s449,s18)
    | ~ trans(s449,s19)
    | ~ trans(s449,s20)
    | ~ trans(s449,s21)
    | ~ trans(s449,s22)
    | ~ trans(s449,s23)
    | ~ trans(s449,s24)
    | ~ trans(s449,s25)
    | ~ trans(s449,s26)
    | ~ trans(s449,s27)
    | ~ trans(s449,s28)
    | ~ trans(s449,s29)
    | ~ trans(s449,s30)
    | ~ trans(s449,s31)
    | ~ trans(s449,s32)
    | ~ trans(s449,s33)
    | ~ trans(s449,s34)
    | ~ trans(s449,s35)
    | ~ trans(s449,s36)
    | ~ trans(s449,s37)
    | ~ trans(s449,s38)
    | ~ trans(s449,s39)
    | ~ trans(s449,s40)
    | ~ trans(s449,s41)
    | ~ trans(s449,s42)
    | ~ trans(s449,s43)
    | ~ trans(s449,s44)
    | ~ trans(s449,s45)
    | ~ trans(s449,s46)
    | ~ trans(s449,s47)
    | ~ trans(s449,s48)
    | ~ trans(s449,s49)
    | ~ trans(s449,s50)
    | ~ trans(s449,s51)
    | ~ trans(s449,s52)
    | ~ trans(s449,s53)
    | ~ trans(s449,s54)
    | ~ trans(s449,s55)
    | ~ trans(s449,s56)
    | ~ trans(s449,s57)
    | ~ trans(s449,s58)
    | ~ trans(s449,s59)
    | ~ trans(s449,s60)
    | ~ trans(s449,s61)
    | ~ trans(s449,s62)
    | ~ trans(s449,s63)
    | ~ trans(s449,s64)
    | ~ trans(s449,s65)
    | ~ trans(s449,s66)
    | ~ trans(s449,s67)
    | ~ trans(s449,s68)
    | ~ trans(s449,s69)
    | ~ trans(s449,s70)
    | ~ trans(s449,s71)
    | ~ trans(s449,s72)
    | ~ trans(s449,s73)
    | ~ trans(s449,s74)
    | ~ trans(s449,s75)
    | ~ trans(s449,s76)
    | ~ trans(s449,s77)
    | ~ trans(s449,s78)
    | ~ trans(s449,s79)
    | ~ trans(s449,s80)
    | ~ trans(s449,s81)
    | ~ trans(s449,s82)
    | ~ trans(s449,s83)
    | ~ trans(s449,s84)
    | ~ trans(s449,s85)
    | ~ trans(s449,s86)
    | ~ trans(s449,s87)
    | ~ trans(s449,s88)
    | ~ trans(s449,s89)
    | ~ trans(s449,s90)
    | ~ trans(s449,s91)
    | ~ trans(s449,s92)
    | ~ trans(s449,s93)
    | ~ trans(s449,s94)
    | ~ trans(s449,s95)
    | ~ trans(s449,s96)
    | ~ trans(s449,s97)
    | ~ trans(s449,s98)
    | ~ trans(s449,s99)
    | ~ trans(s449,s100)
    | ~ trans(s449,s101)
    | ~ trans(s449,s102)
    | ~ trans(s449,s103)
    | ~ trans(s449,s104)
    | ~ trans(s449,s105)
    | ~ trans(s449,s106)
    | ~ trans(s449,s107)
    | ~ trans(s449,s108)
    | ~ trans(s449,s109)
    | ~ trans(s449,s110)
    | ~ trans(s449,s111)
    | ~ trans(s449,s112)
    | ~ trans(s449,s113)
    | ~ trans(s449,s114)
    | ~ trans(s449,s115)
    | ~ trans(s449,s116)
    | ~ trans(s449,s117)
    | ~ trans(s449,s118)
    | ~ trans(s449,s119)
    | ~ trans(s449,s120)
    | ~ trans(s449,s121)
    | ~ trans(s449,s122)
    | ~ trans(s449,s123)
    | ~ trans(s449,s124)
    | ~ trans(s449,s125)
    | ~ trans(s449,s126)
    | ~ trans(s449,s127)
    | ~ trans(s449,s128)
    | ~ trans(s449,s129)
    | ~ trans(s449,s130)
    | ~ trans(s449,s131)
    | ~ trans(s449,s132)
    | ~ trans(s449,s133)
    | ~ trans(s449,s134)
    | ~ trans(s449,s135)
    | ~ trans(s449,s136)
    | ~ trans(s449,s137)
    | ~ trans(s449,s138)
    | ~ trans(s449,s139)
    | ~ trans(s449,s140)
    | ~ trans(s449,s141)
    | ~ trans(s449,s142)
    | ~ trans(s449,s143)
    | ~ trans(s449,s144)
    | ~ trans(s449,s145)
    | ~ trans(s449,s146)
    | ~ trans(s449,s147)
    | ~ trans(s449,s148)
    | ~ trans(s449,s149)
    | ~ trans(s449,s150)
    | ~ trans(s449,s151)
    | ~ trans(s449,s152)
    | ~ trans(s449,s153)
    | ~ trans(s449,s154)
    | ~ trans(s449,s155)
    | ~ trans(s449,s156)
    | ~ trans(s449,s157)
    | ~ trans(s449,s158)
    | ~ trans(s449,s159)
    | ~ trans(s449,s160)
    | ~ trans(s449,s161)
    | ~ trans(s449,s162)
    | ~ trans(s449,s163)
    | ~ trans(s449,s164)
    | ~ trans(s449,s165)
    | ~ trans(s449,s166)
    | ~ trans(s449,s167)
    | ~ trans(s449,s168)
    | ~ trans(s449,s169)
    | ~ trans(s449,s170)
    | ~ trans(s449,s171)
    | ~ trans(s449,s172)
    | ~ trans(s449,s173)
    | ~ trans(s449,s174)
    | ~ trans(s449,s175)
    | ~ trans(s449,s176)
    | ~ trans(s449,s177)
    | ~ trans(s449,s178)
    | ~ trans(s449,s179)
    | ~ trans(s449,s180)
    | ~ trans(s449,s181)
    | ~ trans(s449,s182)
    | ~ trans(s449,s183)
    | ~ trans(s449,s184)
    | ~ trans(s449,s185)
    | ~ trans(s449,s186)
    | ~ trans(s449,s187)
    | ~ trans(s449,s188)
    | ~ trans(s449,s189)
    | ~ trans(s449,s190)
    | ~ trans(s449,s191)
    | ~ trans(s449,s192)
    | ~ trans(s449,s193)
    | ~ trans(s449,s194)
    | ~ trans(s449,s195)
    | ~ trans(s449,s196)
    | ~ trans(s449,s197)
    | ~ trans(s449,s198)
    | ~ trans(s449,s199)
    | ~ trans(s449,s200)
    | ~ trans(s449,s201)
    | ~ trans(s449,s202)
    | ~ trans(s449,s203)
    | ~ trans(s449,s204)
    | ~ trans(s449,s205)
    | ~ trans(s449,s206)
    | ~ trans(s449,s207)
    | ~ trans(s449,s208)
    | ~ trans(s449,s209)
    | ~ trans(s449,s210)
    | ~ trans(s449,s211)
    | ~ trans(s449,s212)
    | ~ trans(s449,s213)
    | ~ trans(s449,s214)
    | ~ trans(s449,s215)
    | ~ trans(s449,s216)
    | ~ trans(s449,s217)
    | ~ trans(s449,s218)
    | ~ trans(s449,s219)
    | ~ trans(s449,s220)
    | ~ trans(s449,s221)
    | ~ trans(s449,s222)
    | ~ trans(s449,s223)
    | ~ trans(s449,s224)
    | ~ trans(s449,s225)
    | ~ trans(s449,s226)
    | ~ trans(s449,s227)
    | ~ trans(s449,s228)
    | ~ trans(s449,s229)
    | ~ trans(s449,s230)
    | ~ trans(s449,s231)
    | ~ trans(s449,s232)
    | ~ trans(s449,s233)
    | ~ trans(s449,s234)
    | ~ trans(s449,s235)
    | ~ trans(s449,s236)
    | ~ trans(s449,s237)
    | ~ trans(s449,s238)
    | ~ trans(s449,s239)
    | ~ trans(s449,s240)
    | ~ trans(s449,s241)
    | ~ trans(s449,s242)
    | ~ trans(s449,s243)
    | ~ trans(s449,s244)
    | ~ trans(s449,s245)
    | ~ trans(s449,s246)
    | ~ trans(s449,s247)
    | ~ trans(s449,s248)
    | ~ trans(s449,s249)
    | ~ trans(s449,s250)
    | ~ trans(s449,s251)
    | ~ trans(s449,s252)
    | ~ trans(s449,s253)
    | ~ trans(s449,s254)
    | ~ trans(s449,s255)
    | ~ trans(s449,s256)
    | ~ trans(s449,s257)
    | ~ trans(s449,s258)
    | ~ trans(s449,s259)
    | ~ trans(s449,s260)
    | ~ trans(s449,s261)
    | ~ trans(s449,s262)
    | ~ trans(s449,s263)
    | ~ trans(s449,s264)
    | ~ trans(s449,s265)
    | ~ trans(s449,s266)
    | ~ trans(s449,s267)
    | ~ trans(s449,s268)
    | ~ trans(s449,s269)
    | ~ trans(s449,s270)
    | ~ trans(s449,s271)
    | ~ trans(s449,s272)
    | ~ trans(s449,s273)
    | ~ trans(s449,s274)
    | ~ trans(s449,s275)
    | ~ trans(s449,s276)
    | ~ trans(s449,s277)
    | ~ trans(s449,s278)
    | ~ trans(s449,s279)
    | ~ trans(s449,s280)
    | ~ trans(s449,s281)
    | ~ trans(s449,s282)
    | ~ trans(s449,s283)
    | ~ trans(s449,s284)
    | ~ trans(s449,s285)
    | ~ trans(s449,s286)
    | ~ trans(s449,s287)
    | ~ trans(s449,s288)
    | ~ trans(s449,s289)
    | ~ trans(s449,s290)
    | ~ trans(s449,s291)
    | ~ trans(s449,s292)
    | ~ trans(s449,s293)
    | ~ trans(s449,s294)
    | ~ trans(s449,s295)
    | ~ trans(s449,s296)
    | ~ trans(s449,s297)
    | ~ trans(s449,s298)
    | ~ trans(s449,s299)
    | ~ trans(s449,s300)
    | ~ trans(s449,s301)
    | ~ trans(s449,s302)
    | ~ trans(s449,s303)
    | ~ trans(s449,s304)
    | ~ trans(s449,s305)
    | ~ trans(s449,s306)
    | ~ trans(s449,s307)
    | ~ trans(s449,s308)
    | ~ trans(s449,s309)
    | ~ trans(s449,s310)
    | ~ trans(s449,s311)
    | ~ trans(s449,s312)
    | ~ trans(s449,s313)
    | ~ trans(s449,s314)
    | ~ trans(s449,s315)
    | ~ trans(s449,s316)
    | ~ trans(s449,s317)
    | ~ trans(s449,s318)
    | ~ trans(s449,s319)
    | ~ trans(s449,s320)
    | ~ trans(s449,s321)
    | ~ trans(s449,s322)
    | ~ trans(s449,s323)
    | ~ trans(s449,s324)
    | ~ trans(s449,s325)
    | ~ trans(s449,s326)
    | ~ trans(s449,s327)
    | ~ trans(s449,s328)
    | ~ trans(s449,s329)
    | ~ trans(s449,s330)
    | ~ trans(s449,s331)
    | ~ trans(s449,s332)
    | ~ trans(s449,s333)
    | ~ trans(s449,s334)
    | ~ trans(s449,s335)
    | ~ trans(s449,s336)
    | ~ trans(s449,s337)
    | ~ trans(s449,s338)
    | ~ trans(s449,s339)
    | ~ trans(s449,s340)
    | ~ trans(s449,s341)
    | ~ trans(s449,s342)
    | ~ trans(s449,s343)
    | ~ trans(s449,s344)
    | ~ trans(s449,s345)
    | ~ trans(s449,s346)
    | ~ trans(s449,s347)
    | ~ trans(s449,s348)
    | ~ trans(s449,s349)
    | ~ trans(s449,s350)
    | ~ trans(s449,s351)
    | ~ trans(s449,s352)
    | ~ trans(s449,s353)
    | ~ trans(s449,s354)
    | ~ trans(s449,s355)
    | ~ trans(s449,s356)
    | ~ trans(s449,s357)
    | ~ trans(s449,s358)
    | ~ trans(s449,s359)
    | ~ trans(s449,s360)
    | ~ trans(s449,s361)
    | ~ trans(s449,s362)
    | ~ trans(s449,s363)
    | ~ trans(s449,s364)
    | ~ trans(s449,s365)
    | ~ trans(s449,s366)
    | ~ trans(s449,s367)
    | ~ trans(s449,s368)
    | ~ trans(s449,s369)
    | ~ trans(s449,s370)
    | ~ trans(s449,s371)
    | ~ trans(s449,s372)
    | ~ trans(s449,s373)
    | ~ trans(s449,s374)
    | ~ trans(s449,s375)
    | ~ trans(s449,s376)
    | ~ trans(s449,s377)
    | ~ trans(s449,s378)
    | ~ trans(s449,s379)
    | ~ trans(s449,s380)
    | ~ trans(s449,s381)
    | ~ trans(s449,s382)
    | ~ trans(s449,s383)
    | ~ trans(s449,s384)
    | ~ trans(s449,s385)
    | ~ trans(s449,s386)
    | ~ trans(s449,s387)
    | ~ trans(s449,s388)
    | ~ trans(s449,s389)
    | ~ trans(s449,s390)
    | ~ trans(s449,s391)
    | ~ trans(s449,s392)
    | ~ trans(s449,s393)
    | ~ trans(s449,s394)
    | ~ trans(s449,s395)
    | ~ trans(s449,s396)
    | ~ trans(s449,s397)
    | ~ trans(s449,s398)
    | ~ trans(s449,s399)
    | ~ trans(s449,s400)
    | ~ trans(s449,s401)
    | ~ trans(s449,s402)
    | ~ trans(s449,s403)
    | ~ trans(s449,s404)
    | ~ trans(s449,s405)
    | ~ trans(s449,s406)
    | ~ trans(s449,s407)
    | ~ trans(s449,s408)
    | ~ trans(s449,s409)
    | ~ trans(s449,s410)
    | ~ trans(s449,s411)
    | ~ trans(s449,s412)
    | ~ trans(s449,s413)
    | ~ trans(s449,s414)
    | ~ trans(s449,s415)
    | ~ trans(s449,s416)
    | ~ trans(s449,s417)
    | ~ trans(s449,s418)
    | ~ trans(s449,s419)
    | ~ trans(s449,s420)
    | ~ trans(s449,s421)
    | ~ trans(s449,s422)
    | ~ trans(s449,s423)
    | ~ trans(s449,s424)
    | ~ trans(s449,s425)
    | ~ trans(s449,s426)
    | ~ trans(s449,s427)
    | ~ trans(s449,s428)
    | ~ trans(s449,s429)
    | ~ trans(s449,s430)
    | ~ trans(s449,s431)
    | ~ trans(s449,s432)
    | ~ trans(s449,s433)
    | ~ trans(s449,s434)
    | ~ trans(s449,s435)
    | ~ trans(s449,s436)
    | ~ trans(s449,s437)
    | ~ trans(s449,s438)
    | ~ trans(s449,s439)
    | ~ trans(s449,s440)
    | ~ trans(s449,s441)
    | ~ trans(s449,s442)
    | ~ trans(s449,s443)
    | ~ trans(s449,s444)
    | ~ trans(s449,s445)
    | ~ trans(s449,s446)
    | ~ trans(s449,s447)
    | ~ trans(s449,s448)
    | ~ trans(s449,s449) ),
    inference(consistent_polarity_flipping,[],[f452]) ).

fof(f925,plain,
    ! [X0] :
      ( ~ m_main_v_state(X0,c_ready)
      | ~ m_main_v_state(X0,c_busy) ),
    inference(consistent_polarity_flipping,[],[f453]) ).

fof(f930,plain,
    ! [X0,X1] :
      ( node2(X0,X1)
      | m_main_v_request(X0)
      | ~ m_main_v_state(X1,c_busy)
      | m_main_v_state(X0,c_ready) ),
    inference(consistent_polarity_flipping,[],[f458]) ).

fof(f932,plain,
    ! [X0,X1] :
      ( ~ node2(X0,X1)
      | trans(X0,X1) ),
    inference(consistent_polarity_flipping,[],[f460]) ).

fof(f933,plain,
    ! [X0] :
      ( m_main_v_state(X0,c_busy)
      | always3(X0) ),
    inference(consistent_polarity_flipping,[],[f461]) ).

fof(f934,plain,
    ! [X0,X1] :
      ( ~ always3(X0)
      | trans(X1,X0)
      | always3(X1) ),
    inference(consistent_polarity_flipping,[],[f462]) ).

fof(f935,plain,
    ! [X0] :
      ( ~ loop
      | always3(X0)
      | ~ last(X0) ),
    inference(consistent_polarity_flipping,[],[f463]) ).

fof(f936,plain,
    ! [X0] :
      ( ~ m_main_v_request(X0)
      | node4(X0) ),
    inference(consistent_polarity_flipping,[],[f464]) ).

fof(f937,plain,
    ! [X0] :
      ( ~ always3(X0)
      | node4(X0) ),
    inference(consistent_polarity_flipping,[],[f465]) ).

fof(f938,plain,
    ! [X0] :
      ( ~ until5(X0)
      | ~ xuntil6(X0)
      | ~ node4(X0) ),
    inference(consistent_polarity_flipping,[],[f466]) ).

fof(f939,plain,
    ! [X0,X1] :
      ( succ(X1,X0)
      | until5(X0)
      | xuntil6(X1) ),
    inference(consistent_polarity_flipping,[],[f467]) ).

fof(f940,plain,
    ! [X0] :
      ( ~ loop
      | ~ last(X0)
      | xuntil6(X0) ),
    inference(consistent_polarity_flipping,[],[f468]) ).

fof(f941,plain,
    ! [X0,X1] :
      ( ~ last(X1)
      | trans(X1,X0)
      | until2p7(X0)
      | xuntil6(X1) ),
    inference(consistent_polarity_flipping,[],[f469]) ).

fof(f942,plain,
    ! [X0] :
      ( ~ until2p7(X0)
      | xuntil2p8(X0)
      | ~ node4(X0) ),
    inference(consistent_polarity_flipping,[],[f470]) ).

fof(f943,plain,
    ! [X0,X1] :
      ( ~ xuntil2p8(X1)
      | succ(X1,X0)
      | until2p7(X0) ),
    inference(consistent_polarity_flipping,[],[f471]) ).

fof(f945,definition,
    ( spl0_1
  <=> ! [X0] :
        ( ~ last(X0)
        | xuntil6(X0) ) ),
    introduced(definition,[new_symbols(definition,[spl0_1])],[avatar_definition]) ).

fof(f946,plain,
    ( ! [X0] :
        ( ~ last(X0)
        | xuntil6(X0) )
    | ~ spl0_1 ),
    inference(avatar_component_clause,[],[f945]) ).

fof(f948,definition,
    ( spl0_2
  <=> loop ),
    introduced(definition,[new_symbols(definition,[spl0_2])],[avatar_definition]) ).

fof(f951,plain,
    ( spl0_1
    | ~ spl0_2 ),
    inference(avatar_split_clause,[],[f940,f948,f945]) ).

fof(f953,definition,
    ( spl0_3
  <=> ! [X0] :
        ( always3(X0)
        | ~ last(X0) ) ),
    introduced(definition,[new_symbols(definition,[spl0_3])],[avatar_definition]) ).

fof(f954,plain,
    ( ! [X0] :
        ( ~ last(X0)
        | always3(X0) )
    | ~ spl0_3 ),
    inference(avatar_component_clause,[],[f953]) ).

fof(f955,plain,
    ( spl0_3
    | ~ spl0_2 ),
    inference(avatar_split_clause,[],[f935,f948,f953]) ).

fof(f957,definition,
    ( spl0_4
  <=> trans(s449,s449) ),
    introduced(definition,[new_symbols(definition,[spl0_4])],[avatar_definition]) ).

fof(f959,plain,
    ( ~ trans(s449,s449)
    | spl0_4 ),
    inference(avatar_component_clause,[],[f957]) ).

fof(f961,definition,
    ( spl0_5
  <=> trans(s449,s448) ),
    introduced(definition,[new_symbols(definition,[spl0_5])],[avatar_definition]) ).

fof(f963,plain,
    ( ~ trans(s449,s448)
    | spl0_5 ),
    inference(avatar_component_clause,[],[f961]) ).

fof(f965,definition,
    ( spl0_6
  <=> trans(s449,s447) ),
    introduced(definition,[new_symbols(definition,[spl0_6])],[avatar_definition]) ).

fof(f967,plain,
    ( ~ trans(s449,s447)
    | spl0_6 ),
    inference(avatar_component_clause,[],[f965]) ).

fof(f969,definition,
    ( spl0_7
  <=> trans(s449,s446) ),
    introduced(definition,[new_symbols(definition,[spl0_7])],[avatar_definition]) ).

fof(f971,plain,
    ( ~ trans(s449,s446)
    | spl0_7 ),
    inference(avatar_component_clause,[],[f969]) ).

fof(f973,definition,
    ( spl0_8
  <=> trans(s449,s445) ),
    introduced(definition,[new_symbols(definition,[spl0_8])],[avatar_definition]) ).

fof(f975,plain,
    ( ~ trans(s449,s445)
    | spl0_8 ),
    inference(avatar_component_clause,[],[f973]) ).

fof(f977,definition,
    ( spl0_9
  <=> trans(s449,s444) ),
    introduced(definition,[new_symbols(definition,[spl0_9])],[avatar_definition]) ).

fof(f979,plain,
    ( ~ trans(s449,s444)
    | spl0_9 ),
    inference(avatar_component_clause,[],[f977]) ).

fof(f981,definition,
    ( spl0_10
  <=> trans(s449,s443) ),
    introduced(definition,[new_symbols(definition,[spl0_10])],[avatar_definition]) ).

fof(f983,plain,
    ( ~ trans(s449,s443)
    | spl0_10 ),
    inference(avatar_component_clause,[],[f981]) ).

fof(f985,definition,
    ( spl0_11
  <=> trans(s449,s442) ),
    introduced(definition,[new_symbols(definition,[spl0_11])],[avatar_definition]) ).

fof(f987,plain,
    ( ~ trans(s449,s442)
    | spl0_11 ),
    inference(avatar_component_clause,[],[f985]) ).

fof(f989,definition,
    ( spl0_12
  <=> trans(s449,s441) ),
    introduced(definition,[new_symbols(definition,[spl0_12])],[avatar_definition]) ).

fof(f991,plain,
    ( ~ trans(s449,s441)
    | spl0_12 ),
    inference(avatar_component_clause,[],[f989]) ).

fof(f993,definition,
    ( spl0_13
  <=> trans(s449,s440) ),
    introduced(definition,[new_symbols(definition,[spl0_13])],[avatar_definition]) ).

fof(f995,plain,
    ( ~ trans(s449,s440)
    | spl0_13 ),
    inference(avatar_component_clause,[],[f993]) ).

fof(f997,definition,
    ( spl0_14
  <=> trans(s449,s439) ),
    introduced(definition,[new_symbols(definition,[spl0_14])],[avatar_definition]) ).

fof(f999,plain,
    ( ~ trans(s449,s439)
    | spl0_14 ),
    inference(avatar_component_clause,[],[f997]) ).

fof(f1001,definition,
    ( spl0_15
  <=> trans(s449,s438) ),
    introduced(definition,[new_symbols(definition,[spl0_15])],[avatar_definition]) ).

fof(f1003,plain,
    ( ~ trans(s449,s438)
    | spl0_15 ),
    inference(avatar_component_clause,[],[f1001]) ).

fof(f1005,definition,
    ( spl0_16
  <=> trans(s449,s437) ),
    introduced(definition,[new_symbols(definition,[spl0_16])],[avatar_definition]) ).

fof(f1007,plain,
    ( ~ trans(s449,s437)
    | spl0_16 ),
    inference(avatar_component_clause,[],[f1005]) ).

fof(f1009,definition,
    ( spl0_17
  <=> trans(s449,s436) ),
    introduced(definition,[new_symbols(definition,[spl0_17])],[avatar_definition]) ).

fof(f1011,plain,
    ( ~ trans(s449,s436)
    | spl0_17 ),
    inference(avatar_component_clause,[],[f1009]) ).

fof(f1013,definition,
    ( spl0_18
  <=> trans(s449,s435) ),
    introduced(definition,[new_symbols(definition,[spl0_18])],[avatar_definition]) ).

fof(f1015,plain,
    ( ~ trans(s449,s435)
    | spl0_18 ),
    inference(avatar_component_clause,[],[f1013]) ).

fof(f1017,definition,
    ( spl0_19
  <=> trans(s449,s434) ),
    introduced(definition,[new_symbols(definition,[spl0_19])],[avatar_definition]) ).

fof(f1019,plain,
    ( ~ trans(s449,s434)
    | spl0_19 ),
    inference(avatar_component_clause,[],[f1017]) ).

fof(f1021,definition,
    ( spl0_20
  <=> trans(s449,s433) ),
    introduced(definition,[new_symbols(definition,[spl0_20])],[avatar_definition]) ).

fof(f1023,plain,
    ( ~ trans(s449,s433)
    | spl0_20 ),
    inference(avatar_component_clause,[],[f1021]) ).

fof(f1025,definition,
    ( spl0_21
  <=> trans(s449,s432) ),
    introduced(definition,[new_symbols(definition,[spl0_21])],[avatar_definition]) ).

fof(f1027,plain,
    ( ~ trans(s449,s432)
    | spl0_21 ),
    inference(avatar_component_clause,[],[f1025]) ).

fof(f1029,definition,
    ( spl0_22
  <=> trans(s449,s431) ),
    introduced(definition,[new_symbols(definition,[spl0_22])],[avatar_definition]) ).

fof(f1031,plain,
    ( ~ trans(s449,s431)
    | spl0_22 ),
    inference(avatar_component_clause,[],[f1029]) ).

fof(f1033,definition,
    ( spl0_23
  <=> trans(s449,s430) ),
    introduced(definition,[new_symbols(definition,[spl0_23])],[avatar_definition]) ).

fof(f1035,plain,
    ( ~ trans(s449,s430)
    | spl0_23 ),
    inference(avatar_component_clause,[],[f1033]) ).

fof(f1037,definition,
    ( spl0_24
  <=> trans(s449,s429) ),
    introduced(definition,[new_symbols(definition,[spl0_24])],[avatar_definition]) ).

fof(f1039,plain,
    ( ~ trans(s449,s429)
    | spl0_24 ),
    inference(avatar_component_clause,[],[f1037]) ).

fof(f1041,definition,
    ( spl0_25
  <=> trans(s449,s428) ),
    introduced(definition,[new_symbols(definition,[spl0_25])],[avatar_definition]) ).

fof(f1043,plain,
    ( ~ trans(s449,s428)
    | spl0_25 ),
    inference(avatar_component_clause,[],[f1041]) ).

fof(f1045,definition,
    ( spl0_26
  <=> trans(s449,s427) ),
    introduced(definition,[new_symbols(definition,[spl0_26])],[avatar_definition]) ).

fof(f1047,plain,
    ( ~ trans(s449,s427)
    | spl0_26 ),
    inference(avatar_component_clause,[],[f1045]) ).

fof(f1049,definition,
    ( spl0_27
  <=> trans(s449,s426) ),
    introduced(definition,[new_symbols(definition,[spl0_27])],[avatar_definition]) ).

fof(f1051,plain,
    ( ~ trans(s449,s426)
    | spl0_27 ),
    inference(avatar_component_clause,[],[f1049]) ).

fof(f1053,definition,
    ( spl0_28
  <=> trans(s449,s425) ),
    introduced(definition,[new_symbols(definition,[spl0_28])],[avatar_definition]) ).

fof(f1055,plain,
    ( ~ trans(s449,s425)
    | spl0_28 ),
    inference(avatar_component_clause,[],[f1053]) ).

fof(f1057,definition,
    ( spl0_29
  <=> trans(s449,s424) ),
    introduced(definition,[new_symbols(definition,[spl0_29])],[avatar_definition]) ).

fof(f1059,plain,
    ( ~ trans(s449,s424)
    | spl0_29 ),
    inference(avatar_component_clause,[],[f1057]) ).

fof(f1061,definition,
    ( spl0_30
  <=> trans(s449,s423) ),
    introduced(definition,[new_symbols(definition,[spl0_30])],[avatar_definition]) ).

fof(f1063,plain,
    ( ~ trans(s449,s423)
    | spl0_30 ),
    inference(avatar_component_clause,[],[f1061]) ).

fof(f1065,definition,
    ( spl0_31
  <=> trans(s449,s422) ),
    introduced(definition,[new_symbols(definition,[spl0_31])],[avatar_definition]) ).

fof(f1067,plain,
    ( ~ trans(s449,s422)
    | spl0_31 ),
    inference(avatar_component_clause,[],[f1065]) ).

fof(f1069,definition,
    ( spl0_32
  <=> trans(s449,s421) ),
    introduced(definition,[new_symbols(definition,[spl0_32])],[avatar_definition]) ).

fof(f1071,plain,
    ( ~ trans(s449,s421)
    | spl0_32 ),
    inference(avatar_component_clause,[],[f1069]) ).

fof(f1073,definition,
    ( spl0_33
  <=> trans(s449,s420) ),
    introduced(definition,[new_symbols(definition,[spl0_33])],[avatar_definition]) ).

fof(f1075,plain,
    ( ~ trans(s449,s420)
    | spl0_33 ),
    inference(avatar_component_clause,[],[f1073]) ).

fof(f1077,definition,
    ( spl0_34
  <=> trans(s449,s419) ),
    introduced(definition,[new_symbols(definition,[spl0_34])],[avatar_definition]) ).

fof(f1079,plain,
    ( ~ trans(s449,s419)
    | spl0_34 ),
    inference(avatar_component_clause,[],[f1077]) ).

fof(f1081,definition,
    ( spl0_35
  <=> trans(s449,s418) ),
    introduced(definition,[new_symbols(definition,[spl0_35])],[avatar_definition]) ).

fof(f1083,plain,
    ( ~ trans(s449,s418)
    | spl0_35 ),
    inference(avatar_component_clause,[],[f1081]) ).

fof(f1085,definition,
    ( spl0_36
  <=> trans(s449,s417) ),
    introduced(definition,[new_symbols(definition,[spl0_36])],[avatar_definition]) ).

fof(f1087,plain,
    ( ~ trans(s449,s417)
    | spl0_36 ),
    inference(avatar_component_clause,[],[f1085]) ).

fof(f1089,definition,
    ( spl0_37
  <=> trans(s449,s416) ),
    introduced(definition,[new_symbols(definition,[spl0_37])],[avatar_definition]) ).

fof(f1091,plain,
    ( ~ trans(s449,s416)
    | spl0_37 ),
    inference(avatar_component_clause,[],[f1089]) ).

fof(f1093,definition,
    ( spl0_38
  <=> trans(s449,s415) ),
    introduced(definition,[new_symbols(definition,[spl0_38])],[avatar_definition]) ).

fof(f1095,plain,
    ( ~ trans(s449,s415)
    | spl0_38 ),
    inference(avatar_component_clause,[],[f1093]) ).

fof(f1097,definition,
    ( spl0_39
  <=> trans(s449,s414) ),
    introduced(definition,[new_symbols(definition,[spl0_39])],[avatar_definition]) ).

fof(f1099,plain,
    ( ~ trans(s449,s414)
    | spl0_39 ),
    inference(avatar_component_clause,[],[f1097]) ).

fof(f1101,definition,
    ( spl0_40
  <=> trans(s449,s413) ),
    introduced(definition,[new_symbols(definition,[spl0_40])],[avatar_definition]) ).

fof(f1103,plain,
    ( ~ trans(s449,s413)
    | spl0_40 ),
    inference(avatar_component_clause,[],[f1101]) ).

fof(f1105,definition,
    ( spl0_41
  <=> trans(s449,s412) ),
    introduced(definition,[new_symbols(definition,[spl0_41])],[avatar_definition]) ).

fof(f1107,plain,
    ( ~ trans(s449,s412)
    | spl0_41 ),
    inference(avatar_component_clause,[],[f1105]) ).

fof(f1109,definition,
    ( spl0_42
  <=> trans(s449,s411) ),
    introduced(definition,[new_symbols(definition,[spl0_42])],[avatar_definition]) ).

fof(f1111,plain,
    ( ~ trans(s449,s411)
    | spl0_42 ),
    inference(avatar_component_clause,[],[f1109]) ).

fof(f1113,definition,
    ( spl0_43
  <=> trans(s449,s410) ),
    introduced(definition,[new_symbols(definition,[spl0_43])],[avatar_definition]) ).

fof(f1115,plain,
    ( ~ trans(s449,s410)
    | spl0_43 ),
    inference(avatar_component_clause,[],[f1113]) ).

fof(f1117,definition,
    ( spl0_44
  <=> trans(s449,s409) ),
    introduced(definition,[new_symbols(definition,[spl0_44])],[avatar_definition]) ).

fof(f1119,plain,
    ( ~ trans(s449,s409)
    | spl0_44 ),
    inference(avatar_component_clause,[],[f1117]) ).

fof(f1121,definition,
    ( spl0_45
  <=> trans(s449,s408) ),
    introduced(definition,[new_symbols(definition,[spl0_45])],[avatar_definition]) ).

fof(f1123,plain,
    ( ~ trans(s449,s408)
    | spl0_45 ),
    inference(avatar_component_clause,[],[f1121]) ).

fof(f1125,definition,
    ( spl0_46
  <=> trans(s449,s407) ),
    introduced(definition,[new_symbols(definition,[spl0_46])],[avatar_definition]) ).

fof(f1127,plain,
    ( ~ trans(s449,s407)
    | spl0_46 ),
    inference(avatar_component_clause,[],[f1125]) ).

fof(f1129,definition,
    ( spl0_47
  <=> trans(s449,s406) ),
    introduced(definition,[new_symbols(definition,[spl0_47])],[avatar_definition]) ).

fof(f1131,plain,
    ( ~ trans(s449,s406)
    | spl0_47 ),
    inference(avatar_component_clause,[],[f1129]) ).

fof(f1133,definition,
    ( spl0_48
  <=> trans(s449,s405) ),
    introduced(definition,[new_symbols(definition,[spl0_48])],[avatar_definition]) ).

fof(f1135,plain,
    ( ~ trans(s449,s405)
    | spl0_48 ),
    inference(avatar_component_clause,[],[f1133]) ).

fof(f1137,definition,
    ( spl0_49
  <=> trans(s449,s404) ),
    introduced(definition,[new_symbols(definition,[spl0_49])],[avatar_definition]) ).

fof(f1139,plain,
    ( ~ trans(s449,s404)
    | spl0_49 ),
    inference(avatar_component_clause,[],[f1137]) ).

fof(f1141,definition,
    ( spl0_50
  <=> trans(s449,s403) ),
    introduced(definition,[new_symbols(definition,[spl0_50])],[avatar_definition]) ).

fof(f1143,plain,
    ( ~ trans(s449,s403)
    | spl0_50 ),
    inference(avatar_component_clause,[],[f1141]) ).

fof(f1145,definition,
    ( spl0_51
  <=> trans(s449,s402) ),
    introduced(definition,[new_symbols(definition,[spl0_51])],[avatar_definition]) ).

fof(f1147,plain,
    ( ~ trans(s449,s402)
    | spl0_51 ),
    inference(avatar_component_clause,[],[f1145]) ).

fof(f1149,definition,
    ( spl0_52
  <=> trans(s449,s401) ),
    introduced(definition,[new_symbols(definition,[spl0_52])],[avatar_definition]) ).

fof(f1151,plain,
    ( ~ trans(s449,s401)
    | spl0_52 ),
    inference(avatar_component_clause,[],[f1149]) ).

fof(f1153,definition,
    ( spl0_53
  <=> trans(s449,s400) ),
    introduced(definition,[new_symbols(definition,[spl0_53])],[avatar_definition]) ).

fof(f1155,plain,
    ( ~ trans(s449,s400)
    | spl0_53 ),
    inference(avatar_component_clause,[],[f1153]) ).

fof(f1157,definition,
    ( spl0_54
  <=> trans(s449,s399) ),
    introduced(definition,[new_symbols(definition,[spl0_54])],[avatar_definition]) ).

fof(f1159,plain,
    ( ~ trans(s449,s399)
    | spl0_54 ),
    inference(avatar_component_clause,[],[f1157]) ).

fof(f1161,definition,
    ( spl0_55
  <=> trans(s449,s398) ),
    introduced(definition,[new_symbols(definition,[spl0_55])],[avatar_definition]) ).

fof(f1163,plain,
    ( ~ trans(s449,s398)
    | spl0_55 ),
    inference(avatar_component_clause,[],[f1161]) ).

fof(f1165,definition,
    ( spl0_56
  <=> trans(s449,s397) ),
    introduced(definition,[new_symbols(definition,[spl0_56])],[avatar_definition]) ).

fof(f1167,plain,
    ( ~ trans(s449,s397)
    | spl0_56 ),
    inference(avatar_component_clause,[],[f1165]) ).

fof(f1169,definition,
    ( spl0_57
  <=> trans(s449,s396) ),
    introduced(definition,[new_symbols(definition,[spl0_57])],[avatar_definition]) ).

fof(f1171,plain,
    ( ~ trans(s449,s396)
    | spl0_57 ),
    inference(avatar_component_clause,[],[f1169]) ).

fof(f1173,definition,
    ( spl0_58
  <=> trans(s449,s395) ),
    introduced(definition,[new_symbols(definition,[spl0_58])],[avatar_definition]) ).

fof(f1175,plain,
    ( ~ trans(s449,s395)
    | spl0_58 ),
    inference(avatar_component_clause,[],[f1173]) ).

fof(f1177,definition,
    ( spl0_59
  <=> trans(s449,s394) ),
    introduced(definition,[new_symbols(definition,[spl0_59])],[avatar_definition]) ).

fof(f1179,plain,
    ( ~ trans(s449,s394)
    | spl0_59 ),
    inference(avatar_component_clause,[],[f1177]) ).

fof(f1181,definition,
    ( spl0_60
  <=> trans(s449,s393) ),
    introduced(definition,[new_symbols(definition,[spl0_60])],[avatar_definition]) ).

fof(f1183,plain,
    ( ~ trans(s449,s393)
    | spl0_60 ),
    inference(avatar_component_clause,[],[f1181]) ).

fof(f1185,definition,
    ( spl0_61
  <=> trans(s449,s392) ),
    introduced(definition,[new_symbols(definition,[spl0_61])],[avatar_definition]) ).

fof(f1187,plain,
    ( ~ trans(s449,s392)
    | spl0_61 ),
    inference(avatar_component_clause,[],[f1185]) ).

fof(f1189,definition,
    ( spl0_62
  <=> trans(s449,s391) ),
    introduced(definition,[new_symbols(definition,[spl0_62])],[avatar_definition]) ).

fof(f1191,plain,
    ( ~ trans(s449,s391)
    | spl0_62 ),
    inference(avatar_component_clause,[],[f1189]) ).

fof(f1193,definition,
    ( spl0_63
  <=> trans(s449,s390) ),
    introduced(definition,[new_symbols(definition,[spl0_63])],[avatar_definition]) ).

fof(f1195,plain,
    ( ~ trans(s449,s390)
    | spl0_63 ),
    inference(avatar_component_clause,[],[f1193]) ).

fof(f1197,definition,
    ( spl0_64
  <=> trans(s449,s389) ),
    introduced(definition,[new_symbols(definition,[spl0_64])],[avatar_definition]) ).

fof(f1199,plain,
    ( ~ trans(s449,s389)
    | spl0_64 ),
    inference(avatar_component_clause,[],[f1197]) ).

fof(f1201,definition,
    ( spl0_65
  <=> trans(s449,s388) ),
    introduced(definition,[new_symbols(definition,[spl0_65])],[avatar_definition]) ).

fof(f1203,plain,
    ( ~ trans(s449,s388)
    | spl0_65 ),
    inference(avatar_component_clause,[],[f1201]) ).

fof(f1205,definition,
    ( spl0_66
  <=> trans(s449,s387) ),
    introduced(definition,[new_symbols(definition,[spl0_66])],[avatar_definition]) ).

fof(f1207,plain,
    ( ~ trans(s449,s387)
    | spl0_66 ),
    inference(avatar_component_clause,[],[f1205]) ).

fof(f1209,definition,
    ( spl0_67
  <=> trans(s449,s386) ),
    introduced(definition,[new_symbols(definition,[spl0_67])],[avatar_definition]) ).

fof(f1211,plain,
    ( ~ trans(s449,s386)
    | spl0_67 ),
    inference(avatar_component_clause,[],[f1209]) ).

fof(f1213,definition,
    ( spl0_68
  <=> trans(s449,s385) ),
    introduced(definition,[new_symbols(definition,[spl0_68])],[avatar_definition]) ).

fof(f1215,plain,
    ( ~ trans(s449,s385)
    | spl0_68 ),
    inference(avatar_component_clause,[],[f1213]) ).

fof(f1217,definition,
    ( spl0_69
  <=> trans(s449,s384) ),
    introduced(definition,[new_symbols(definition,[spl0_69])],[avatar_definition]) ).

fof(f1219,plain,
    ( ~ trans(s449,s384)
    | spl0_69 ),
    inference(avatar_component_clause,[],[f1217]) ).

fof(f1221,definition,
    ( spl0_70
  <=> trans(s449,s383) ),
    introduced(definition,[new_symbols(definition,[spl0_70])],[avatar_definition]) ).

fof(f1223,plain,
    ( ~ trans(s449,s383)
    | spl0_70 ),
    inference(avatar_component_clause,[],[f1221]) ).

fof(f1225,definition,
    ( spl0_71
  <=> trans(s449,s382) ),
    introduced(definition,[new_symbols(definition,[spl0_71])],[avatar_definition]) ).

fof(f1227,plain,
    ( ~ trans(s449,s382)
    | spl0_71 ),
    inference(avatar_component_clause,[],[f1225]) ).

fof(f1229,definition,
    ( spl0_72
  <=> trans(s449,s381) ),
    introduced(definition,[new_symbols(definition,[spl0_72])],[avatar_definition]) ).

fof(f1231,plain,
    ( ~ trans(s449,s381)
    | spl0_72 ),
    inference(avatar_component_clause,[],[f1229]) ).

fof(f1233,definition,
    ( spl0_73
  <=> trans(s449,s380) ),
    introduced(definition,[new_symbols(definition,[spl0_73])],[avatar_definition]) ).

fof(f1235,plain,
    ( ~ trans(s449,s380)
    | spl0_73 ),
    inference(avatar_component_clause,[],[f1233]) ).

fof(f1237,definition,
    ( spl0_74
  <=> trans(s449,s379) ),
    introduced(definition,[new_symbols(definition,[spl0_74])],[avatar_definition]) ).

fof(f1239,plain,
    ( ~ trans(s449,s379)
    | spl0_74 ),
    inference(avatar_component_clause,[],[f1237]) ).

fof(f1241,definition,
    ( spl0_75
  <=> trans(s449,s378) ),
    introduced(definition,[new_symbols(definition,[spl0_75])],[avatar_definition]) ).

fof(f1243,plain,
    ( ~ trans(s449,s378)
    | spl0_75 ),
    inference(avatar_component_clause,[],[f1241]) ).

fof(f1245,definition,
    ( spl0_76
  <=> trans(s449,s377) ),
    introduced(definition,[new_symbols(definition,[spl0_76])],[avatar_definition]) ).

fof(f1247,plain,
    ( ~ trans(s449,s377)
    | spl0_76 ),
    inference(avatar_component_clause,[],[f1245]) ).

fof(f1249,definition,
    ( spl0_77
  <=> trans(s449,s376) ),
    introduced(definition,[new_symbols(definition,[spl0_77])],[avatar_definition]) ).

fof(f1251,plain,
    ( ~ trans(s449,s376)
    | spl0_77 ),
    inference(avatar_component_clause,[],[f1249]) ).

fof(f1253,definition,
    ( spl0_78
  <=> trans(s449,s375) ),
    introduced(definition,[new_symbols(definition,[spl0_78])],[avatar_definition]) ).

fof(f1255,plain,
    ( ~ trans(s449,s375)
    | spl0_78 ),
    inference(avatar_component_clause,[],[f1253]) ).

fof(f1257,definition,
    ( spl0_79
  <=> trans(s449,s374) ),
    introduced(definition,[new_symbols(definition,[spl0_79])],[avatar_definition]) ).

fof(f1259,plain,
    ( ~ trans(s449,s374)
    | spl0_79 ),
    inference(avatar_component_clause,[],[f1257]) ).

fof(f1261,definition,
    ( spl0_80
  <=> trans(s449,s373) ),
    introduced(definition,[new_symbols(definition,[spl0_80])],[avatar_definition]) ).

fof(f1263,plain,
    ( ~ trans(s449,s373)
    | spl0_80 ),
    inference(avatar_component_clause,[],[f1261]) ).

fof(f1265,definition,
    ( spl0_81
  <=> trans(s449,s372) ),
    introduced(definition,[new_symbols(definition,[spl0_81])],[avatar_definition]) ).

fof(f1267,plain,
    ( ~ trans(s449,s372)
    | spl0_81 ),
    inference(avatar_component_clause,[],[f1265]) ).

fof(f1269,definition,
    ( spl0_82
  <=> trans(s449,s371) ),
    introduced(definition,[new_symbols(definition,[spl0_82])],[avatar_definition]) ).

fof(f1271,plain,
    ( ~ trans(s449,s371)
    | spl0_82 ),
    inference(avatar_component_clause,[],[f1269]) ).

fof(f1273,definition,
    ( spl0_83
  <=> trans(s449,s370) ),
    introduced(definition,[new_symbols(definition,[spl0_83])],[avatar_definition]) ).

fof(f1275,plain,
    ( ~ trans(s449,s370)
    | spl0_83 ),
    inference(avatar_component_clause,[],[f1273]) ).

fof(f1277,definition,
    ( spl0_84
  <=> trans(s449,s369) ),
    introduced(definition,[new_symbols(definition,[spl0_84])],[avatar_definition]) ).

fof(f1279,plain,
    ( ~ trans(s449,s369)
    | spl0_84 ),
    inference(avatar_component_clause,[],[f1277]) ).

fof(f1281,definition,
    ( spl0_85
  <=> trans(s449,s368) ),
    introduced(definition,[new_symbols(definition,[spl0_85])],[avatar_definition]) ).

fof(f1283,plain,
    ( ~ trans(s449,s368)
    | spl0_85 ),
    inference(avatar_component_clause,[],[f1281]) ).

fof(f1285,definition,
    ( spl0_86
  <=> trans(s449,s367) ),
    introduced(definition,[new_symbols(definition,[spl0_86])],[avatar_definition]) ).

fof(f1287,plain,
    ( ~ trans(s449,s367)
    | spl0_86 ),
    inference(avatar_component_clause,[],[f1285]) ).

fof(f1289,definition,
    ( spl0_87
  <=> trans(s449,s366) ),
    introduced(definition,[new_symbols(definition,[spl0_87])],[avatar_definition]) ).

fof(f1291,plain,
    ( ~ trans(s449,s366)
    | spl0_87 ),
    inference(avatar_component_clause,[],[f1289]) ).

fof(f1293,definition,
    ( spl0_88
  <=> trans(s449,s365) ),
    introduced(definition,[new_symbols(definition,[spl0_88])],[avatar_definition]) ).

fof(f1295,plain,
    ( ~ trans(s449,s365)
    | spl0_88 ),
    inference(avatar_component_clause,[],[f1293]) ).

fof(f1297,definition,
    ( spl0_89
  <=> trans(s449,s364) ),
    introduced(definition,[new_symbols(definition,[spl0_89])],[avatar_definition]) ).

fof(f1299,plain,
    ( ~ trans(s449,s364)
    | spl0_89 ),
    inference(avatar_component_clause,[],[f1297]) ).

fof(f1301,definition,
    ( spl0_90
  <=> trans(s449,s363) ),
    introduced(definition,[new_symbols(definition,[spl0_90])],[avatar_definition]) ).

fof(f1303,plain,
    ( ~ trans(s449,s363)
    | spl0_90 ),
    inference(avatar_component_clause,[],[f1301]) ).

fof(f1305,definition,
    ( spl0_91
  <=> trans(s449,s362) ),
    introduced(definition,[new_symbols(definition,[spl0_91])],[avatar_definition]) ).

fof(f1307,plain,
    ( ~ trans(s449,s362)
    | spl0_91 ),
    inference(avatar_component_clause,[],[f1305]) ).

fof(f1309,definition,
    ( spl0_92
  <=> trans(s449,s361) ),
    introduced(definition,[new_symbols(definition,[spl0_92])],[avatar_definition]) ).

fof(f1311,plain,
    ( ~ trans(s449,s361)
    | spl0_92 ),
    inference(avatar_component_clause,[],[f1309]) ).

fof(f1313,definition,
    ( spl0_93
  <=> trans(s449,s360) ),
    introduced(definition,[new_symbols(definition,[spl0_93])],[avatar_definition]) ).

fof(f1315,plain,
    ( ~ trans(s449,s360)
    | spl0_93 ),
    inference(avatar_component_clause,[],[f1313]) ).

fof(f1317,definition,
    ( spl0_94
  <=> trans(s449,s359) ),
    introduced(definition,[new_symbols(definition,[spl0_94])],[avatar_definition]) ).

fof(f1319,plain,
    ( ~ trans(s449,s359)
    | spl0_94 ),
    inference(avatar_component_clause,[],[f1317]) ).

fof(f1321,definition,
    ( spl0_95
  <=> trans(s449,s358) ),
    introduced(definition,[new_symbols(definition,[spl0_95])],[avatar_definition]) ).

fof(f1323,plain,
    ( ~ trans(s449,s358)
    | spl0_95 ),
    inference(avatar_component_clause,[],[f1321]) ).

fof(f1325,definition,
    ( spl0_96
  <=> trans(s449,s357) ),
    introduced(definition,[new_symbols(definition,[spl0_96])],[avatar_definition]) ).

fof(f1327,plain,
    ( ~ trans(s449,s357)
    | spl0_96 ),
    inference(avatar_component_clause,[],[f1325]) ).

fof(f1329,definition,
    ( spl0_97
  <=> trans(s449,s356) ),
    introduced(definition,[new_symbols(definition,[spl0_97])],[avatar_definition]) ).

fof(f1331,plain,
    ( ~ trans(s449,s356)
    | spl0_97 ),
    inference(avatar_component_clause,[],[f1329]) ).

fof(f1333,definition,
    ( spl0_98
  <=> trans(s449,s355) ),
    introduced(definition,[new_symbols(definition,[spl0_98])],[avatar_definition]) ).

fof(f1335,plain,
    ( ~ trans(s449,s355)
    | spl0_98 ),
    inference(avatar_component_clause,[],[f1333]) ).

fof(f1337,definition,
    ( spl0_99
  <=> trans(s449,s354) ),
    introduced(definition,[new_symbols(definition,[spl0_99])],[avatar_definition]) ).

fof(f1339,plain,
    ( ~ trans(s449,s354)
    | spl0_99 ),
    inference(avatar_component_clause,[],[f1337]) ).

fof(f1341,definition,
    ( spl0_100
  <=> trans(s449,s353) ),
    introduced(definition,[new_symbols(definition,[spl0_100])],[avatar_definition]) ).

fof(f1343,plain,
    ( ~ trans(s449,s353)
    | spl0_100 ),
    inference(avatar_component_clause,[],[f1341]) ).

fof(f1345,definition,
    ( spl0_101
  <=> trans(s449,s352) ),
    introduced(definition,[new_symbols(definition,[spl0_101])],[avatar_definition]) ).

fof(f1347,plain,
    ( ~ trans(s449,s352)
    | spl0_101 ),
    inference(avatar_component_clause,[],[f1345]) ).

fof(f1349,definition,
    ( spl0_102
  <=> trans(s449,s351) ),
    introduced(definition,[new_symbols(definition,[spl0_102])],[avatar_definition]) ).

fof(f1351,plain,
    ( ~ trans(s449,s351)
    | spl0_102 ),
    inference(avatar_component_clause,[],[f1349]) ).

fof(f1353,definition,
    ( spl0_103
  <=> trans(s449,s350) ),
    introduced(definition,[new_symbols(definition,[spl0_103])],[avatar_definition]) ).

fof(f1355,plain,
    ( ~ trans(s449,s350)
    | spl0_103 ),
    inference(avatar_component_clause,[],[f1353]) ).

fof(f1357,definition,
    ( spl0_104
  <=> trans(s449,s349) ),
    introduced(definition,[new_symbols(definition,[spl0_104])],[avatar_definition]) ).

fof(f1359,plain,
    ( ~ trans(s449,s349)
    | spl0_104 ),
    inference(avatar_component_clause,[],[f1357]) ).

fof(f1361,definition,
    ( spl0_105
  <=> trans(s449,s348) ),
    introduced(definition,[new_symbols(definition,[spl0_105])],[avatar_definition]) ).

fof(f1363,plain,
    ( ~ trans(s449,s348)
    | spl0_105 ),
    inference(avatar_component_clause,[],[f1361]) ).

fof(f1365,definition,
    ( spl0_106
  <=> trans(s449,s347) ),
    introduced(definition,[new_symbols(definition,[spl0_106])],[avatar_definition]) ).

fof(f1367,plain,
    ( ~ trans(s449,s347)
    | spl0_106 ),
    inference(avatar_component_clause,[],[f1365]) ).

fof(f1369,definition,
    ( spl0_107
  <=> trans(s449,s346) ),
    introduced(definition,[new_symbols(definition,[spl0_107])],[avatar_definition]) ).

fof(f1371,plain,
    ( ~ trans(s449,s346)
    | spl0_107 ),
    inference(avatar_component_clause,[],[f1369]) ).

fof(f1373,definition,
    ( spl0_108
  <=> trans(s449,s345) ),
    introduced(definition,[new_symbols(definition,[spl0_108])],[avatar_definition]) ).

fof(f1375,plain,
    ( ~ trans(s449,s345)
    | spl0_108 ),
    inference(avatar_component_clause,[],[f1373]) ).

fof(f1377,definition,
    ( spl0_109
  <=> trans(s449,s344) ),
    introduced(definition,[new_symbols(definition,[spl0_109])],[avatar_definition]) ).

fof(f1379,plain,
    ( ~ trans(s449,s344)
    | spl0_109 ),
    inference(avatar_component_clause,[],[f1377]) ).

fof(f1381,definition,
    ( spl0_110
  <=> trans(s449,s343) ),
    introduced(definition,[new_symbols(definition,[spl0_110])],[avatar_definition]) ).

fof(f1383,plain,
    ( ~ trans(s449,s343)
    | spl0_110 ),
    inference(avatar_component_clause,[],[f1381]) ).

fof(f1385,definition,
    ( spl0_111
  <=> trans(s449,s342) ),
    introduced(definition,[new_symbols(definition,[spl0_111])],[avatar_definition]) ).

fof(f1387,plain,
    ( ~ trans(s449,s342)
    | spl0_111 ),
    inference(avatar_component_clause,[],[f1385]) ).

fof(f1389,definition,
    ( spl0_112
  <=> trans(s449,s341) ),
    introduced(definition,[new_symbols(definition,[spl0_112])],[avatar_definition]) ).

fof(f1391,plain,
    ( ~ trans(s449,s341)
    | spl0_112 ),
    inference(avatar_component_clause,[],[f1389]) ).

fof(f1393,definition,
    ( spl0_113
  <=> trans(s449,s340) ),
    introduced(definition,[new_symbols(definition,[spl0_113])],[avatar_definition]) ).

fof(f1395,plain,
    ( ~ trans(s449,s340)
    | spl0_113 ),
    inference(avatar_component_clause,[],[f1393]) ).

fof(f1397,definition,
    ( spl0_114
  <=> trans(s449,s339) ),
    introduced(definition,[new_symbols(definition,[spl0_114])],[avatar_definition]) ).

fof(f1399,plain,
    ( ~ trans(s449,s339)
    | spl0_114 ),
    inference(avatar_component_clause,[],[f1397]) ).

fof(f1401,definition,
    ( spl0_115
  <=> trans(s449,s338) ),
    introduced(definition,[new_symbols(definition,[spl0_115])],[avatar_definition]) ).

fof(f1403,plain,
    ( ~ trans(s449,s338)
    | spl0_115 ),
    inference(avatar_component_clause,[],[f1401]) ).

fof(f1405,definition,
    ( spl0_116
  <=> trans(s449,s337) ),
    introduced(definition,[new_symbols(definition,[spl0_116])],[avatar_definition]) ).

fof(f1407,plain,
    ( ~ trans(s449,s337)
    | spl0_116 ),
    inference(avatar_component_clause,[],[f1405]) ).

fof(f1409,definition,
    ( spl0_117
  <=> trans(s449,s336) ),
    introduced(definition,[new_symbols(definition,[spl0_117])],[avatar_definition]) ).

fof(f1411,plain,
    ( ~ trans(s449,s336)
    | spl0_117 ),
    inference(avatar_component_clause,[],[f1409]) ).

fof(f1413,definition,
    ( spl0_118
  <=> trans(s449,s335) ),
    introduced(definition,[new_symbols(definition,[spl0_118])],[avatar_definition]) ).

fof(f1415,plain,
    ( ~ trans(s449,s335)
    | spl0_118 ),
    inference(avatar_component_clause,[],[f1413]) ).

fof(f1417,definition,
    ( spl0_119
  <=> trans(s449,s334) ),
    introduced(definition,[new_symbols(definition,[spl0_119])],[avatar_definition]) ).

fof(f1419,plain,
    ( ~ trans(s449,s334)
    | spl0_119 ),
    inference(avatar_component_clause,[],[f1417]) ).

fof(f1421,definition,
    ( spl0_120
  <=> trans(s449,s333) ),
    introduced(definition,[new_symbols(definition,[spl0_120])],[avatar_definition]) ).

fof(f1423,plain,
    ( ~ trans(s449,s333)
    | spl0_120 ),
    inference(avatar_component_clause,[],[f1421]) ).

fof(f1425,definition,
    ( spl0_121
  <=> trans(s449,s332) ),
    introduced(definition,[new_symbols(definition,[spl0_121])],[avatar_definition]) ).

fof(f1427,plain,
    ( ~ trans(s449,s332)
    | spl0_121 ),
    inference(avatar_component_clause,[],[f1425]) ).

fof(f1429,definition,
    ( spl0_122
  <=> trans(s449,s331) ),
    introduced(definition,[new_symbols(definition,[spl0_122])],[avatar_definition]) ).

fof(f1431,plain,
    ( ~ trans(s449,s331)
    | spl0_122 ),
    inference(avatar_component_clause,[],[f1429]) ).

fof(f1433,definition,
    ( spl0_123
  <=> trans(s449,s330) ),
    introduced(definition,[new_symbols(definition,[spl0_123])],[avatar_definition]) ).

fof(f1435,plain,
    ( ~ trans(s449,s330)
    | spl0_123 ),
    inference(avatar_component_clause,[],[f1433]) ).

fof(f1437,definition,
    ( spl0_124
  <=> trans(s449,s329) ),
    introduced(definition,[new_symbols(definition,[spl0_124])],[avatar_definition]) ).

fof(f1439,plain,
    ( ~ trans(s449,s329)
    | spl0_124 ),
    inference(avatar_component_clause,[],[f1437]) ).

fof(f1441,definition,
    ( spl0_125
  <=> trans(s449,s328) ),
    introduced(definition,[new_symbols(definition,[spl0_125])],[avatar_definition]) ).

fof(f1443,plain,
    ( ~ trans(s449,s328)
    | spl0_125 ),
    inference(avatar_component_clause,[],[f1441]) ).

fof(f1445,definition,
    ( spl0_126
  <=> trans(s449,s327) ),
    introduced(definition,[new_symbols(definition,[spl0_126])],[avatar_definition]) ).

fof(f1447,plain,
    ( ~ trans(s449,s327)
    | spl0_126 ),
    inference(avatar_component_clause,[],[f1445]) ).

fof(f1449,definition,
    ( spl0_127
  <=> trans(s449,s326) ),
    introduced(definition,[new_symbols(definition,[spl0_127])],[avatar_definition]) ).

fof(f1451,plain,
    ( ~ trans(s449,s326)
    | spl0_127 ),
    inference(avatar_component_clause,[],[f1449]) ).

fof(f1453,definition,
    ( spl0_128
  <=> trans(s449,s325) ),
    introduced(definition,[new_symbols(definition,[spl0_128])],[avatar_definition]) ).

fof(f1455,plain,
    ( ~ trans(s449,s325)
    | spl0_128 ),
    inference(avatar_component_clause,[],[f1453]) ).

fof(f1457,definition,
    ( spl0_129
  <=> trans(s449,s324) ),
    introduced(definition,[new_symbols(definition,[spl0_129])],[avatar_definition]) ).

fof(f1459,plain,
    ( ~ trans(s449,s324)
    | spl0_129 ),
    inference(avatar_component_clause,[],[f1457]) ).

fof(f1461,definition,
    ( spl0_130
  <=> trans(s449,s323) ),
    introduced(definition,[new_symbols(definition,[spl0_130])],[avatar_definition]) ).

fof(f1463,plain,
    ( ~ trans(s449,s323)
    | spl0_130 ),
    inference(avatar_component_clause,[],[f1461]) ).

fof(f1465,definition,
    ( spl0_131
  <=> trans(s449,s322) ),
    introduced(definition,[new_symbols(definition,[spl0_131])],[avatar_definition]) ).

fof(f1467,plain,
    ( ~ trans(s449,s322)
    | spl0_131 ),
    inference(avatar_component_clause,[],[f1465]) ).

fof(f1469,definition,
    ( spl0_132
  <=> trans(s449,s321) ),
    introduced(definition,[new_symbols(definition,[spl0_132])],[avatar_definition]) ).

fof(f1471,plain,
    ( ~ trans(s449,s321)
    | spl0_132 ),
    inference(avatar_component_clause,[],[f1469]) ).

fof(f1473,definition,
    ( spl0_133
  <=> trans(s449,s320) ),
    introduced(definition,[new_symbols(definition,[spl0_133])],[avatar_definition]) ).

fof(f1475,plain,
    ( ~ trans(s449,s320)
    | spl0_133 ),
    inference(avatar_component_clause,[],[f1473]) ).

fof(f1477,definition,
    ( spl0_134
  <=> trans(s449,s319) ),
    introduced(definition,[new_symbols(definition,[spl0_134])],[avatar_definition]) ).

fof(f1479,plain,
    ( ~ trans(s449,s319)
    | spl0_134 ),
    inference(avatar_component_clause,[],[f1477]) ).

fof(f1481,definition,
    ( spl0_135
  <=> trans(s449,s318) ),
    introduced(definition,[new_symbols(definition,[spl0_135])],[avatar_definition]) ).

fof(f1483,plain,
    ( ~ trans(s449,s318)
    | spl0_135 ),
    inference(avatar_component_clause,[],[f1481]) ).

fof(f1485,definition,
    ( spl0_136
  <=> trans(s449,s317) ),
    introduced(definition,[new_symbols(definition,[spl0_136])],[avatar_definition]) ).

fof(f1487,plain,
    ( ~ trans(s449,s317)
    | spl0_136 ),
    inference(avatar_component_clause,[],[f1485]) ).

fof(f1489,definition,
    ( spl0_137
  <=> trans(s449,s316) ),
    introduced(definition,[new_symbols(definition,[spl0_137])],[avatar_definition]) ).

fof(f1491,plain,
    ( ~ trans(s449,s316)
    | spl0_137 ),
    inference(avatar_component_clause,[],[f1489]) ).

fof(f1493,definition,
    ( spl0_138
  <=> trans(s449,s315) ),
    introduced(definition,[new_symbols(definition,[spl0_138])],[avatar_definition]) ).

fof(f1495,plain,
    ( ~ trans(s449,s315)
    | spl0_138 ),
    inference(avatar_component_clause,[],[f1493]) ).

fof(f1497,definition,
    ( spl0_139
  <=> trans(s449,s314) ),
    introduced(definition,[new_symbols(definition,[spl0_139])],[avatar_definition]) ).

fof(f1499,plain,
    ( ~ trans(s449,s314)
    | spl0_139 ),
    inference(avatar_component_clause,[],[f1497]) ).

fof(f1501,definition,
    ( spl0_140
  <=> trans(s449,s313) ),
    introduced(definition,[new_symbols(definition,[spl0_140])],[avatar_definition]) ).

fof(f1503,plain,
    ( ~ trans(s449,s313)
    | spl0_140 ),
    inference(avatar_component_clause,[],[f1501]) ).

fof(f1505,definition,
    ( spl0_141
  <=> trans(s449,s312) ),
    introduced(definition,[new_symbols(definition,[spl0_141])],[avatar_definition]) ).

fof(f1507,plain,
    ( ~ trans(s449,s312)
    | spl0_141 ),
    inference(avatar_component_clause,[],[f1505]) ).

fof(f1509,definition,
    ( spl0_142
  <=> trans(s449,s311) ),
    introduced(definition,[new_symbols(definition,[spl0_142])],[avatar_definition]) ).

fof(f1511,plain,
    ( ~ trans(s449,s311)
    | spl0_142 ),
    inference(avatar_component_clause,[],[f1509]) ).

fof(f1513,definition,
    ( spl0_143
  <=> trans(s449,s310) ),
    introduced(definition,[new_symbols(definition,[spl0_143])],[avatar_definition]) ).

fof(f1515,plain,
    ( ~ trans(s449,s310)
    | spl0_143 ),
    inference(avatar_component_clause,[],[f1513]) ).

fof(f1517,definition,
    ( spl0_144
  <=> trans(s449,s309) ),
    introduced(definition,[new_symbols(definition,[spl0_144])],[avatar_definition]) ).

fof(f1519,plain,
    ( ~ trans(s449,s309)
    | spl0_144 ),
    inference(avatar_component_clause,[],[f1517]) ).

fof(f1521,definition,
    ( spl0_145
  <=> trans(s449,s308) ),
    introduced(definition,[new_symbols(definition,[spl0_145])],[avatar_definition]) ).

fof(f1523,plain,
    ( ~ trans(s449,s308)
    | spl0_145 ),
    inference(avatar_component_clause,[],[f1521]) ).

fof(f1525,definition,
    ( spl0_146
  <=> trans(s449,s307) ),
    introduced(definition,[new_symbols(definition,[spl0_146])],[avatar_definition]) ).

fof(f1527,plain,
    ( ~ trans(s449,s307)
    | spl0_146 ),
    inference(avatar_component_clause,[],[f1525]) ).

fof(f1529,definition,
    ( spl0_147
  <=> trans(s449,s306) ),
    introduced(definition,[new_symbols(definition,[spl0_147])],[avatar_definition]) ).

fof(f1531,plain,
    ( ~ trans(s449,s306)
    | spl0_147 ),
    inference(avatar_component_clause,[],[f1529]) ).

fof(f1533,definition,
    ( spl0_148
  <=> trans(s449,s305) ),
    introduced(definition,[new_symbols(definition,[spl0_148])],[avatar_definition]) ).

fof(f1535,plain,
    ( ~ trans(s449,s305)
    | spl0_148 ),
    inference(avatar_component_clause,[],[f1533]) ).

fof(f1537,definition,
    ( spl0_149
  <=> trans(s449,s304) ),
    introduced(definition,[new_symbols(definition,[spl0_149])],[avatar_definition]) ).

fof(f1539,plain,
    ( ~ trans(s449,s304)
    | spl0_149 ),
    inference(avatar_component_clause,[],[f1537]) ).

fof(f1541,definition,
    ( spl0_150
  <=> trans(s449,s303) ),
    introduced(definition,[new_symbols(definition,[spl0_150])],[avatar_definition]) ).

fof(f1543,plain,
    ( ~ trans(s449,s303)
    | spl0_150 ),
    inference(avatar_component_clause,[],[f1541]) ).

fof(f1545,definition,
    ( spl0_151
  <=> trans(s449,s302) ),
    introduced(definition,[new_symbols(definition,[spl0_151])],[avatar_definition]) ).

fof(f1547,plain,
    ( ~ trans(s449,s302)
    | spl0_151 ),
    inference(avatar_component_clause,[],[f1545]) ).

fof(f1549,definition,
    ( spl0_152
  <=> trans(s449,s301) ),
    introduced(definition,[new_symbols(definition,[spl0_152])],[avatar_definition]) ).

fof(f1551,plain,
    ( ~ trans(s449,s301)
    | spl0_152 ),
    inference(avatar_component_clause,[],[f1549]) ).

fof(f1553,definition,
    ( spl0_153
  <=> trans(s449,s300) ),
    introduced(definition,[new_symbols(definition,[spl0_153])],[avatar_definition]) ).

fof(f1555,plain,
    ( ~ trans(s449,s300)
    | spl0_153 ),
    inference(avatar_component_clause,[],[f1553]) ).

fof(f1557,definition,
    ( spl0_154
  <=> trans(s449,s299) ),
    introduced(definition,[new_symbols(definition,[spl0_154])],[avatar_definition]) ).

fof(f1559,plain,
    ( ~ trans(s449,s299)
    | spl0_154 ),
    inference(avatar_component_clause,[],[f1557]) ).

fof(f1561,definition,
    ( spl0_155
  <=> trans(s449,s298) ),
    introduced(definition,[new_symbols(definition,[spl0_155])],[avatar_definition]) ).

fof(f1563,plain,
    ( ~ trans(s449,s298)
    | spl0_155 ),
    inference(avatar_component_clause,[],[f1561]) ).

fof(f1565,definition,
    ( spl0_156
  <=> trans(s449,s297) ),
    introduced(definition,[new_symbols(definition,[spl0_156])],[avatar_definition]) ).

fof(f1567,plain,
    ( ~ trans(s449,s297)
    | spl0_156 ),
    inference(avatar_component_clause,[],[f1565]) ).

fof(f1569,definition,
    ( spl0_157
  <=> trans(s449,s296) ),
    introduced(definition,[new_symbols(definition,[spl0_157])],[avatar_definition]) ).

fof(f1571,plain,
    ( ~ trans(s449,s296)
    | spl0_157 ),
    inference(avatar_component_clause,[],[f1569]) ).

fof(f1573,definition,
    ( spl0_158
  <=> trans(s449,s295) ),
    introduced(definition,[new_symbols(definition,[spl0_158])],[avatar_definition]) ).

fof(f1575,plain,
    ( ~ trans(s449,s295)
    | spl0_158 ),
    inference(avatar_component_clause,[],[f1573]) ).

fof(f1577,definition,
    ( spl0_159
  <=> trans(s449,s294) ),
    introduced(definition,[new_symbols(definition,[spl0_159])],[avatar_definition]) ).

fof(f1579,plain,
    ( ~ trans(s449,s294)
    | spl0_159 ),
    inference(avatar_component_clause,[],[f1577]) ).

fof(f1581,definition,
    ( spl0_160
  <=> trans(s449,s293) ),
    introduced(definition,[new_symbols(definition,[spl0_160])],[avatar_definition]) ).

fof(f1583,plain,
    ( ~ trans(s449,s293)
    | spl0_160 ),
    inference(avatar_component_clause,[],[f1581]) ).

fof(f1585,definition,
    ( spl0_161
  <=> trans(s449,s292) ),
    introduced(definition,[new_symbols(definition,[spl0_161])],[avatar_definition]) ).

fof(f1587,plain,
    ( ~ trans(s449,s292)
    | spl0_161 ),
    inference(avatar_component_clause,[],[f1585]) ).

fof(f1589,definition,
    ( spl0_162
  <=> trans(s449,s291) ),
    introduced(definition,[new_symbols(definition,[spl0_162])],[avatar_definition]) ).

fof(f1591,plain,
    ( ~ trans(s449,s291)
    | spl0_162 ),
    inference(avatar_component_clause,[],[f1589]) ).

fof(f1593,definition,
    ( spl0_163
  <=> trans(s449,s290) ),
    introduced(definition,[new_symbols(definition,[spl0_163])],[avatar_definition]) ).

fof(f1595,plain,
    ( ~ trans(s449,s290)
    | spl0_163 ),
    inference(avatar_component_clause,[],[f1593]) ).

fof(f1597,definition,
    ( spl0_164
  <=> trans(s449,s289) ),
    introduced(definition,[new_symbols(definition,[spl0_164])],[avatar_definition]) ).

fof(f1599,plain,
    ( ~ trans(s449,s289)
    | spl0_164 ),
    inference(avatar_component_clause,[],[f1597]) ).

fof(f1601,definition,
    ( spl0_165
  <=> trans(s449,s288) ),
    introduced(definition,[new_symbols(definition,[spl0_165])],[avatar_definition]) ).

fof(f1603,plain,
    ( ~ trans(s449,s288)
    | spl0_165 ),
    inference(avatar_component_clause,[],[f1601]) ).

fof(f1605,definition,
    ( spl0_166
  <=> trans(s449,s287) ),
    introduced(definition,[new_symbols(definition,[spl0_166])],[avatar_definition]) ).

fof(f1607,plain,
    ( ~ trans(s449,s287)
    | spl0_166 ),
    inference(avatar_component_clause,[],[f1605]) ).

fof(f1609,definition,
    ( spl0_167
  <=> trans(s449,s286) ),
    introduced(definition,[new_symbols(definition,[spl0_167])],[avatar_definition]) ).

fof(f1611,plain,
    ( ~ trans(s449,s286)
    | spl0_167 ),
    inference(avatar_component_clause,[],[f1609]) ).

fof(f1613,definition,
    ( spl0_168
  <=> trans(s449,s285) ),
    introduced(definition,[new_symbols(definition,[spl0_168])],[avatar_definition]) ).

fof(f1615,plain,
    ( ~ trans(s449,s285)
    | spl0_168 ),
    inference(avatar_component_clause,[],[f1613]) ).

fof(f1617,definition,
    ( spl0_169
  <=> trans(s449,s284) ),
    introduced(definition,[new_symbols(definition,[spl0_169])],[avatar_definition]) ).

fof(f1619,plain,
    ( ~ trans(s449,s284)
    | spl0_169 ),
    inference(avatar_component_clause,[],[f1617]) ).

fof(f1621,definition,
    ( spl0_170
  <=> trans(s449,s283) ),
    introduced(definition,[new_symbols(definition,[spl0_170])],[avatar_definition]) ).

fof(f1623,plain,
    ( ~ trans(s449,s283)
    | spl0_170 ),
    inference(avatar_component_clause,[],[f1621]) ).

fof(f1625,definition,
    ( spl0_171
  <=> trans(s449,s282) ),
    introduced(definition,[new_symbols(definition,[spl0_171])],[avatar_definition]) ).

fof(f1627,plain,
    ( ~ trans(s449,s282)
    | spl0_171 ),
    inference(avatar_component_clause,[],[f1625]) ).

fof(f1629,definition,
    ( spl0_172
  <=> trans(s449,s281) ),
    introduced(definition,[new_symbols(definition,[spl0_172])],[avatar_definition]) ).

fof(f1631,plain,
    ( ~ trans(s449,s281)
    | spl0_172 ),
    inference(avatar_component_clause,[],[f1629]) ).

fof(f1633,definition,
    ( spl0_173
  <=> trans(s449,s280) ),
    introduced(definition,[new_symbols(definition,[spl0_173])],[avatar_definition]) ).

fof(f1635,plain,
    ( ~ trans(s449,s280)
    | spl0_173 ),
    inference(avatar_component_clause,[],[f1633]) ).

fof(f1637,definition,
    ( spl0_174
  <=> trans(s449,s279) ),
    introduced(definition,[new_symbols(definition,[spl0_174])],[avatar_definition]) ).

fof(f1639,plain,
    ( ~ trans(s449,s279)
    | spl0_174 ),
    inference(avatar_component_clause,[],[f1637]) ).

fof(f1641,definition,
    ( spl0_175
  <=> trans(s449,s278) ),
    introduced(definition,[new_symbols(definition,[spl0_175])],[avatar_definition]) ).

fof(f1643,plain,
    ( ~ trans(s449,s278)
    | spl0_175 ),
    inference(avatar_component_clause,[],[f1641]) ).

fof(f1645,definition,
    ( spl0_176
  <=> trans(s449,s277) ),
    introduced(definition,[new_symbols(definition,[spl0_176])],[avatar_definition]) ).

fof(f1647,plain,
    ( ~ trans(s449,s277)
    | spl0_176 ),
    inference(avatar_component_clause,[],[f1645]) ).

fof(f1649,definition,
    ( spl0_177
  <=> trans(s449,s276) ),
    introduced(definition,[new_symbols(definition,[spl0_177])],[avatar_definition]) ).

fof(f1651,plain,
    ( ~ trans(s449,s276)
    | spl0_177 ),
    inference(avatar_component_clause,[],[f1649]) ).

fof(f1653,definition,
    ( spl0_178
  <=> trans(s449,s275) ),
    introduced(definition,[new_symbols(definition,[spl0_178])],[avatar_definition]) ).

fof(f1655,plain,
    ( ~ trans(s449,s275)
    | spl0_178 ),
    inference(avatar_component_clause,[],[f1653]) ).

fof(f1657,definition,
    ( spl0_179
  <=> trans(s449,s274) ),
    introduced(definition,[new_symbols(definition,[spl0_179])],[avatar_definition]) ).

fof(f1659,plain,
    ( ~ trans(s449,s274)
    | spl0_179 ),
    inference(avatar_component_clause,[],[f1657]) ).

fof(f1661,definition,
    ( spl0_180
  <=> trans(s449,s273) ),
    introduced(definition,[new_symbols(definition,[spl0_180])],[avatar_definition]) ).

fof(f1663,plain,
    ( ~ trans(s449,s273)
    | spl0_180 ),
    inference(avatar_component_clause,[],[f1661]) ).

fof(f1665,definition,
    ( spl0_181
  <=> trans(s449,s272) ),
    introduced(definition,[new_symbols(definition,[spl0_181])],[avatar_definition]) ).

fof(f1667,plain,
    ( ~ trans(s449,s272)
    | spl0_181 ),
    inference(avatar_component_clause,[],[f1665]) ).

fof(f1669,definition,
    ( spl0_182
  <=> trans(s449,s271) ),
    introduced(definition,[new_symbols(definition,[spl0_182])],[avatar_definition]) ).

fof(f1671,plain,
    ( ~ trans(s449,s271)
    | spl0_182 ),
    inference(avatar_component_clause,[],[f1669]) ).

fof(f1673,definition,
    ( spl0_183
  <=> trans(s449,s270) ),
    introduced(definition,[new_symbols(definition,[spl0_183])],[avatar_definition]) ).

fof(f1675,plain,
    ( ~ trans(s449,s270)
    | spl0_183 ),
    inference(avatar_component_clause,[],[f1673]) ).

fof(f1677,definition,
    ( spl0_184
  <=> trans(s449,s269) ),
    introduced(definition,[new_symbols(definition,[spl0_184])],[avatar_definition]) ).

fof(f1679,plain,
    ( ~ trans(s449,s269)
    | spl0_184 ),
    inference(avatar_component_clause,[],[f1677]) ).

fof(f1681,definition,
    ( spl0_185
  <=> trans(s449,s268) ),
    introduced(definition,[new_symbols(definition,[spl0_185])],[avatar_definition]) ).

fof(f1683,plain,
    ( ~ trans(s449,s268)
    | spl0_185 ),
    inference(avatar_component_clause,[],[f1681]) ).

fof(f1685,definition,
    ( spl0_186
  <=> trans(s449,s267) ),
    introduced(definition,[new_symbols(definition,[spl0_186])],[avatar_definition]) ).

fof(f1687,plain,
    ( ~ trans(s449,s267)
    | spl0_186 ),
    inference(avatar_component_clause,[],[f1685]) ).

fof(f1689,definition,
    ( spl0_187
  <=> trans(s449,s266) ),
    introduced(definition,[new_symbols(definition,[spl0_187])],[avatar_definition]) ).

fof(f1691,plain,
    ( ~ trans(s449,s266)
    | spl0_187 ),
    inference(avatar_component_clause,[],[f1689]) ).

fof(f1693,definition,
    ( spl0_188
  <=> trans(s449,s265) ),
    introduced(definition,[new_symbols(definition,[spl0_188])],[avatar_definition]) ).

fof(f1695,plain,
    ( ~ trans(s449,s265)
    | spl0_188 ),
    inference(avatar_component_clause,[],[f1693]) ).

fof(f1697,definition,
    ( spl0_189
  <=> trans(s449,s264) ),
    introduced(definition,[new_symbols(definition,[spl0_189])],[avatar_definition]) ).

fof(f1699,plain,
    ( ~ trans(s449,s264)
    | spl0_189 ),
    inference(avatar_component_clause,[],[f1697]) ).

fof(f1701,definition,
    ( spl0_190
  <=> trans(s449,s263) ),
    introduced(definition,[new_symbols(definition,[spl0_190])],[avatar_definition]) ).

fof(f1703,plain,
    ( ~ trans(s449,s263)
    | spl0_190 ),
    inference(avatar_component_clause,[],[f1701]) ).

fof(f1705,definition,
    ( spl0_191
  <=> trans(s449,s262) ),
    introduced(definition,[new_symbols(definition,[spl0_191])],[avatar_definition]) ).

fof(f1707,plain,
    ( ~ trans(s449,s262)
    | spl0_191 ),
    inference(avatar_component_clause,[],[f1705]) ).

fof(f1709,definition,
    ( spl0_192
  <=> trans(s449,s261) ),
    introduced(definition,[new_symbols(definition,[spl0_192])],[avatar_definition]) ).

fof(f1711,plain,
    ( ~ trans(s449,s261)
    | spl0_192 ),
    inference(avatar_component_clause,[],[f1709]) ).

fof(f1713,definition,
    ( spl0_193
  <=> trans(s449,s260) ),
    introduced(definition,[new_symbols(definition,[spl0_193])],[avatar_definition]) ).

fof(f1715,plain,
    ( ~ trans(s449,s260)
    | spl0_193 ),
    inference(avatar_component_clause,[],[f1713]) ).

fof(f1717,definition,
    ( spl0_194
  <=> trans(s449,s259) ),
    introduced(definition,[new_symbols(definition,[spl0_194])],[avatar_definition]) ).

fof(f1719,plain,
    ( ~ trans(s449,s259)
    | spl0_194 ),
    inference(avatar_component_clause,[],[f1717]) ).

fof(f1721,definition,
    ( spl0_195
  <=> trans(s449,s258) ),
    introduced(definition,[new_symbols(definition,[spl0_195])],[avatar_definition]) ).

fof(f1723,plain,
    ( ~ trans(s449,s258)
    | spl0_195 ),
    inference(avatar_component_clause,[],[f1721]) ).

fof(f1725,definition,
    ( spl0_196
  <=> trans(s449,s257) ),
    introduced(definition,[new_symbols(definition,[spl0_196])],[avatar_definition]) ).

fof(f1727,plain,
    ( ~ trans(s449,s257)
    | spl0_196 ),
    inference(avatar_component_clause,[],[f1725]) ).

fof(f1729,definition,
    ( spl0_197
  <=> trans(s449,s256) ),
    introduced(definition,[new_symbols(definition,[spl0_197])],[avatar_definition]) ).

fof(f1731,plain,
    ( ~ trans(s449,s256)
    | spl0_197 ),
    inference(avatar_component_clause,[],[f1729]) ).

fof(f1733,definition,
    ( spl0_198
  <=> trans(s449,s255) ),
    introduced(definition,[new_symbols(definition,[spl0_198])],[avatar_definition]) ).

fof(f1735,plain,
    ( ~ trans(s449,s255)
    | spl0_198 ),
    inference(avatar_component_clause,[],[f1733]) ).

fof(f1737,definition,
    ( spl0_199
  <=> trans(s449,s254) ),
    introduced(definition,[new_symbols(definition,[spl0_199])],[avatar_definition]) ).

fof(f1739,plain,
    ( ~ trans(s449,s254)
    | spl0_199 ),
    inference(avatar_component_clause,[],[f1737]) ).

fof(f1741,definition,
    ( spl0_200
  <=> trans(s449,s253) ),
    introduced(definition,[new_symbols(definition,[spl0_200])],[avatar_definition]) ).

fof(f1743,plain,
    ( ~ trans(s449,s253)
    | spl0_200 ),
    inference(avatar_component_clause,[],[f1741]) ).

fof(f1745,definition,
    ( spl0_201
  <=> trans(s449,s252) ),
    introduced(definition,[new_symbols(definition,[spl0_201])],[avatar_definition]) ).

fof(f1747,plain,
    ( ~ trans(s449,s252)
    | spl0_201 ),
    inference(avatar_component_clause,[],[f1745]) ).

fof(f1749,definition,
    ( spl0_202
  <=> trans(s449,s251) ),
    introduced(definition,[new_symbols(definition,[spl0_202])],[avatar_definition]) ).

fof(f1751,plain,
    ( ~ trans(s449,s251)
    | spl0_202 ),
    inference(avatar_component_clause,[],[f1749]) ).

fof(f1753,definition,
    ( spl0_203
  <=> trans(s449,s250) ),
    introduced(definition,[new_symbols(definition,[spl0_203])],[avatar_definition]) ).

fof(f1755,plain,
    ( ~ trans(s449,s250)
    | spl0_203 ),
    inference(avatar_component_clause,[],[f1753]) ).

fof(f1757,definition,
    ( spl0_204
  <=> trans(s449,s249) ),
    introduced(definition,[new_symbols(definition,[spl0_204])],[avatar_definition]) ).

fof(f1759,plain,
    ( ~ trans(s449,s249)
    | spl0_204 ),
    inference(avatar_component_clause,[],[f1757]) ).

fof(f1761,definition,
    ( spl0_205
  <=> trans(s449,s248) ),
    introduced(definition,[new_symbols(definition,[spl0_205])],[avatar_definition]) ).

fof(f1763,plain,
    ( ~ trans(s449,s248)
    | spl0_205 ),
    inference(avatar_component_clause,[],[f1761]) ).

fof(f1765,definition,
    ( spl0_206
  <=> trans(s449,s247) ),
    introduced(definition,[new_symbols(definition,[spl0_206])],[avatar_definition]) ).

fof(f1767,plain,
    ( ~ trans(s449,s247)
    | spl0_206 ),
    inference(avatar_component_clause,[],[f1765]) ).

fof(f1769,definition,
    ( spl0_207
  <=> trans(s449,s246) ),
    introduced(definition,[new_symbols(definition,[spl0_207])],[avatar_definition]) ).

fof(f1771,plain,
    ( ~ trans(s449,s246)
    | spl0_207 ),
    inference(avatar_component_clause,[],[f1769]) ).

fof(f1773,definition,
    ( spl0_208
  <=> trans(s449,s245) ),
    introduced(definition,[new_symbols(definition,[spl0_208])],[avatar_definition]) ).

fof(f1775,plain,
    ( ~ trans(s449,s245)
    | spl0_208 ),
    inference(avatar_component_clause,[],[f1773]) ).

fof(f1777,definition,
    ( spl0_209
  <=> trans(s449,s244) ),
    introduced(definition,[new_symbols(definition,[spl0_209])],[avatar_definition]) ).

fof(f1779,plain,
    ( ~ trans(s449,s244)
    | spl0_209 ),
    inference(avatar_component_clause,[],[f1777]) ).

fof(f1781,definition,
    ( spl0_210
  <=> trans(s449,s243) ),
    introduced(definition,[new_symbols(definition,[spl0_210])],[avatar_definition]) ).

fof(f1783,plain,
    ( ~ trans(s449,s243)
    | spl0_210 ),
    inference(avatar_component_clause,[],[f1781]) ).

fof(f1785,definition,
    ( spl0_211
  <=> trans(s449,s242) ),
    introduced(definition,[new_symbols(definition,[spl0_211])],[avatar_definition]) ).

fof(f1787,plain,
    ( ~ trans(s449,s242)
    | spl0_211 ),
    inference(avatar_component_clause,[],[f1785]) ).

fof(f1789,definition,
    ( spl0_212
  <=> trans(s449,s241) ),
    introduced(definition,[new_symbols(definition,[spl0_212])],[avatar_definition]) ).

fof(f1791,plain,
    ( ~ trans(s449,s241)
    | spl0_212 ),
    inference(avatar_component_clause,[],[f1789]) ).

fof(f1793,definition,
    ( spl0_213
  <=> trans(s449,s240) ),
    introduced(definition,[new_symbols(definition,[spl0_213])],[avatar_definition]) ).

fof(f1795,plain,
    ( ~ trans(s449,s240)
    | spl0_213 ),
    inference(avatar_component_clause,[],[f1793]) ).

fof(f1797,definition,
    ( spl0_214
  <=> trans(s449,s239) ),
    introduced(definition,[new_symbols(definition,[spl0_214])],[avatar_definition]) ).

fof(f1799,plain,
    ( ~ trans(s449,s239)
    | spl0_214 ),
    inference(avatar_component_clause,[],[f1797]) ).

fof(f1801,definition,
    ( spl0_215
  <=> trans(s449,s238) ),
    introduced(definition,[new_symbols(definition,[spl0_215])],[avatar_definition]) ).

fof(f1803,plain,
    ( ~ trans(s449,s238)
    | spl0_215 ),
    inference(avatar_component_clause,[],[f1801]) ).

fof(f1805,definition,
    ( spl0_216
  <=> trans(s449,s237) ),
    introduced(definition,[new_symbols(definition,[spl0_216])],[avatar_definition]) ).

fof(f1807,plain,
    ( ~ trans(s449,s237)
    | spl0_216 ),
    inference(avatar_component_clause,[],[f1805]) ).

fof(f1809,definition,
    ( spl0_217
  <=> trans(s449,s236) ),
    introduced(definition,[new_symbols(definition,[spl0_217])],[avatar_definition]) ).

fof(f1811,plain,
    ( ~ trans(s449,s236)
    | spl0_217 ),
    inference(avatar_component_clause,[],[f1809]) ).

fof(f1813,definition,
    ( spl0_218
  <=> trans(s449,s235) ),
    introduced(definition,[new_symbols(definition,[spl0_218])],[avatar_definition]) ).

fof(f1815,plain,
    ( ~ trans(s449,s235)
    | spl0_218 ),
    inference(avatar_component_clause,[],[f1813]) ).

fof(f1817,definition,
    ( spl0_219
  <=> trans(s449,s234) ),
    introduced(definition,[new_symbols(definition,[spl0_219])],[avatar_definition]) ).

fof(f1819,plain,
    ( ~ trans(s449,s234)
    | spl0_219 ),
    inference(avatar_component_clause,[],[f1817]) ).

fof(f1821,definition,
    ( spl0_220
  <=> trans(s449,s233) ),
    introduced(definition,[new_symbols(definition,[spl0_220])],[avatar_definition]) ).

fof(f1823,plain,
    ( ~ trans(s449,s233)
    | spl0_220 ),
    inference(avatar_component_clause,[],[f1821]) ).

fof(f1825,definition,
    ( spl0_221
  <=> trans(s449,s232) ),
    introduced(definition,[new_symbols(definition,[spl0_221])],[avatar_definition]) ).

fof(f1827,plain,
    ( ~ trans(s449,s232)
    | spl0_221 ),
    inference(avatar_component_clause,[],[f1825]) ).

fof(f1829,definition,
    ( spl0_222
  <=> trans(s449,s231) ),
    introduced(definition,[new_symbols(definition,[spl0_222])],[avatar_definition]) ).

fof(f1831,plain,
    ( ~ trans(s449,s231)
    | spl0_222 ),
    inference(avatar_component_clause,[],[f1829]) ).

fof(f1833,definition,
    ( spl0_223
  <=> trans(s449,s230) ),
    introduced(definition,[new_symbols(definition,[spl0_223])],[avatar_definition]) ).

fof(f1835,plain,
    ( ~ trans(s449,s230)
    | spl0_223 ),
    inference(avatar_component_clause,[],[f1833]) ).

fof(f1837,definition,
    ( spl0_224
  <=> trans(s449,s229) ),
    introduced(definition,[new_symbols(definition,[spl0_224])],[avatar_definition]) ).

fof(f1839,plain,
    ( ~ trans(s449,s229)
    | spl0_224 ),
    inference(avatar_component_clause,[],[f1837]) ).

fof(f1841,definition,
    ( spl0_225
  <=> trans(s449,s228) ),
    introduced(definition,[new_symbols(definition,[spl0_225])],[avatar_definition]) ).

fof(f1843,plain,
    ( ~ trans(s449,s228)
    | spl0_225 ),
    inference(avatar_component_clause,[],[f1841]) ).

fof(f1845,definition,
    ( spl0_226
  <=> trans(s449,s227) ),
    introduced(definition,[new_symbols(definition,[spl0_226])],[avatar_definition]) ).

fof(f1847,plain,
    ( ~ trans(s449,s227)
    | spl0_226 ),
    inference(avatar_component_clause,[],[f1845]) ).

fof(f1849,definition,
    ( spl0_227
  <=> trans(s449,s226) ),
    introduced(definition,[new_symbols(definition,[spl0_227])],[avatar_definition]) ).

fof(f1851,plain,
    ( ~ trans(s449,s226)
    | spl0_227 ),
    inference(avatar_component_clause,[],[f1849]) ).

fof(f1853,definition,
    ( spl0_228
  <=> trans(s449,s225) ),
    introduced(definition,[new_symbols(definition,[spl0_228])],[avatar_definition]) ).

fof(f1855,plain,
    ( ~ trans(s449,s225)
    | spl0_228 ),
    inference(avatar_component_clause,[],[f1853]) ).

fof(f1857,definition,
    ( spl0_229
  <=> trans(s449,s224) ),
    introduced(definition,[new_symbols(definition,[spl0_229])],[avatar_definition]) ).

fof(f1859,plain,
    ( ~ trans(s449,s224)
    | spl0_229 ),
    inference(avatar_component_clause,[],[f1857]) ).

fof(f1861,definition,
    ( spl0_230
  <=> trans(s449,s223) ),
    introduced(definition,[new_symbols(definition,[spl0_230])],[avatar_definition]) ).

fof(f1863,plain,
    ( ~ trans(s449,s223)
    | spl0_230 ),
    inference(avatar_component_clause,[],[f1861]) ).

fof(f1865,definition,
    ( spl0_231
  <=> trans(s449,s222) ),
    introduced(definition,[new_symbols(definition,[spl0_231])],[avatar_definition]) ).

fof(f1867,plain,
    ( ~ trans(s449,s222)
    | spl0_231 ),
    inference(avatar_component_clause,[],[f1865]) ).

fof(f1869,definition,
    ( spl0_232
  <=> trans(s449,s221) ),
    introduced(definition,[new_symbols(definition,[spl0_232])],[avatar_definition]) ).

fof(f1871,plain,
    ( ~ trans(s449,s221)
    | spl0_232 ),
    inference(avatar_component_clause,[],[f1869]) ).

fof(f1873,definition,
    ( spl0_233
  <=> trans(s449,s220) ),
    introduced(definition,[new_symbols(definition,[spl0_233])],[avatar_definition]) ).

fof(f1875,plain,
    ( ~ trans(s449,s220)
    | spl0_233 ),
    inference(avatar_component_clause,[],[f1873]) ).

fof(f1877,definition,
    ( spl0_234
  <=> trans(s449,s219) ),
    introduced(definition,[new_symbols(definition,[spl0_234])],[avatar_definition]) ).

fof(f1879,plain,
    ( ~ trans(s449,s219)
    | spl0_234 ),
    inference(avatar_component_clause,[],[f1877]) ).

fof(f1881,definition,
    ( spl0_235
  <=> trans(s449,s218) ),
    introduced(definition,[new_symbols(definition,[spl0_235])],[avatar_definition]) ).

fof(f1883,plain,
    ( ~ trans(s449,s218)
    | spl0_235 ),
    inference(avatar_component_clause,[],[f1881]) ).

fof(f1885,definition,
    ( spl0_236
  <=> trans(s449,s217) ),
    introduced(definition,[new_symbols(definition,[spl0_236])],[avatar_definition]) ).

fof(f1887,plain,
    ( ~ trans(s449,s217)
    | spl0_236 ),
    inference(avatar_component_clause,[],[f1885]) ).

fof(f1889,definition,
    ( spl0_237
  <=> trans(s449,s216) ),
    introduced(definition,[new_symbols(definition,[spl0_237])],[avatar_definition]) ).

fof(f1891,plain,
    ( ~ trans(s449,s216)
    | spl0_237 ),
    inference(avatar_component_clause,[],[f1889]) ).

fof(f1893,definition,
    ( spl0_238
  <=> trans(s449,s215) ),
    introduced(definition,[new_symbols(definition,[spl0_238])],[avatar_definition]) ).

fof(f1895,plain,
    ( ~ trans(s449,s215)
    | spl0_238 ),
    inference(avatar_component_clause,[],[f1893]) ).

fof(f1897,definition,
    ( spl0_239
  <=> trans(s449,s214) ),
    introduced(definition,[new_symbols(definition,[spl0_239])],[avatar_definition]) ).

fof(f1899,plain,
    ( ~ trans(s449,s214)
    | spl0_239 ),
    inference(avatar_component_clause,[],[f1897]) ).

fof(f1901,definition,
    ( spl0_240
  <=> trans(s449,s213) ),
    introduced(definition,[new_symbols(definition,[spl0_240])],[avatar_definition]) ).

fof(f1903,plain,
    ( ~ trans(s449,s213)
    | spl0_240 ),
    inference(avatar_component_clause,[],[f1901]) ).

fof(f1905,definition,
    ( spl0_241
  <=> trans(s449,s212) ),
    introduced(definition,[new_symbols(definition,[spl0_241])],[avatar_definition]) ).

fof(f1907,plain,
    ( ~ trans(s449,s212)
    | spl0_241 ),
    inference(avatar_component_clause,[],[f1905]) ).

fof(f1909,definition,
    ( spl0_242
  <=> trans(s449,s211) ),
    introduced(definition,[new_symbols(definition,[spl0_242])],[avatar_definition]) ).

fof(f1911,plain,
    ( ~ trans(s449,s211)
    | spl0_242 ),
    inference(avatar_component_clause,[],[f1909]) ).

fof(f1913,definition,
    ( spl0_243
  <=> trans(s449,s210) ),
    introduced(definition,[new_symbols(definition,[spl0_243])],[avatar_definition]) ).

fof(f1915,plain,
    ( ~ trans(s449,s210)
    | spl0_243 ),
    inference(avatar_component_clause,[],[f1913]) ).

fof(f1917,definition,
    ( spl0_244
  <=> trans(s449,s209) ),
    introduced(definition,[new_symbols(definition,[spl0_244])],[avatar_definition]) ).

fof(f1919,plain,
    ( ~ trans(s449,s209)
    | spl0_244 ),
    inference(avatar_component_clause,[],[f1917]) ).

fof(f1921,definition,
    ( spl0_245
  <=> trans(s449,s208) ),
    introduced(definition,[new_symbols(definition,[spl0_245])],[avatar_definition]) ).

fof(f1923,plain,
    ( ~ trans(s449,s208)
    | spl0_245 ),
    inference(avatar_component_clause,[],[f1921]) ).

fof(f1925,definition,
    ( spl0_246
  <=> trans(s449,s207) ),
    introduced(definition,[new_symbols(definition,[spl0_246])],[avatar_definition]) ).

fof(f1927,plain,
    ( ~ trans(s449,s207)
    | spl0_246 ),
    inference(avatar_component_clause,[],[f1925]) ).

fof(f1929,definition,
    ( spl0_247
  <=> trans(s449,s206) ),
    introduced(definition,[new_symbols(definition,[spl0_247])],[avatar_definition]) ).

fof(f1931,plain,
    ( ~ trans(s449,s206)
    | spl0_247 ),
    inference(avatar_component_clause,[],[f1929]) ).

fof(f1933,definition,
    ( spl0_248
  <=> trans(s449,s205) ),
    introduced(definition,[new_symbols(definition,[spl0_248])],[avatar_definition]) ).

fof(f1935,plain,
    ( ~ trans(s449,s205)
    | spl0_248 ),
    inference(avatar_component_clause,[],[f1933]) ).

fof(f1937,definition,
    ( spl0_249
  <=> trans(s449,s204) ),
    introduced(definition,[new_symbols(definition,[spl0_249])],[avatar_definition]) ).

fof(f1939,plain,
    ( ~ trans(s449,s204)
    | spl0_249 ),
    inference(avatar_component_clause,[],[f1937]) ).

fof(f1941,definition,
    ( spl0_250
  <=> trans(s449,s203) ),
    introduced(definition,[new_symbols(definition,[spl0_250])],[avatar_definition]) ).

fof(f1943,plain,
    ( ~ trans(s449,s203)
    | spl0_250 ),
    inference(avatar_component_clause,[],[f1941]) ).

fof(f1945,definition,
    ( spl0_251
  <=> trans(s449,s202) ),
    introduced(definition,[new_symbols(definition,[spl0_251])],[avatar_definition]) ).

fof(f1947,plain,
    ( ~ trans(s449,s202)
    | spl0_251 ),
    inference(avatar_component_clause,[],[f1945]) ).

fof(f1949,definition,
    ( spl0_252
  <=> trans(s449,s201) ),
    introduced(definition,[new_symbols(definition,[spl0_252])],[avatar_definition]) ).

fof(f1951,plain,
    ( ~ trans(s449,s201)
    | spl0_252 ),
    inference(avatar_component_clause,[],[f1949]) ).

fof(f1953,definition,
    ( spl0_253
  <=> trans(s449,s200) ),
    introduced(definition,[new_symbols(definition,[spl0_253])],[avatar_definition]) ).

fof(f1955,plain,
    ( ~ trans(s449,s200)
    | spl0_253 ),
    inference(avatar_component_clause,[],[f1953]) ).

fof(f1957,definition,
    ( spl0_254
  <=> trans(s449,s199) ),
    introduced(definition,[new_symbols(definition,[spl0_254])],[avatar_definition]) ).

fof(f1959,plain,
    ( ~ trans(s449,s199)
    | spl0_254 ),
    inference(avatar_component_clause,[],[f1957]) ).

fof(f1961,definition,
    ( spl0_255
  <=> trans(s449,s198) ),
    introduced(definition,[new_symbols(definition,[spl0_255])],[avatar_definition]) ).

fof(f1963,plain,
    ( ~ trans(s449,s198)
    | spl0_255 ),
    inference(avatar_component_clause,[],[f1961]) ).

fof(f1965,definition,
    ( spl0_256
  <=> trans(s449,s197) ),
    introduced(definition,[new_symbols(definition,[spl0_256])],[avatar_definition]) ).

fof(f1967,plain,
    ( ~ trans(s449,s197)
    | spl0_256 ),
    inference(avatar_component_clause,[],[f1965]) ).

fof(f1969,definition,
    ( spl0_257
  <=> trans(s449,s196) ),
    introduced(definition,[new_symbols(definition,[spl0_257])],[avatar_definition]) ).

fof(f1971,plain,
    ( ~ trans(s449,s196)
    | spl0_257 ),
    inference(avatar_component_clause,[],[f1969]) ).

fof(f1973,definition,
    ( spl0_258
  <=> trans(s449,s195) ),
    introduced(definition,[new_symbols(definition,[spl0_258])],[avatar_definition]) ).

fof(f1975,plain,
    ( ~ trans(s449,s195)
    | spl0_258 ),
    inference(avatar_component_clause,[],[f1973]) ).

fof(f1977,definition,
    ( spl0_259
  <=> trans(s449,s194) ),
    introduced(definition,[new_symbols(definition,[spl0_259])],[avatar_definition]) ).

fof(f1979,plain,
    ( ~ trans(s449,s194)
    | spl0_259 ),
    inference(avatar_component_clause,[],[f1977]) ).

fof(f1981,definition,
    ( spl0_260
  <=> trans(s449,s193) ),
    introduced(definition,[new_symbols(definition,[spl0_260])],[avatar_definition]) ).

fof(f1983,plain,
    ( ~ trans(s449,s193)
    | spl0_260 ),
    inference(avatar_component_clause,[],[f1981]) ).

fof(f1985,definition,
    ( spl0_261
  <=> trans(s449,s192) ),
    introduced(definition,[new_symbols(definition,[spl0_261])],[avatar_definition]) ).

fof(f1987,plain,
    ( ~ trans(s449,s192)
    | spl0_261 ),
    inference(avatar_component_clause,[],[f1985]) ).

fof(f1989,definition,
    ( spl0_262
  <=> trans(s449,s191) ),
    introduced(definition,[new_symbols(definition,[spl0_262])],[avatar_definition]) ).

fof(f1991,plain,
    ( ~ trans(s449,s191)
    | spl0_262 ),
    inference(avatar_component_clause,[],[f1989]) ).

fof(f1993,definition,
    ( spl0_263
  <=> trans(s449,s190) ),
    introduced(definition,[new_symbols(definition,[spl0_263])],[avatar_definition]) ).

fof(f1995,plain,
    ( ~ trans(s449,s190)
    | spl0_263 ),
    inference(avatar_component_clause,[],[f1993]) ).

fof(f1997,definition,
    ( spl0_264
  <=> trans(s449,s189) ),
    introduced(definition,[new_symbols(definition,[spl0_264])],[avatar_definition]) ).

fof(f1999,plain,
    ( ~ trans(s449,s189)
    | spl0_264 ),
    inference(avatar_component_clause,[],[f1997]) ).

fof(f2001,definition,
    ( spl0_265
  <=> trans(s449,s188) ),
    introduced(definition,[new_symbols(definition,[spl0_265])],[avatar_definition]) ).

fof(f2003,plain,
    ( ~ trans(s449,s188)
    | spl0_265 ),
    inference(avatar_component_clause,[],[f2001]) ).

fof(f2005,definition,
    ( spl0_266
  <=> trans(s449,s187) ),
    introduced(definition,[new_symbols(definition,[spl0_266])],[avatar_definition]) ).

fof(f2007,plain,
    ( ~ trans(s449,s187)
    | spl0_266 ),
    inference(avatar_component_clause,[],[f2005]) ).

fof(f2009,definition,
    ( spl0_267
  <=> trans(s449,s186) ),
    introduced(definition,[new_symbols(definition,[spl0_267])],[avatar_definition]) ).

fof(f2011,plain,
    ( ~ trans(s449,s186)
    | spl0_267 ),
    inference(avatar_component_clause,[],[f2009]) ).

fof(f2013,definition,
    ( spl0_268
  <=> trans(s449,s185) ),
    introduced(definition,[new_symbols(definition,[spl0_268])],[avatar_definition]) ).

fof(f2015,plain,
    ( ~ trans(s449,s185)
    | spl0_268 ),
    inference(avatar_component_clause,[],[f2013]) ).

fof(f2017,definition,
    ( spl0_269
  <=> trans(s449,s184) ),
    introduced(definition,[new_symbols(definition,[spl0_269])],[avatar_definition]) ).

fof(f2019,plain,
    ( ~ trans(s449,s184)
    | spl0_269 ),
    inference(avatar_component_clause,[],[f2017]) ).

fof(f2021,definition,
    ( spl0_270
  <=> trans(s449,s183) ),
    introduced(definition,[new_symbols(definition,[spl0_270])],[avatar_definition]) ).

fof(f2023,plain,
    ( ~ trans(s449,s183)
    | spl0_270 ),
    inference(avatar_component_clause,[],[f2021]) ).

fof(f2025,definition,
    ( spl0_271
  <=> trans(s449,s182) ),
    introduced(definition,[new_symbols(definition,[spl0_271])],[avatar_definition]) ).

fof(f2027,plain,
    ( ~ trans(s449,s182)
    | spl0_271 ),
    inference(avatar_component_clause,[],[f2025]) ).

fof(f2029,definition,
    ( spl0_272
  <=> trans(s449,s181) ),
    introduced(definition,[new_symbols(definition,[spl0_272])],[avatar_definition]) ).

fof(f2031,plain,
    ( ~ trans(s449,s181)
    | spl0_272 ),
    inference(avatar_component_clause,[],[f2029]) ).

fof(f2033,definition,
    ( spl0_273
  <=> trans(s449,s180) ),
    introduced(definition,[new_symbols(definition,[spl0_273])],[avatar_definition]) ).

fof(f2035,plain,
    ( ~ trans(s449,s180)
    | spl0_273 ),
    inference(avatar_component_clause,[],[f2033]) ).

fof(f2037,definition,
    ( spl0_274
  <=> trans(s449,s179) ),
    introduced(definition,[new_symbols(definition,[spl0_274])],[avatar_definition]) ).

fof(f2039,plain,
    ( ~ trans(s449,s179)
    | spl0_274 ),
    inference(avatar_component_clause,[],[f2037]) ).

fof(f2041,definition,
    ( spl0_275
  <=> trans(s449,s178) ),
    introduced(definition,[new_symbols(definition,[spl0_275])],[avatar_definition]) ).

fof(f2043,plain,
    ( ~ trans(s449,s178)
    | spl0_275 ),
    inference(avatar_component_clause,[],[f2041]) ).

fof(f2045,definition,
    ( spl0_276
  <=> trans(s449,s177) ),
    introduced(definition,[new_symbols(definition,[spl0_276])],[avatar_definition]) ).

fof(f2047,plain,
    ( ~ trans(s449,s177)
    | spl0_276 ),
    inference(avatar_component_clause,[],[f2045]) ).

fof(f2049,definition,
    ( spl0_277
  <=> trans(s449,s176) ),
    introduced(definition,[new_symbols(definition,[spl0_277])],[avatar_definition]) ).

fof(f2051,plain,
    ( ~ trans(s449,s176)
    | spl0_277 ),
    inference(avatar_component_clause,[],[f2049]) ).

fof(f2053,definition,
    ( spl0_278
  <=> trans(s449,s175) ),
    introduced(definition,[new_symbols(definition,[spl0_278])],[avatar_definition]) ).

fof(f2055,plain,
    ( ~ trans(s449,s175)
    | spl0_278 ),
    inference(avatar_component_clause,[],[f2053]) ).

fof(f2057,definition,
    ( spl0_279
  <=> trans(s449,s174) ),
    introduced(definition,[new_symbols(definition,[spl0_279])],[avatar_definition]) ).

fof(f2059,plain,
    ( ~ trans(s449,s174)
    | spl0_279 ),
    inference(avatar_component_clause,[],[f2057]) ).

fof(f2061,definition,
    ( spl0_280
  <=> trans(s449,s173) ),
    introduced(definition,[new_symbols(definition,[spl0_280])],[avatar_definition]) ).

fof(f2063,plain,
    ( ~ trans(s449,s173)
    | spl0_280 ),
    inference(avatar_component_clause,[],[f2061]) ).

fof(f2065,definition,
    ( spl0_281
  <=> trans(s449,s172) ),
    introduced(definition,[new_symbols(definition,[spl0_281])],[avatar_definition]) ).

fof(f2067,plain,
    ( ~ trans(s449,s172)
    | spl0_281 ),
    inference(avatar_component_clause,[],[f2065]) ).

fof(f2069,definition,
    ( spl0_282
  <=> trans(s449,s171) ),
    introduced(definition,[new_symbols(definition,[spl0_282])],[avatar_definition]) ).

fof(f2071,plain,
    ( ~ trans(s449,s171)
    | spl0_282 ),
    inference(avatar_component_clause,[],[f2069]) ).

fof(f2073,definition,
    ( spl0_283
  <=> trans(s449,s170) ),
    introduced(definition,[new_symbols(definition,[spl0_283])],[avatar_definition]) ).

fof(f2075,plain,
    ( ~ trans(s449,s170)
    | spl0_283 ),
    inference(avatar_component_clause,[],[f2073]) ).

fof(f2077,definition,
    ( spl0_284
  <=> trans(s449,s169) ),
    introduced(definition,[new_symbols(definition,[spl0_284])],[avatar_definition]) ).

fof(f2079,plain,
    ( ~ trans(s449,s169)
    | spl0_284 ),
    inference(avatar_component_clause,[],[f2077]) ).

fof(f2081,definition,
    ( spl0_285
  <=> trans(s449,s168) ),
    introduced(definition,[new_symbols(definition,[spl0_285])],[avatar_definition]) ).

fof(f2083,plain,
    ( ~ trans(s449,s168)
    | spl0_285 ),
    inference(avatar_component_clause,[],[f2081]) ).

fof(f2085,definition,
    ( spl0_286
  <=> trans(s449,s167) ),
    introduced(definition,[new_symbols(definition,[spl0_286])],[avatar_definition]) ).

fof(f2087,plain,
    ( ~ trans(s449,s167)
    | spl0_286 ),
    inference(avatar_component_clause,[],[f2085]) ).

fof(f2089,definition,
    ( spl0_287
  <=> trans(s449,s166) ),
    introduced(definition,[new_symbols(definition,[spl0_287])],[avatar_definition]) ).

fof(f2091,plain,
    ( ~ trans(s449,s166)
    | spl0_287 ),
    inference(avatar_component_clause,[],[f2089]) ).

fof(f2093,definition,
    ( spl0_288
  <=> trans(s449,s165) ),
    introduced(definition,[new_symbols(definition,[spl0_288])],[avatar_definition]) ).

fof(f2095,plain,
    ( ~ trans(s449,s165)
    | spl0_288 ),
    inference(avatar_component_clause,[],[f2093]) ).

fof(f2097,definition,
    ( spl0_289
  <=> trans(s449,s164) ),
    introduced(definition,[new_symbols(definition,[spl0_289])],[avatar_definition]) ).

fof(f2099,plain,
    ( ~ trans(s449,s164)
    | spl0_289 ),
    inference(avatar_component_clause,[],[f2097]) ).

fof(f2101,definition,
    ( spl0_290
  <=> trans(s449,s163) ),
    introduced(definition,[new_symbols(definition,[spl0_290])],[avatar_definition]) ).

fof(f2103,plain,
    ( ~ trans(s449,s163)
    | spl0_290 ),
    inference(avatar_component_clause,[],[f2101]) ).

fof(f2105,definition,
    ( spl0_291
  <=> trans(s449,s162) ),
    introduced(definition,[new_symbols(definition,[spl0_291])],[avatar_definition]) ).

fof(f2107,plain,
    ( ~ trans(s449,s162)
    | spl0_291 ),
    inference(avatar_component_clause,[],[f2105]) ).

fof(f2109,definition,
    ( spl0_292
  <=> trans(s449,s161) ),
    introduced(definition,[new_symbols(definition,[spl0_292])],[avatar_definition]) ).

fof(f2111,plain,
    ( ~ trans(s449,s161)
    | spl0_292 ),
    inference(avatar_component_clause,[],[f2109]) ).

fof(f2113,definition,
    ( spl0_293
  <=> trans(s449,s160) ),
    introduced(definition,[new_symbols(definition,[spl0_293])],[avatar_definition]) ).

fof(f2115,plain,
    ( ~ trans(s449,s160)
    | spl0_293 ),
    inference(avatar_component_clause,[],[f2113]) ).

fof(f2117,definition,
    ( spl0_294
  <=> trans(s449,s159) ),
    introduced(definition,[new_symbols(definition,[spl0_294])],[avatar_definition]) ).

fof(f2119,plain,
    ( ~ trans(s449,s159)
    | spl0_294 ),
    inference(avatar_component_clause,[],[f2117]) ).

fof(f2121,definition,
    ( spl0_295
  <=> trans(s449,s158) ),
    introduced(definition,[new_symbols(definition,[spl0_295])],[avatar_definition]) ).

fof(f2123,plain,
    ( ~ trans(s449,s158)
    | spl0_295 ),
    inference(avatar_component_clause,[],[f2121]) ).

fof(f2125,definition,
    ( spl0_296
  <=> trans(s449,s157) ),
    introduced(definition,[new_symbols(definition,[spl0_296])],[avatar_definition]) ).

fof(f2127,plain,
    ( ~ trans(s449,s157)
    | spl0_296 ),
    inference(avatar_component_clause,[],[f2125]) ).

fof(f2129,definition,
    ( spl0_297
  <=> trans(s449,s156) ),
    introduced(definition,[new_symbols(definition,[spl0_297])],[avatar_definition]) ).

fof(f2131,plain,
    ( ~ trans(s449,s156)
    | spl0_297 ),
    inference(avatar_component_clause,[],[f2129]) ).

fof(f2133,definition,
    ( spl0_298
  <=> trans(s449,s155) ),
    introduced(definition,[new_symbols(definition,[spl0_298])],[avatar_definition]) ).

fof(f2135,plain,
    ( ~ trans(s449,s155)
    | spl0_298 ),
    inference(avatar_component_clause,[],[f2133]) ).

fof(f2137,definition,
    ( spl0_299
  <=> trans(s449,s154) ),
    introduced(definition,[new_symbols(definition,[spl0_299])],[avatar_definition]) ).

fof(f2139,plain,
    ( ~ trans(s449,s154)
    | spl0_299 ),
    inference(avatar_component_clause,[],[f2137]) ).

fof(f2141,definition,
    ( spl0_300
  <=> trans(s449,s153) ),
    introduced(definition,[new_symbols(definition,[spl0_300])],[avatar_definition]) ).

fof(f2143,plain,
    ( ~ trans(s449,s153)
    | spl0_300 ),
    inference(avatar_component_clause,[],[f2141]) ).

fof(f2145,definition,
    ( spl0_301
  <=> trans(s449,s152) ),
    introduced(definition,[new_symbols(definition,[spl0_301])],[avatar_definition]) ).

fof(f2147,plain,
    ( ~ trans(s449,s152)
    | spl0_301 ),
    inference(avatar_component_clause,[],[f2145]) ).

fof(f2149,definition,
    ( spl0_302
  <=> trans(s449,s151) ),
    introduced(definition,[new_symbols(definition,[spl0_302])],[avatar_definition]) ).

fof(f2151,plain,
    ( ~ trans(s449,s151)
    | spl0_302 ),
    inference(avatar_component_clause,[],[f2149]) ).

fof(f2153,definition,
    ( spl0_303
  <=> trans(s449,s150) ),
    introduced(definition,[new_symbols(definition,[spl0_303])],[avatar_definition]) ).

fof(f2155,plain,
    ( ~ trans(s449,s150)
    | spl0_303 ),
    inference(avatar_component_clause,[],[f2153]) ).

fof(f2157,definition,
    ( spl0_304
  <=> trans(s449,s149) ),
    introduced(definition,[new_symbols(definition,[spl0_304])],[avatar_definition]) ).

fof(f2159,plain,
    ( ~ trans(s449,s149)
    | spl0_304 ),
    inference(avatar_component_clause,[],[f2157]) ).

fof(f2161,definition,
    ( spl0_305
  <=> trans(s449,s148) ),
    introduced(definition,[new_symbols(definition,[spl0_305])],[avatar_definition]) ).

fof(f2163,plain,
    ( ~ trans(s449,s148)
    | spl0_305 ),
    inference(avatar_component_clause,[],[f2161]) ).

fof(f2165,definition,
    ( spl0_306
  <=> trans(s449,s147) ),
    introduced(definition,[new_symbols(definition,[spl0_306])],[avatar_definition]) ).

fof(f2167,plain,
    ( ~ trans(s449,s147)
    | spl0_306 ),
    inference(avatar_component_clause,[],[f2165]) ).

fof(f2169,definition,
    ( spl0_307
  <=> trans(s449,s146) ),
    introduced(definition,[new_symbols(definition,[spl0_307])],[avatar_definition]) ).

fof(f2171,plain,
    ( ~ trans(s449,s146)
    | spl0_307 ),
    inference(avatar_component_clause,[],[f2169]) ).

fof(f2173,definition,
    ( spl0_308
  <=> trans(s449,s145) ),
    introduced(definition,[new_symbols(definition,[spl0_308])],[avatar_definition]) ).

fof(f2175,plain,
    ( ~ trans(s449,s145)
    | spl0_308 ),
    inference(avatar_component_clause,[],[f2173]) ).

fof(f2177,definition,
    ( spl0_309
  <=> trans(s449,s144) ),
    introduced(definition,[new_symbols(definition,[spl0_309])],[avatar_definition]) ).

fof(f2179,plain,
    ( ~ trans(s449,s144)
    | spl0_309 ),
    inference(avatar_component_clause,[],[f2177]) ).

fof(f2181,definition,
    ( spl0_310
  <=> trans(s449,s143) ),
    introduced(definition,[new_symbols(definition,[spl0_310])],[avatar_definition]) ).

fof(f2183,plain,
    ( ~ trans(s449,s143)
    | spl0_310 ),
    inference(avatar_component_clause,[],[f2181]) ).

fof(f2185,definition,
    ( spl0_311
  <=> trans(s449,s142) ),
    introduced(definition,[new_symbols(definition,[spl0_311])],[avatar_definition]) ).

fof(f2187,plain,
    ( ~ trans(s449,s142)
    | spl0_311 ),
    inference(avatar_component_clause,[],[f2185]) ).

fof(f2189,definition,
    ( spl0_312
  <=> trans(s449,s141) ),
    introduced(definition,[new_symbols(definition,[spl0_312])],[avatar_definition]) ).

fof(f2191,plain,
    ( ~ trans(s449,s141)
    | spl0_312 ),
    inference(avatar_component_clause,[],[f2189]) ).

fof(f2193,definition,
    ( spl0_313
  <=> trans(s449,s140) ),
    introduced(definition,[new_symbols(definition,[spl0_313])],[avatar_definition]) ).

fof(f2195,plain,
    ( ~ trans(s449,s140)
    | spl0_313 ),
    inference(avatar_component_clause,[],[f2193]) ).

fof(f2197,definition,
    ( spl0_314
  <=> trans(s449,s139) ),
    introduced(definition,[new_symbols(definition,[spl0_314])],[avatar_definition]) ).

fof(f2199,plain,
    ( ~ trans(s449,s139)
    | spl0_314 ),
    inference(avatar_component_clause,[],[f2197]) ).

fof(f2201,definition,
    ( spl0_315
  <=> trans(s449,s138) ),
    introduced(definition,[new_symbols(definition,[spl0_315])],[avatar_definition]) ).

fof(f2203,plain,
    ( ~ trans(s449,s138)
    | spl0_315 ),
    inference(avatar_component_clause,[],[f2201]) ).

fof(f2205,definition,
    ( spl0_316
  <=> trans(s449,s137) ),
    introduced(definition,[new_symbols(definition,[spl0_316])],[avatar_definition]) ).

fof(f2207,plain,
    ( ~ trans(s449,s137)
    | spl0_316 ),
    inference(avatar_component_clause,[],[f2205]) ).

fof(f2209,definition,
    ( spl0_317
  <=> trans(s449,s136) ),
    introduced(definition,[new_symbols(definition,[spl0_317])],[avatar_definition]) ).

fof(f2211,plain,
    ( ~ trans(s449,s136)
    | spl0_317 ),
    inference(avatar_component_clause,[],[f2209]) ).

fof(f2213,definition,
    ( spl0_318
  <=> trans(s449,s135) ),
    introduced(definition,[new_symbols(definition,[spl0_318])],[avatar_definition]) ).

fof(f2215,plain,
    ( ~ trans(s449,s135)
    | spl0_318 ),
    inference(avatar_component_clause,[],[f2213]) ).

fof(f2217,definition,
    ( spl0_319
  <=> trans(s449,s134) ),
    introduced(definition,[new_symbols(definition,[spl0_319])],[avatar_definition]) ).

fof(f2219,plain,
    ( ~ trans(s449,s134)
    | spl0_319 ),
    inference(avatar_component_clause,[],[f2217]) ).

fof(f2221,definition,
    ( spl0_320
  <=> trans(s449,s133) ),
    introduced(definition,[new_symbols(definition,[spl0_320])],[avatar_definition]) ).

fof(f2223,plain,
    ( ~ trans(s449,s133)
    | spl0_320 ),
    inference(avatar_component_clause,[],[f2221]) ).

fof(f2225,definition,
    ( spl0_321
  <=> trans(s449,s132) ),
    introduced(definition,[new_symbols(definition,[spl0_321])],[avatar_definition]) ).

fof(f2227,plain,
    ( ~ trans(s449,s132)
    | spl0_321 ),
    inference(avatar_component_clause,[],[f2225]) ).

fof(f2229,definition,
    ( spl0_322
  <=> trans(s449,s131) ),
    introduced(definition,[new_symbols(definition,[spl0_322])],[avatar_definition]) ).

fof(f2231,plain,
    ( ~ trans(s449,s131)
    | spl0_322 ),
    inference(avatar_component_clause,[],[f2229]) ).

fof(f2233,definition,
    ( spl0_323
  <=> trans(s449,s130) ),
    introduced(definition,[new_symbols(definition,[spl0_323])],[avatar_definition]) ).

fof(f2235,plain,
    ( ~ trans(s449,s130)
    | spl0_323 ),
    inference(avatar_component_clause,[],[f2233]) ).

fof(f2237,definition,
    ( spl0_324
  <=> trans(s449,s129) ),
    introduced(definition,[new_symbols(definition,[spl0_324])],[avatar_definition]) ).

fof(f2239,plain,
    ( ~ trans(s449,s129)
    | spl0_324 ),
    inference(avatar_component_clause,[],[f2237]) ).

fof(f2241,definition,
    ( spl0_325
  <=> trans(s449,s128) ),
    introduced(definition,[new_symbols(definition,[spl0_325])],[avatar_definition]) ).

fof(f2243,plain,
    ( ~ trans(s449,s128)
    | spl0_325 ),
    inference(avatar_component_clause,[],[f2241]) ).

fof(f2245,definition,
    ( spl0_326
  <=> trans(s449,s127) ),
    introduced(definition,[new_symbols(definition,[spl0_326])],[avatar_definition]) ).

fof(f2247,plain,
    ( ~ trans(s449,s127)
    | spl0_326 ),
    inference(avatar_component_clause,[],[f2245]) ).

fof(f2249,definition,
    ( spl0_327
  <=> trans(s449,s126) ),
    introduced(definition,[new_symbols(definition,[spl0_327])],[avatar_definition]) ).

fof(f2251,plain,
    ( ~ trans(s449,s126)
    | spl0_327 ),
    inference(avatar_component_clause,[],[f2249]) ).

fof(f2253,definition,
    ( spl0_328
  <=> trans(s449,s125) ),
    introduced(definition,[new_symbols(definition,[spl0_328])],[avatar_definition]) ).

fof(f2255,plain,
    ( ~ trans(s449,s125)
    | spl0_328 ),
    inference(avatar_component_clause,[],[f2253]) ).

fof(f2257,definition,
    ( spl0_329
  <=> trans(s449,s124) ),
    introduced(definition,[new_symbols(definition,[spl0_329])],[avatar_definition]) ).

fof(f2259,plain,
    ( ~ trans(s449,s124)
    | spl0_329 ),
    inference(avatar_component_clause,[],[f2257]) ).

fof(f2261,definition,
    ( spl0_330
  <=> trans(s449,s123) ),
    introduced(definition,[new_symbols(definition,[spl0_330])],[avatar_definition]) ).

fof(f2263,plain,
    ( ~ trans(s449,s123)
    | spl0_330 ),
    inference(avatar_component_clause,[],[f2261]) ).

fof(f2265,definition,
    ( spl0_331
  <=> trans(s449,s122) ),
    introduced(definition,[new_symbols(definition,[spl0_331])],[avatar_definition]) ).

fof(f2267,plain,
    ( ~ trans(s449,s122)
    | spl0_331 ),
    inference(avatar_component_clause,[],[f2265]) ).

fof(f2269,definition,
    ( spl0_332
  <=> trans(s449,s121) ),
    introduced(definition,[new_symbols(definition,[spl0_332])],[avatar_definition]) ).

fof(f2271,plain,
    ( ~ trans(s449,s121)
    | spl0_332 ),
    inference(avatar_component_clause,[],[f2269]) ).

fof(f2273,definition,
    ( spl0_333
  <=> trans(s449,s120) ),
    introduced(definition,[new_symbols(definition,[spl0_333])],[avatar_definition]) ).

fof(f2275,plain,
    ( ~ trans(s449,s120)
    | spl0_333 ),
    inference(avatar_component_clause,[],[f2273]) ).

fof(f2277,definition,
    ( spl0_334
  <=> trans(s449,s119) ),
    introduced(definition,[new_symbols(definition,[spl0_334])],[avatar_definition]) ).

fof(f2279,plain,
    ( ~ trans(s449,s119)
    | spl0_334 ),
    inference(avatar_component_clause,[],[f2277]) ).

fof(f2281,definition,
    ( spl0_335
  <=> trans(s449,s118) ),
    introduced(definition,[new_symbols(definition,[spl0_335])],[avatar_definition]) ).

fof(f2283,plain,
    ( ~ trans(s449,s118)
    | spl0_335 ),
    inference(avatar_component_clause,[],[f2281]) ).

fof(f2285,definition,
    ( spl0_336
  <=> trans(s449,s117) ),
    introduced(definition,[new_symbols(definition,[spl0_336])],[avatar_definition]) ).

fof(f2287,plain,
    ( ~ trans(s449,s117)
    | spl0_336 ),
    inference(avatar_component_clause,[],[f2285]) ).

fof(f2289,definition,
    ( spl0_337
  <=> trans(s449,s116) ),
    introduced(definition,[new_symbols(definition,[spl0_337])],[avatar_definition]) ).

fof(f2291,plain,
    ( ~ trans(s449,s116)
    | spl0_337 ),
    inference(avatar_component_clause,[],[f2289]) ).

fof(f2293,definition,
    ( spl0_338
  <=> trans(s449,s115) ),
    introduced(definition,[new_symbols(definition,[spl0_338])],[avatar_definition]) ).

fof(f2295,plain,
    ( ~ trans(s449,s115)
    | spl0_338 ),
    inference(avatar_component_clause,[],[f2293]) ).

fof(f2297,definition,
    ( spl0_339
  <=> trans(s449,s114) ),
    introduced(definition,[new_symbols(definition,[spl0_339])],[avatar_definition]) ).

fof(f2299,plain,
    ( ~ trans(s449,s114)
    | spl0_339 ),
    inference(avatar_component_clause,[],[f2297]) ).

fof(f2301,definition,
    ( spl0_340
  <=> trans(s449,s113) ),
    introduced(definition,[new_symbols(definition,[spl0_340])],[avatar_definition]) ).

fof(f2303,plain,
    ( ~ trans(s449,s113)
    | spl0_340 ),
    inference(avatar_component_clause,[],[f2301]) ).

fof(f2305,definition,
    ( spl0_341
  <=> trans(s449,s112) ),
    introduced(definition,[new_symbols(definition,[spl0_341])],[avatar_definition]) ).

fof(f2307,plain,
    ( ~ trans(s449,s112)
    | spl0_341 ),
    inference(avatar_component_clause,[],[f2305]) ).

fof(f2309,definition,
    ( spl0_342
  <=> trans(s449,s111) ),
    introduced(definition,[new_symbols(definition,[spl0_342])],[avatar_definition]) ).

fof(f2311,plain,
    ( ~ trans(s449,s111)
    | spl0_342 ),
    inference(avatar_component_clause,[],[f2309]) ).

fof(f2313,definition,
    ( spl0_343
  <=> trans(s449,s110) ),
    introduced(definition,[new_symbols(definition,[spl0_343])],[avatar_definition]) ).

fof(f2315,plain,
    ( ~ trans(s449,s110)
    | spl0_343 ),
    inference(avatar_component_clause,[],[f2313]) ).

fof(f2317,definition,
    ( spl0_344
  <=> trans(s449,s109) ),
    introduced(definition,[new_symbols(definition,[spl0_344])],[avatar_definition]) ).

fof(f2319,plain,
    ( ~ trans(s449,s109)
    | spl0_344 ),
    inference(avatar_component_clause,[],[f2317]) ).

fof(f2321,definition,
    ( spl0_345
  <=> trans(s449,s108) ),
    introduced(definition,[new_symbols(definition,[spl0_345])],[avatar_definition]) ).

fof(f2323,plain,
    ( ~ trans(s449,s108)
    | spl0_345 ),
    inference(avatar_component_clause,[],[f2321]) ).

fof(f2325,definition,
    ( spl0_346
  <=> trans(s449,s107) ),
    introduced(definition,[new_symbols(definition,[spl0_346])],[avatar_definition]) ).

fof(f2327,plain,
    ( ~ trans(s449,s107)
    | spl0_346 ),
    inference(avatar_component_clause,[],[f2325]) ).

fof(f2329,definition,
    ( spl0_347
  <=> trans(s449,s106) ),
    introduced(definition,[new_symbols(definition,[spl0_347])],[avatar_definition]) ).

fof(f2331,plain,
    ( ~ trans(s449,s106)
    | spl0_347 ),
    inference(avatar_component_clause,[],[f2329]) ).

fof(f2333,definition,
    ( spl0_348
  <=> trans(s449,s105) ),
    introduced(definition,[new_symbols(definition,[spl0_348])],[avatar_definition]) ).

fof(f2335,plain,
    ( ~ trans(s449,s105)
    | spl0_348 ),
    inference(avatar_component_clause,[],[f2333]) ).

fof(f2337,definition,
    ( spl0_349
  <=> trans(s449,s104) ),
    introduced(definition,[new_symbols(definition,[spl0_349])],[avatar_definition]) ).

fof(f2339,plain,
    ( ~ trans(s449,s104)
    | spl0_349 ),
    inference(avatar_component_clause,[],[f2337]) ).

fof(f2341,definition,
    ( spl0_350
  <=> trans(s449,s103) ),
    introduced(definition,[new_symbols(definition,[spl0_350])],[avatar_definition]) ).

fof(f2343,plain,
    ( ~ trans(s449,s103)
    | spl0_350 ),
    inference(avatar_component_clause,[],[f2341]) ).

fof(f2345,definition,
    ( spl0_351
  <=> trans(s449,s102) ),
    introduced(definition,[new_symbols(definition,[spl0_351])],[avatar_definition]) ).

fof(f2347,plain,
    ( ~ trans(s449,s102)
    | spl0_351 ),
    inference(avatar_component_clause,[],[f2345]) ).

fof(f2349,definition,
    ( spl0_352
  <=> trans(s449,s101) ),
    introduced(definition,[new_symbols(definition,[spl0_352])],[avatar_definition]) ).

fof(f2351,plain,
    ( ~ trans(s449,s101)
    | spl0_352 ),
    inference(avatar_component_clause,[],[f2349]) ).

fof(f2353,definition,
    ( spl0_353
  <=> trans(s449,s100) ),
    introduced(definition,[new_symbols(definition,[spl0_353])],[avatar_definition]) ).

fof(f2355,plain,
    ( ~ trans(s449,s100)
    | spl0_353 ),
    inference(avatar_component_clause,[],[f2353]) ).

fof(f2357,definition,
    ( spl0_354
  <=> trans(s449,s99) ),
    introduced(definition,[new_symbols(definition,[spl0_354])],[avatar_definition]) ).

fof(f2359,plain,
    ( ~ trans(s449,s99)
    | spl0_354 ),
    inference(avatar_component_clause,[],[f2357]) ).

fof(f2361,definition,
    ( spl0_355
  <=> trans(s449,s98) ),
    introduced(definition,[new_symbols(definition,[spl0_355])],[avatar_definition]) ).

fof(f2363,plain,
    ( ~ trans(s449,s98)
    | spl0_355 ),
    inference(avatar_component_clause,[],[f2361]) ).

fof(f2365,definition,
    ( spl0_356
  <=> trans(s449,s97) ),
    introduced(definition,[new_symbols(definition,[spl0_356])],[avatar_definition]) ).

fof(f2367,plain,
    ( ~ trans(s449,s97)
    | spl0_356 ),
    inference(avatar_component_clause,[],[f2365]) ).

fof(f2369,definition,
    ( spl0_357
  <=> trans(s449,s96) ),
    introduced(definition,[new_symbols(definition,[spl0_357])],[avatar_definition]) ).

fof(f2371,plain,
    ( ~ trans(s449,s96)
    | spl0_357 ),
    inference(avatar_component_clause,[],[f2369]) ).

fof(f2373,definition,
    ( spl0_358
  <=> trans(s449,s95) ),
    introduced(definition,[new_symbols(definition,[spl0_358])],[avatar_definition]) ).

fof(f2375,plain,
    ( ~ trans(s449,s95)
    | spl0_358 ),
    inference(avatar_component_clause,[],[f2373]) ).

fof(f2377,definition,
    ( spl0_359
  <=> trans(s449,s94) ),
    introduced(definition,[new_symbols(definition,[spl0_359])],[avatar_definition]) ).

fof(f2379,plain,
    ( ~ trans(s449,s94)
    | spl0_359 ),
    inference(avatar_component_clause,[],[f2377]) ).

fof(f2381,definition,
    ( spl0_360
  <=> trans(s449,s93) ),
    introduced(definition,[new_symbols(definition,[spl0_360])],[avatar_definition]) ).

fof(f2383,plain,
    ( ~ trans(s449,s93)
    | spl0_360 ),
    inference(avatar_component_clause,[],[f2381]) ).

fof(f2385,definition,
    ( spl0_361
  <=> trans(s449,s92) ),
    introduced(definition,[new_symbols(definition,[spl0_361])],[avatar_definition]) ).

fof(f2387,plain,
    ( ~ trans(s449,s92)
    | spl0_361 ),
    inference(avatar_component_clause,[],[f2385]) ).

fof(f2389,definition,
    ( spl0_362
  <=> trans(s449,s91) ),
    introduced(definition,[new_symbols(definition,[spl0_362])],[avatar_definition]) ).

fof(f2391,plain,
    ( ~ trans(s449,s91)
    | spl0_362 ),
    inference(avatar_component_clause,[],[f2389]) ).

fof(f2393,definition,
    ( spl0_363
  <=> trans(s449,s90) ),
    introduced(definition,[new_symbols(definition,[spl0_363])],[avatar_definition]) ).

fof(f2395,plain,
    ( ~ trans(s449,s90)
    | spl0_363 ),
    inference(avatar_component_clause,[],[f2393]) ).

fof(f2397,definition,
    ( spl0_364
  <=> trans(s449,s89) ),
    introduced(definition,[new_symbols(definition,[spl0_364])],[avatar_definition]) ).

fof(f2399,plain,
    ( ~ trans(s449,s89)
    | spl0_364 ),
    inference(avatar_component_clause,[],[f2397]) ).

fof(f2401,definition,
    ( spl0_365
  <=> trans(s449,s88) ),
    introduced(definition,[new_symbols(definition,[spl0_365])],[avatar_definition]) ).

fof(f2403,plain,
    ( ~ trans(s449,s88)
    | spl0_365 ),
    inference(avatar_component_clause,[],[f2401]) ).

fof(f2405,definition,
    ( spl0_366
  <=> trans(s449,s87) ),
    introduced(definition,[new_symbols(definition,[spl0_366])],[avatar_definition]) ).

fof(f2407,plain,
    ( ~ trans(s449,s87)
    | spl0_366 ),
    inference(avatar_component_clause,[],[f2405]) ).

fof(f2409,definition,
    ( spl0_367
  <=> trans(s449,s86) ),
    introduced(definition,[new_symbols(definition,[spl0_367])],[avatar_definition]) ).

fof(f2411,plain,
    ( ~ trans(s449,s86)
    | spl0_367 ),
    inference(avatar_component_clause,[],[f2409]) ).

fof(f2413,definition,
    ( spl0_368
  <=> trans(s449,s85) ),
    introduced(definition,[new_symbols(definition,[spl0_368])],[avatar_definition]) ).

fof(f2415,plain,
    ( ~ trans(s449,s85)
    | spl0_368 ),
    inference(avatar_component_clause,[],[f2413]) ).

fof(f2417,definition,
    ( spl0_369
  <=> trans(s449,s84) ),
    introduced(definition,[new_symbols(definition,[spl0_369])],[avatar_definition]) ).

fof(f2419,plain,
    ( ~ trans(s449,s84)
    | spl0_369 ),
    inference(avatar_component_clause,[],[f2417]) ).

fof(f2421,definition,
    ( spl0_370
  <=> trans(s449,s83) ),
    introduced(definition,[new_symbols(definition,[spl0_370])],[avatar_definition]) ).

fof(f2423,plain,
    ( ~ trans(s449,s83)
    | spl0_370 ),
    inference(avatar_component_clause,[],[f2421]) ).

fof(f2425,definition,
    ( spl0_371
  <=> trans(s449,s82) ),
    introduced(definition,[new_symbols(definition,[spl0_371])],[avatar_definition]) ).

fof(f2427,plain,
    ( ~ trans(s449,s82)
    | spl0_371 ),
    inference(avatar_component_clause,[],[f2425]) ).

fof(f2429,definition,
    ( spl0_372
  <=> trans(s449,s81) ),
    introduced(definition,[new_symbols(definition,[spl0_372])],[avatar_definition]) ).

fof(f2431,plain,
    ( ~ trans(s449,s81)
    | spl0_372 ),
    inference(avatar_component_clause,[],[f2429]) ).

fof(f2433,definition,
    ( spl0_373
  <=> trans(s449,s80) ),
    introduced(definition,[new_symbols(definition,[spl0_373])],[avatar_definition]) ).

fof(f2435,plain,
    ( ~ trans(s449,s80)
    | spl0_373 ),
    inference(avatar_component_clause,[],[f2433]) ).

fof(f2437,definition,
    ( spl0_374
  <=> trans(s449,s79) ),
    introduced(definition,[new_symbols(definition,[spl0_374])],[avatar_definition]) ).

fof(f2439,plain,
    ( ~ trans(s449,s79)
    | spl0_374 ),
    inference(avatar_component_clause,[],[f2437]) ).

fof(f2441,definition,
    ( spl0_375
  <=> trans(s449,s78) ),
    introduced(definition,[new_symbols(definition,[spl0_375])],[avatar_definition]) ).

fof(f2443,plain,
    ( ~ trans(s449,s78)
    | spl0_375 ),
    inference(avatar_component_clause,[],[f2441]) ).

fof(f2445,definition,
    ( spl0_376
  <=> trans(s449,s77) ),
    introduced(definition,[new_symbols(definition,[spl0_376])],[avatar_definition]) ).

fof(f2447,plain,
    ( ~ trans(s449,s77)
    | spl0_376 ),
    inference(avatar_component_clause,[],[f2445]) ).

fof(f2449,definition,
    ( spl0_377
  <=> trans(s449,s76) ),
    introduced(definition,[new_symbols(definition,[spl0_377])],[avatar_definition]) ).

fof(f2451,plain,
    ( ~ trans(s449,s76)
    | spl0_377 ),
    inference(avatar_component_clause,[],[f2449]) ).

fof(f2453,definition,
    ( spl0_378
  <=> trans(s449,s75) ),
    introduced(definition,[new_symbols(definition,[spl0_378])],[avatar_definition]) ).

fof(f2455,plain,
    ( ~ trans(s449,s75)
    | spl0_378 ),
    inference(avatar_component_clause,[],[f2453]) ).

fof(f2457,definition,
    ( spl0_379
  <=> trans(s449,s74) ),
    introduced(definition,[new_symbols(definition,[spl0_379])],[avatar_definition]) ).

fof(f2459,plain,
    ( ~ trans(s449,s74)
    | spl0_379 ),
    inference(avatar_component_clause,[],[f2457]) ).

fof(f2461,definition,
    ( spl0_380
  <=> trans(s449,s73) ),
    introduced(definition,[new_symbols(definition,[spl0_380])],[avatar_definition]) ).

fof(f2463,plain,
    ( ~ trans(s449,s73)
    | spl0_380 ),
    inference(avatar_component_clause,[],[f2461]) ).

fof(f2465,definition,
    ( spl0_381
  <=> trans(s449,s72) ),
    introduced(definition,[new_symbols(definition,[spl0_381])],[avatar_definition]) ).

fof(f2467,plain,
    ( ~ trans(s449,s72)
    | spl0_381 ),
    inference(avatar_component_clause,[],[f2465]) ).

fof(f2469,definition,
    ( spl0_382
  <=> trans(s449,s71) ),
    introduced(definition,[new_symbols(definition,[spl0_382])],[avatar_definition]) ).

fof(f2471,plain,
    ( ~ trans(s449,s71)
    | spl0_382 ),
    inference(avatar_component_clause,[],[f2469]) ).

fof(f2473,definition,
    ( spl0_383
  <=> trans(s449,s70) ),
    introduced(definition,[new_symbols(definition,[spl0_383])],[avatar_definition]) ).

fof(f2475,plain,
    ( ~ trans(s449,s70)
    | spl0_383 ),
    inference(avatar_component_clause,[],[f2473]) ).

fof(f2477,definition,
    ( spl0_384
  <=> trans(s449,s69) ),
    introduced(definition,[new_symbols(definition,[spl0_384])],[avatar_definition]) ).

fof(f2479,plain,
    ( ~ trans(s449,s69)
    | spl0_384 ),
    inference(avatar_component_clause,[],[f2477]) ).

fof(f2481,definition,
    ( spl0_385
  <=> trans(s449,s68) ),
    introduced(definition,[new_symbols(definition,[spl0_385])],[avatar_definition]) ).

fof(f2483,plain,
    ( ~ trans(s449,s68)
    | spl0_385 ),
    inference(avatar_component_clause,[],[f2481]) ).

fof(f2485,definition,
    ( spl0_386
  <=> trans(s449,s67) ),
    introduced(definition,[new_symbols(definition,[spl0_386])],[avatar_definition]) ).

fof(f2487,plain,
    ( ~ trans(s449,s67)
    | spl0_386 ),
    inference(avatar_component_clause,[],[f2485]) ).

fof(f2489,definition,
    ( spl0_387
  <=> trans(s449,s66) ),
    introduced(definition,[new_symbols(definition,[spl0_387])],[avatar_definition]) ).

fof(f2491,plain,
    ( ~ trans(s449,s66)
    | spl0_387 ),
    inference(avatar_component_clause,[],[f2489]) ).

fof(f2493,definition,
    ( spl0_388
  <=> trans(s449,s65) ),
    introduced(definition,[new_symbols(definition,[spl0_388])],[avatar_definition]) ).

fof(f2495,plain,
    ( ~ trans(s449,s65)
    | spl0_388 ),
    inference(avatar_component_clause,[],[f2493]) ).

fof(f2497,definition,
    ( spl0_389
  <=> trans(s449,s64) ),
    introduced(definition,[new_symbols(definition,[spl0_389])],[avatar_definition]) ).

fof(f2499,plain,
    ( ~ trans(s449,s64)
    | spl0_389 ),
    inference(avatar_component_clause,[],[f2497]) ).

fof(f2501,definition,
    ( spl0_390
  <=> trans(s449,s63) ),
    introduced(definition,[new_symbols(definition,[spl0_390])],[avatar_definition]) ).

fof(f2503,plain,
    ( ~ trans(s449,s63)
    | spl0_390 ),
    inference(avatar_component_clause,[],[f2501]) ).

fof(f2505,definition,
    ( spl0_391
  <=> trans(s449,s62) ),
    introduced(definition,[new_symbols(definition,[spl0_391])],[avatar_definition]) ).

fof(f2507,plain,
    ( ~ trans(s449,s62)
    | spl0_391 ),
    inference(avatar_component_clause,[],[f2505]) ).

fof(f2509,definition,
    ( spl0_392
  <=> trans(s449,s61) ),
    introduced(definition,[new_symbols(definition,[spl0_392])],[avatar_definition]) ).

fof(f2511,plain,
    ( ~ trans(s449,s61)
    | spl0_392 ),
    inference(avatar_component_clause,[],[f2509]) ).

fof(f2513,definition,
    ( spl0_393
  <=> trans(s449,s60) ),
    introduced(definition,[new_symbols(definition,[spl0_393])],[avatar_definition]) ).

fof(f2515,plain,
    ( ~ trans(s449,s60)
    | spl0_393 ),
    inference(avatar_component_clause,[],[f2513]) ).

fof(f2517,definition,
    ( spl0_394
  <=> trans(s449,s59) ),
    introduced(definition,[new_symbols(definition,[spl0_394])],[avatar_definition]) ).

fof(f2519,plain,
    ( ~ trans(s449,s59)
    | spl0_394 ),
    inference(avatar_component_clause,[],[f2517]) ).

fof(f2521,definition,
    ( spl0_395
  <=> trans(s449,s58) ),
    introduced(definition,[new_symbols(definition,[spl0_395])],[avatar_definition]) ).

fof(f2523,plain,
    ( ~ trans(s449,s58)
    | spl0_395 ),
    inference(avatar_component_clause,[],[f2521]) ).

fof(f2525,definition,
    ( spl0_396
  <=> trans(s449,s57) ),
    introduced(definition,[new_symbols(definition,[spl0_396])],[avatar_definition]) ).

fof(f2527,plain,
    ( ~ trans(s449,s57)
    | spl0_396 ),
    inference(avatar_component_clause,[],[f2525]) ).

fof(f2529,definition,
    ( spl0_397
  <=> trans(s449,s56) ),
    introduced(definition,[new_symbols(definition,[spl0_397])],[avatar_definition]) ).

fof(f2531,plain,
    ( ~ trans(s449,s56)
    | spl0_397 ),
    inference(avatar_component_clause,[],[f2529]) ).

fof(f2533,definition,
    ( spl0_398
  <=> trans(s449,s55) ),
    introduced(definition,[new_symbols(definition,[spl0_398])],[avatar_definition]) ).

fof(f2535,plain,
    ( ~ trans(s449,s55)
    | spl0_398 ),
    inference(avatar_component_clause,[],[f2533]) ).

fof(f2537,definition,
    ( spl0_399
  <=> trans(s449,s54) ),
    introduced(definition,[new_symbols(definition,[spl0_399])],[avatar_definition]) ).

fof(f2539,plain,
    ( ~ trans(s449,s54)
    | spl0_399 ),
    inference(avatar_component_clause,[],[f2537]) ).

fof(f2541,definition,
    ( spl0_400
  <=> trans(s449,s53) ),
    introduced(definition,[new_symbols(definition,[spl0_400])],[avatar_definition]) ).

fof(f2543,plain,
    ( ~ trans(s449,s53)
    | spl0_400 ),
    inference(avatar_component_clause,[],[f2541]) ).

fof(f2545,definition,
    ( spl0_401
  <=> trans(s449,s52) ),
    introduced(definition,[new_symbols(definition,[spl0_401])],[avatar_definition]) ).

fof(f2547,plain,
    ( ~ trans(s449,s52)
    | spl0_401 ),
    inference(avatar_component_clause,[],[f2545]) ).

fof(f2549,definition,
    ( spl0_402
  <=> trans(s449,s51) ),
    introduced(definition,[new_symbols(definition,[spl0_402])],[avatar_definition]) ).

fof(f2551,plain,
    ( ~ trans(s449,s51)
    | spl0_402 ),
    inference(avatar_component_clause,[],[f2549]) ).

fof(f2553,definition,
    ( spl0_403
  <=> trans(s449,s50) ),
    introduced(definition,[new_symbols(definition,[spl0_403])],[avatar_definition]) ).

fof(f2555,plain,
    ( ~ trans(s449,s50)
    | spl0_403 ),
    inference(avatar_component_clause,[],[f2553]) ).

fof(f2557,definition,
    ( spl0_404
  <=> trans(s449,s49) ),
    introduced(definition,[new_symbols(definition,[spl0_404])],[avatar_definition]) ).

fof(f2559,plain,
    ( ~ trans(s449,s49)
    | spl0_404 ),
    inference(avatar_component_clause,[],[f2557]) ).

fof(f2561,definition,
    ( spl0_405
  <=> trans(s449,s48) ),
    introduced(definition,[new_symbols(definition,[spl0_405])],[avatar_definition]) ).

fof(f2563,plain,
    ( ~ trans(s449,s48)
    | spl0_405 ),
    inference(avatar_component_clause,[],[f2561]) ).

fof(f2565,definition,
    ( spl0_406
  <=> trans(s449,s47) ),
    introduced(definition,[new_symbols(definition,[spl0_406])],[avatar_definition]) ).

fof(f2567,plain,
    ( ~ trans(s449,s47)
    | spl0_406 ),
    inference(avatar_component_clause,[],[f2565]) ).

fof(f2569,definition,
    ( spl0_407
  <=> trans(s449,s46) ),
    introduced(definition,[new_symbols(definition,[spl0_407])],[avatar_definition]) ).

fof(f2571,plain,
    ( ~ trans(s449,s46)
    | spl0_407 ),
    inference(avatar_component_clause,[],[f2569]) ).

fof(f2573,definition,
    ( spl0_408
  <=> trans(s449,s45) ),
    introduced(definition,[new_symbols(definition,[spl0_408])],[avatar_definition]) ).

fof(f2575,plain,
    ( ~ trans(s449,s45)
    | spl0_408 ),
    inference(avatar_component_clause,[],[f2573]) ).

fof(f2577,definition,
    ( spl0_409
  <=> trans(s449,s44) ),
    introduced(definition,[new_symbols(definition,[spl0_409])],[avatar_definition]) ).

fof(f2579,plain,
    ( ~ trans(s449,s44)
    | spl0_409 ),
    inference(avatar_component_clause,[],[f2577]) ).

fof(f2581,definition,
    ( spl0_410
  <=> trans(s449,s43) ),
    introduced(definition,[new_symbols(definition,[spl0_410])],[avatar_definition]) ).

fof(f2583,plain,
    ( ~ trans(s449,s43)
    | spl0_410 ),
    inference(avatar_component_clause,[],[f2581]) ).

fof(f2585,definition,
    ( spl0_411
  <=> trans(s449,s42) ),
    introduced(definition,[new_symbols(definition,[spl0_411])],[avatar_definition]) ).

fof(f2587,plain,
    ( ~ trans(s449,s42)
    | spl0_411 ),
    inference(avatar_component_clause,[],[f2585]) ).

fof(f2589,definition,
    ( spl0_412
  <=> trans(s449,s41) ),
    introduced(definition,[new_symbols(definition,[spl0_412])],[avatar_definition]) ).

fof(f2591,plain,
    ( ~ trans(s449,s41)
    | spl0_412 ),
    inference(avatar_component_clause,[],[f2589]) ).

fof(f2593,definition,
    ( spl0_413
  <=> trans(s449,s40) ),
    introduced(definition,[new_symbols(definition,[spl0_413])],[avatar_definition]) ).

fof(f2595,plain,
    ( ~ trans(s449,s40)
    | spl0_413 ),
    inference(avatar_component_clause,[],[f2593]) ).

fof(f2597,definition,
    ( spl0_414
  <=> trans(s449,s39) ),
    introduced(definition,[new_symbols(definition,[spl0_414])],[avatar_definition]) ).

fof(f2599,plain,
    ( ~ trans(s449,s39)
    | spl0_414 ),
    inference(avatar_component_clause,[],[f2597]) ).

fof(f2601,definition,
    ( spl0_415
  <=> trans(s449,s38) ),
    introduced(definition,[new_symbols(definition,[spl0_415])],[avatar_definition]) ).

fof(f2603,plain,
    ( ~ trans(s449,s38)
    | spl0_415 ),
    inference(avatar_component_clause,[],[f2601]) ).

fof(f2605,definition,
    ( spl0_416
  <=> trans(s449,s37) ),
    introduced(definition,[new_symbols(definition,[spl0_416])],[avatar_definition]) ).

fof(f2607,plain,
    ( ~ trans(s449,s37)
    | spl0_416 ),
    inference(avatar_component_clause,[],[f2605]) ).

fof(f2609,definition,
    ( spl0_417
  <=> trans(s449,s36) ),
    introduced(definition,[new_symbols(definition,[spl0_417])],[avatar_definition]) ).

fof(f2611,plain,
    ( ~ trans(s449,s36)
    | spl0_417 ),
    inference(avatar_component_clause,[],[f2609]) ).

fof(f2613,definition,
    ( spl0_418
  <=> trans(s449,s35) ),
    introduced(definition,[new_symbols(definition,[spl0_418])],[avatar_definition]) ).

fof(f2615,plain,
    ( ~ trans(s449,s35)
    | spl0_418 ),
    inference(avatar_component_clause,[],[f2613]) ).

fof(f2617,definition,
    ( spl0_419
  <=> trans(s449,s34) ),
    introduced(definition,[new_symbols(definition,[spl0_419])],[avatar_definition]) ).

fof(f2619,plain,
    ( ~ trans(s449,s34)
    | spl0_419 ),
    inference(avatar_component_clause,[],[f2617]) ).

fof(f2621,definition,
    ( spl0_420
  <=> trans(s449,s33) ),
    introduced(definition,[new_symbols(definition,[spl0_420])],[avatar_definition]) ).

fof(f2623,plain,
    ( ~ trans(s449,s33)
    | spl0_420 ),
    inference(avatar_component_clause,[],[f2621]) ).

fof(f2625,definition,
    ( spl0_421
  <=> trans(s449,s32) ),
    introduced(definition,[new_symbols(definition,[spl0_421])],[avatar_definition]) ).

fof(f2627,plain,
    ( ~ trans(s449,s32)
    | spl0_421 ),
    inference(avatar_component_clause,[],[f2625]) ).

fof(f2629,definition,
    ( spl0_422
  <=> trans(s449,s31) ),
    introduced(definition,[new_symbols(definition,[spl0_422])],[avatar_definition]) ).

fof(f2631,plain,
    ( ~ trans(s449,s31)
    | spl0_422 ),
    inference(avatar_component_clause,[],[f2629]) ).

fof(f2633,definition,
    ( spl0_423
  <=> trans(s449,s30) ),
    introduced(definition,[new_symbols(definition,[spl0_423])],[avatar_definition]) ).

fof(f2635,plain,
    ( ~ trans(s449,s30)
    | spl0_423 ),
    inference(avatar_component_clause,[],[f2633]) ).

fof(f2637,definition,
    ( spl0_424
  <=> trans(s449,s29) ),
    introduced(definition,[new_symbols(definition,[spl0_424])],[avatar_definition]) ).

fof(f2639,plain,
    ( ~ trans(s449,s29)
    | spl0_424 ),
    inference(avatar_component_clause,[],[f2637]) ).

fof(f2641,definition,
    ( spl0_425
  <=> trans(s449,s28) ),
    introduced(definition,[new_symbols(definition,[spl0_425])],[avatar_definition]) ).

fof(f2643,plain,
    ( ~ trans(s449,s28)
    | spl0_425 ),
    inference(avatar_component_clause,[],[f2641]) ).

fof(f2645,definition,
    ( spl0_426
  <=> trans(s449,s27) ),
    introduced(definition,[new_symbols(definition,[spl0_426])],[avatar_definition]) ).

fof(f2647,plain,
    ( ~ trans(s449,s27)
    | spl0_426 ),
    inference(avatar_component_clause,[],[f2645]) ).

fof(f2649,definition,
    ( spl0_427
  <=> trans(s449,s26) ),
    introduced(definition,[new_symbols(definition,[spl0_427])],[avatar_definition]) ).

fof(f2651,plain,
    ( ~ trans(s449,s26)
    | spl0_427 ),
    inference(avatar_component_clause,[],[f2649]) ).

fof(f2653,definition,
    ( spl0_428
  <=> trans(s449,s25) ),
    introduced(definition,[new_symbols(definition,[spl0_428])],[avatar_definition]) ).

fof(f2655,plain,
    ( ~ trans(s449,s25)
    | spl0_428 ),
    inference(avatar_component_clause,[],[f2653]) ).

fof(f2657,definition,
    ( spl0_429
  <=> trans(s449,s24) ),
    introduced(definition,[new_symbols(definition,[spl0_429])],[avatar_definition]) ).

fof(f2659,plain,
    ( ~ trans(s449,s24)
    | spl0_429 ),
    inference(avatar_component_clause,[],[f2657]) ).

fof(f2661,definition,
    ( spl0_430
  <=> trans(s449,s23) ),
    introduced(definition,[new_symbols(definition,[spl0_430])],[avatar_definition]) ).

fof(f2663,plain,
    ( ~ trans(s449,s23)
    | spl0_430 ),
    inference(avatar_component_clause,[],[f2661]) ).

fof(f2665,definition,
    ( spl0_431
  <=> trans(s449,s22) ),
    introduced(definition,[new_symbols(definition,[spl0_431])],[avatar_definition]) ).

fof(f2667,plain,
    ( ~ trans(s449,s22)
    | spl0_431 ),
    inference(avatar_component_clause,[],[f2665]) ).

fof(f2669,definition,
    ( spl0_432
  <=> trans(s449,s21) ),
    introduced(definition,[new_symbols(definition,[spl0_432])],[avatar_definition]) ).

fof(f2671,plain,
    ( ~ trans(s449,s21)
    | spl0_432 ),
    inference(avatar_component_clause,[],[f2669]) ).

fof(f2673,definition,
    ( spl0_433
  <=> trans(s449,s20) ),
    introduced(definition,[new_symbols(definition,[spl0_433])],[avatar_definition]) ).

fof(f2675,plain,
    ( ~ trans(s449,s20)
    | spl0_433 ),
    inference(avatar_component_clause,[],[f2673]) ).

fof(f2677,definition,
    ( spl0_434
  <=> trans(s449,s19) ),
    introduced(definition,[new_symbols(definition,[spl0_434])],[avatar_definition]) ).

fof(f2679,plain,
    ( ~ trans(s449,s19)
    | spl0_434 ),
    inference(avatar_component_clause,[],[f2677]) ).

fof(f2681,definition,
    ( spl0_435
  <=> trans(s449,s18) ),
    introduced(definition,[new_symbols(definition,[spl0_435])],[avatar_definition]) ).

fof(f2683,plain,
    ( ~ trans(s449,s18)
    | spl0_435 ),
    inference(avatar_component_clause,[],[f2681]) ).

fof(f2685,definition,
    ( spl0_436
  <=> trans(s449,s17) ),
    introduced(definition,[new_symbols(definition,[spl0_436])],[avatar_definition]) ).

fof(f2687,plain,
    ( ~ trans(s449,s17)
    | spl0_436 ),
    inference(avatar_component_clause,[],[f2685]) ).

fof(f2689,definition,
    ( spl0_437
  <=> trans(s449,s16) ),
    introduced(definition,[new_symbols(definition,[spl0_437])],[avatar_definition]) ).

fof(f2691,plain,
    ( ~ trans(s449,s16)
    | spl0_437 ),
    inference(avatar_component_clause,[],[f2689]) ).

fof(f2693,definition,
    ( spl0_438
  <=> trans(s449,s15) ),
    introduced(definition,[new_symbols(definition,[spl0_438])],[avatar_definition]) ).

fof(f2695,plain,
    ( ~ trans(s449,s15)
    | spl0_438 ),
    inference(avatar_component_clause,[],[f2693]) ).

fof(f2697,definition,
    ( spl0_439
  <=> trans(s449,s14) ),
    introduced(definition,[new_symbols(definition,[spl0_439])],[avatar_definition]) ).

fof(f2699,plain,
    ( ~ trans(s449,s14)
    | spl0_439 ),
    inference(avatar_component_clause,[],[f2697]) ).

fof(f2701,definition,
    ( spl0_440
  <=> trans(s449,s13) ),
    introduced(definition,[new_symbols(definition,[spl0_440])],[avatar_definition]) ).

fof(f2703,plain,
    ( ~ trans(s449,s13)
    | spl0_440 ),
    inference(avatar_component_clause,[],[f2701]) ).

fof(f2705,definition,
    ( spl0_441
  <=> trans(s449,s12) ),
    introduced(definition,[new_symbols(definition,[spl0_441])],[avatar_definition]) ).

fof(f2707,plain,
    ( ~ trans(s449,s12)
    | spl0_441 ),
    inference(avatar_component_clause,[],[f2705]) ).

fof(f2709,definition,
    ( spl0_442
  <=> trans(s449,s11) ),
    introduced(definition,[new_symbols(definition,[spl0_442])],[avatar_definition]) ).

fof(f2711,plain,
    ( ~ trans(s449,s11)
    | spl0_442 ),
    inference(avatar_component_clause,[],[f2709]) ).

fof(f2713,definition,
    ( spl0_443
  <=> trans(s449,s10) ),
    introduced(definition,[new_symbols(definition,[spl0_443])],[avatar_definition]) ).

fof(f2715,plain,
    ( ~ trans(s449,s10)
    | spl0_443 ),
    inference(avatar_component_clause,[],[f2713]) ).

fof(f2717,definition,
    ( spl0_444
  <=> trans(s449,s9) ),
    introduced(definition,[new_symbols(definition,[spl0_444])],[avatar_definition]) ).

fof(f2719,plain,
    ( ~ trans(s449,s9)
    | spl0_444 ),
    inference(avatar_component_clause,[],[f2717]) ).

fof(f2721,definition,
    ( spl0_445
  <=> trans(s449,s8) ),
    introduced(definition,[new_symbols(definition,[spl0_445])],[avatar_definition]) ).

fof(f2723,plain,
    ( ~ trans(s449,s8)
    | spl0_445 ),
    inference(avatar_component_clause,[],[f2721]) ).

fof(f2725,definition,
    ( spl0_446
  <=> trans(s449,s7) ),
    introduced(definition,[new_symbols(definition,[spl0_446])],[avatar_definition]) ).

fof(f2727,plain,
    ( ~ trans(s449,s7)
    | spl0_446 ),
    inference(avatar_component_clause,[],[f2725]) ).

fof(f2729,definition,
    ( spl0_447
  <=> trans(s449,s6) ),
    introduced(definition,[new_symbols(definition,[spl0_447])],[avatar_definition]) ).

fof(f2731,plain,
    ( ~ trans(s449,s6)
    | spl0_447 ),
    inference(avatar_component_clause,[],[f2729]) ).

fof(f2733,definition,
    ( spl0_448
  <=> trans(s449,s5) ),
    introduced(definition,[new_symbols(definition,[spl0_448])],[avatar_definition]) ).

fof(f2735,plain,
    ( ~ trans(s449,s5)
    | spl0_448 ),
    inference(avatar_component_clause,[],[f2733]) ).

fof(f2737,definition,
    ( spl0_449
  <=> trans(s449,s4) ),
    introduced(definition,[new_symbols(definition,[spl0_449])],[avatar_definition]) ).

fof(f2739,plain,
    ( ~ trans(s449,s4)
    | spl0_449 ),
    inference(avatar_component_clause,[],[f2737]) ).

fof(f2741,definition,
    ( spl0_450
  <=> trans(s449,s3) ),
    introduced(definition,[new_symbols(definition,[spl0_450])],[avatar_definition]) ).

fof(f2743,plain,
    ( ~ trans(s449,s3)
    | spl0_450 ),
    inference(avatar_component_clause,[],[f2741]) ).

fof(f2745,definition,
    ( spl0_451
  <=> trans(s449,s2) ),
    introduced(definition,[new_symbols(definition,[spl0_451])],[avatar_definition]) ).

fof(f2747,plain,
    ( ~ trans(s449,s2)
    | spl0_451 ),
    inference(avatar_component_clause,[],[f2745]) ).

fof(f2749,definition,
    ( spl0_452
  <=> trans(s449,s1) ),
    introduced(definition,[new_symbols(definition,[spl0_452])],[avatar_definition]) ).

fof(f2751,plain,
    ( ~ trans(s449,s1)
    | spl0_452 ),
    inference(avatar_component_clause,[],[f2749]) ).

fof(f2753,definition,
    ( spl0_453
  <=> trans(s449,s0) ),
    introduced(definition,[new_symbols(definition,[spl0_453])],[avatar_definition]) ).

fof(f2755,plain,
    ( ~ trans(s449,s0)
    | spl0_453 ),
    inference(avatar_component_clause,[],[f2753]) ).

fof(f2756,plain,
    ( ~ spl0_4
    | ~ spl0_5
    | ~ spl0_6
    | ~ spl0_7
    | ~ spl0_8
    | ~ spl0_9
    | ~ spl0_10
    | ~ spl0_11
    | ~ spl0_12
    | ~ spl0_13
    | ~ spl0_14
    | ~ spl0_15
    | ~ spl0_16
    | ~ spl0_17
    | ~ spl0_18
    | ~ spl0_19
    | ~ spl0_20
    | ~ spl0_21
    | ~ spl0_22
    | ~ spl0_23
    | ~ spl0_24
    | ~ spl0_25
    | ~ spl0_26
    | ~ spl0_27
    | ~ spl0_28
    | ~ spl0_29
    | ~ spl0_30
    | ~ spl0_31
    | ~ spl0_32
    | ~ spl0_33
    | ~ spl0_34
    | ~ spl0_35
    | ~ spl0_36
    | ~ spl0_37
    | ~ spl0_38
    | ~ spl0_39
    | ~ spl0_40
    | ~ spl0_41
    | ~ spl0_42
    | ~ spl0_43
    | ~ spl0_44
    | ~ spl0_45
    | ~ spl0_46
    | ~ spl0_47
    | ~ spl0_48
    | ~ spl0_49
    | ~ spl0_50
    | ~ spl0_51
    | ~ spl0_52
    | ~ spl0_53
    | ~ spl0_54
    | ~ spl0_55
    | ~ spl0_56
    | ~ spl0_57
    | ~ spl0_58
    | ~ spl0_59
    | ~ spl0_60
    | ~ spl0_61
    | ~ spl0_62
    | ~ spl0_63
    | ~ spl0_64
    | ~ spl0_65
    | ~ spl0_66
    | ~ spl0_67
    | ~ spl0_68
    | ~ spl0_69
    | ~ spl0_70
    | ~ spl0_71
    | ~ spl0_72
    | ~ spl0_73
    | ~ spl0_74
    | ~ spl0_75
    | ~ spl0_76
    | ~ spl0_77
    | ~ spl0_78
    | ~ spl0_79
    | ~ spl0_80
    | ~ spl0_81
    | ~ spl0_82
    | ~ spl0_83
    | ~ spl0_84
    | ~ spl0_85
    | ~ spl0_86
    | ~ spl0_87
    | ~ spl0_88
    | ~ spl0_89
    | ~ spl0_90
    | ~ spl0_91
    | ~ spl0_92
    | ~ spl0_93
    | ~ spl0_94
    | ~ spl0_95
    | ~ spl0_96
    | ~ spl0_97
    | ~ spl0_98
    | ~ spl0_99
    | ~ spl0_100
    | ~ spl0_101
    | ~ spl0_102
    | ~ spl0_103
    | ~ spl0_104
    | ~ spl0_105
    | ~ spl0_106
    | ~ spl0_107
    | ~ spl0_108
    | ~ spl0_109
    | ~ spl0_110
    | ~ spl0_111
    | ~ spl0_112
    | ~ spl0_113
    | ~ spl0_114
    | ~ spl0_115
    | ~ spl0_116
    | ~ spl0_117
    | ~ spl0_118
    | ~ spl0_119
    | ~ spl0_120
    | ~ spl0_121
    | ~ spl0_122
    | ~ spl0_123
    | ~ spl0_124
    | ~ spl0_125
    | ~ spl0_126
    | ~ spl0_127
    | ~ spl0_128
    | ~ spl0_129
    | ~ spl0_130
    | ~ spl0_131
    | ~ spl0_132
    | ~ spl0_133
    | ~ spl0_134
    | ~ spl0_135
    | ~ spl0_136
    | ~ spl0_137
    | ~ spl0_138
    | ~ spl0_139
    | ~ spl0_140
    | ~ spl0_141
    | ~ spl0_142
    | ~ spl0_143
    | ~ spl0_144
    | ~ spl0_145
    | ~ spl0_146
    | ~ spl0_147
    | ~ spl0_148
    | ~ spl0_149
    | ~ spl0_150
    | ~ spl0_151
    | ~ spl0_152
    | ~ spl0_153
    | ~ spl0_154
    | ~ spl0_155
    | ~ spl0_156
    | ~ spl0_157
    | ~ spl0_158
    | ~ spl0_159
    | ~ spl0_160
    | ~ spl0_161
    | ~ spl0_162
    | ~ spl0_163
    | ~ spl0_164
    | ~ spl0_165
    | ~ spl0_166
    | ~ spl0_167
    | ~ spl0_168
    | ~ spl0_169
    | ~ spl0_170
    | ~ spl0_171
    | ~ spl0_172
    | ~ spl0_173
    | ~ spl0_174
    | ~ spl0_175
    | ~ spl0_176
    | ~ spl0_177
    | ~ spl0_178
    | ~ spl0_179
    | ~ spl0_180
    | ~ spl0_181
    | ~ spl0_182
    | ~ spl0_183
    | ~ spl0_184
    | ~ spl0_185
    | ~ spl0_186
    | ~ spl0_187
    | ~ spl0_188
    | ~ spl0_189
    | ~ spl0_190
    | ~ spl0_191
    | ~ spl0_192
    | ~ spl0_193
    | ~ spl0_194
    | ~ spl0_195
    | ~ spl0_196
    | ~ spl0_197
    | ~ spl0_198
    | ~ spl0_199
    | ~ spl0_200
    | ~ spl0_201
    | ~ spl0_202
    | ~ spl0_203
    | ~ spl0_204
    | ~ spl0_205
    | ~ spl0_206
    | ~ spl0_207
    | ~ spl0_208
    | ~ spl0_209
    | ~ spl0_210
    | ~ spl0_211
    | ~ spl0_212
    | ~ spl0_213
    | ~ spl0_214
    | ~ spl0_215
    | ~ spl0_216
    | ~ spl0_217
    | ~ spl0_218
    | ~ spl0_219
    | ~ spl0_220
    | ~ spl0_221
    | ~ spl0_222
    | ~ spl0_223
    | ~ spl0_224
    | ~ spl0_225
    | ~ spl0_226
    | ~ spl0_227
    | ~ spl0_228
    | ~ spl0_229
    | ~ spl0_230
    | ~ spl0_231
    | ~ spl0_232
    | ~ spl0_233
    | ~ spl0_234
    | ~ spl0_235
    | ~ spl0_236
    | ~ spl0_237
    | ~ spl0_238
    | ~ spl0_239
    | ~ spl0_240
    | ~ spl0_241
    | ~ spl0_242
    | ~ spl0_243
    | ~ spl0_244
    | ~ spl0_245
    | ~ spl0_246
    | ~ spl0_247
    | ~ spl0_248
    | ~ spl0_249
    | ~ spl0_250
    | ~ spl0_251
    | ~ spl0_252
    | ~ spl0_253
    | ~ spl0_254
    | ~ spl0_255
    | ~ spl0_256
    | ~ spl0_257
    | ~ spl0_258
    | ~ spl0_259
    | ~ spl0_260
    | ~ spl0_261
    | ~ spl0_262
    | ~ spl0_263
    | ~ spl0_264
    | ~ spl0_265
    | ~ spl0_266
    | ~ spl0_267
    | ~ spl0_268
    | ~ spl0_269
    | ~ spl0_270
    | ~ spl0_271
    | ~ spl0_272
    | ~ spl0_273
    | ~ spl0_274
    | ~ spl0_275
    | ~ spl0_276
    | ~ spl0_277
    | ~ spl0_278
    | ~ spl0_279
    | ~ spl0_280
    | ~ spl0_281
    | ~ spl0_282
    | ~ spl0_283
    | ~ spl0_284
    | ~ spl0_285
    | ~ spl0_286
    | ~ spl0_287
    | ~ spl0_288
    | ~ spl0_289
    | ~ spl0_290
    | ~ spl0_291
    | ~ spl0_292
    | ~ spl0_293
    | ~ spl0_294
    | ~ spl0_295
    | ~ spl0_296
    | ~ spl0_297
    | ~ spl0_298
    | ~ spl0_299
    | ~ spl0_300
    | ~ spl0_301
    | ~ spl0_302
    | ~ spl0_303
    | ~ spl0_304
    | ~ spl0_305
    | ~ spl0_306
    | ~ spl0_307
    | ~ spl0_308
    | ~ spl0_309
    | ~ spl0_310
    | ~ spl0_311
    | ~ spl0_312
    | ~ spl0_313
    | ~ spl0_314
    | ~ spl0_315
    | ~ spl0_316
    | ~ spl0_317
    | ~ spl0_318
    | ~ spl0_319
    | ~ spl0_320
    | ~ spl0_321
    | ~ spl0_322
    | ~ spl0_323
    | ~ spl0_324
    | ~ spl0_325
    | ~ spl0_326
    | ~ spl0_327
    | ~ spl0_328
    | ~ spl0_329
    | ~ spl0_330
    | ~ spl0_331
    | ~ spl0_332
    | ~ spl0_333
    | ~ spl0_334
    | ~ spl0_335
    | ~ spl0_336
    | ~ spl0_337
    | ~ spl0_338
    | ~ spl0_339
    | ~ spl0_340
    | ~ spl0_341
    | ~ spl0_342
    | ~ spl0_343
    | ~ spl0_344
    | ~ spl0_345
    | ~ spl0_346
    | ~ spl0_347
    | ~ spl0_348
    | ~ spl0_349
    | ~ spl0_350
    | ~ spl0_351
    | ~ spl0_352
    | ~ spl0_353
    | ~ spl0_354
    | ~ spl0_355
    | ~ spl0_356
    | ~ spl0_357
    | ~ spl0_358
    | ~ spl0_359
    | ~ spl0_360
    | ~ spl0_361
    | ~ spl0_362
    | ~ spl0_363
    | ~ spl0_364
    | ~ spl0_365
    | ~ spl0_366
    | ~ spl0_367
    | ~ spl0_368
    | ~ spl0_369
    | ~ spl0_370
    | ~ spl0_371
    | ~ spl0_372
    | ~ spl0_373
    | ~ spl0_374
    | ~ spl0_375
    | ~ spl0_376
    | ~ spl0_377
    | ~ spl0_378
    | ~ spl0_379
    | ~ spl0_380
    | ~ spl0_381
    | ~ spl0_382
    | ~ spl0_383
    | ~ spl0_384
    | ~ spl0_385
    | ~ spl0_386
    | ~ spl0_387
    | ~ spl0_388
    | ~ spl0_389
    | ~ spl0_390
    | ~ spl0_391
    | ~ spl0_392
    | ~ spl0_393
    | ~ spl0_394
    | ~ spl0_395
    | ~ spl0_396
    | ~ spl0_397
    | ~ spl0_398
    | ~ spl0_399
    | ~ spl0_400
    | ~ spl0_401
    | ~ spl0_402
    | ~ spl0_403
    | ~ spl0_404
    | ~ spl0_405
    | ~ spl0_406
    | ~ spl0_407
    | ~ spl0_408
    | ~ spl0_409
    | ~ spl0_410
    | ~ spl0_411
    | ~ spl0_412
    | ~ spl0_413
    | ~ spl0_414
    | ~ spl0_415
    | ~ spl0_416
    | ~ spl0_417
    | ~ spl0_418
    | ~ spl0_419
    | ~ spl0_420
    | ~ spl0_421
    | ~ spl0_422
    | ~ spl0_423
    | ~ spl0_424
    | ~ spl0_425
    | ~ spl0_426
    | ~ spl0_427
    | ~ spl0_428
    | ~ spl0_429
    | ~ spl0_430
    | ~ spl0_431
    | ~ spl0_432
    | ~ spl0_433
    | ~ spl0_434
    | ~ spl0_435
    | ~ spl0_436
    | ~ spl0_437
    | ~ spl0_438
    | ~ spl0_439
    | ~ spl0_440
    | ~ spl0_441
    | ~ spl0_442
    | ~ spl0_443
    | ~ spl0_444
    | ~ spl0_445
    | ~ spl0_446
    | ~ spl0_447
    | ~ spl0_448
    | ~ spl0_449
    | ~ spl0_450
    | ~ spl0_451
    | ~ spl0_452
    | ~ spl0_453
    | spl0_2 ),
    inference(avatar_split_clause,[],[f924,f948,f2753,f2749,f2745,f2741,f2737,f2733,f2729,f2725,f2721,f2717,f2713,f2709,f2705,f2701,f2697,f2693,f2689,f2685,f2681,f2677,f2673,f2669,f2665,f2661,f2657,f2653,f2649,f2645,f2641,f2637,f2633,f2629,f2625,f2621,f2617,f2613,f2609,f2605,f2601,f2597,f2593,f2589,f2585,f2581,f2577,f2573,f2569,f2565,f2561,f2557,f2553,f2549,f2545,f2541,f2537,f2533,f2529,f2525,f2521,f2517,f2513,f2509,f2505,f2501,f2497,f2493,f2489,f2485,f2481,f2477,f2473,f2469,f2465,f2461,f2457,f2453,f2449,f2445,f2441,f2437,f2433,f2429,f2425,f2421,f2417,f2413,f2409,f2405,f2401,f2397,f2393,f2389,f2385,f2381,f2377,f2373,f2369,f2365,f2361,f2357,f2353,f2349,f2345,f2341,f2337,f2333,f2329,f2325,f2321,f2317,f2313,f2309,f2305,f2301,f2297,f2293,f2289,f2285,f2281,f2277,f2273,f2269,f2265,f2261,f2257,f2253,f2249,f2245,f2241,f2237,f2233,f2229,f2225,f2221,f2217,f2213,f2209,f2205,f2201,f2197,f2193,f2189,f2185,f2181,f2177,f2173,f2169,f2165,f2161,f2157,f2153,f2149,f2145,f2141,f2137,f2133,f2129,f2125,f2121,f2117,f2113,f2109,f2105,f2101,f2097,f2093,f2089,f2085,f2081,f2077,f2073,f2069,f2065,f2061,f2057,f2053,f2049,f2045,f2041,f2037,f2033,f2029,f2025,f2021,f2017,f2013,f2009,f2005,f2001,f1997,f1993,f1989,f1985,f1981,f1977,f1973,f1969,f1965,f1961,f1957,f1953,f1949,f1945,f1941,f1937,f1933,f1929,f1925,f1921,f1917,f1913,f1909,f1905,f1901,f1897,f1893,f1889,f1885,f1881,f1877,f1873,f1869,f1865,f1861,f1857,f1853,f1849,f1845,f1841,f1837,f1833,f1829,f1825,f1821,f1817,f1813,f1809,f1805,f1801,f1797,f1793,f1789,f1785,f1781,f1777,f1773,f1769,f1765,f1761,f1757,f1753,f1749,f1745,f1741,f1737,f1733,f1729,f1725,f1721,f1717,f1713,f1709,f1705,f1701,f1697,f1693,f1689,f1685,f1681,f1677,f1673,f1669,f1665,f1661,f1657,f1653,f1649,f1645,f1641,f1637,f1633,f1629,f1625,f1621,f1617,f1613,f1609,f1605,f1601,f1597,f1593,f1589,f1585,f1581,f1577,f1573,f1569,f1565,f1561,f1557,f1553,f1549,f1545,f1541,f1537,f1533,f1529,f1525,f1521,f1517,f1513,f1509,f1505,f1501,f1497,f1493,f1489,f1485,f1481,f1477,f1473,f1469,f1465,f1461,f1457,f1453,f1449,f1445,f1441,f1437,f1433,f1429,f1425,f1421,f1417,f1413,f1409,f1405,f1401,f1397,f1393,f1389,f1385,f1381,f1377,f1373,f1369,f1365,f1361,f1357,f1353,f1349,f1345,f1341,f1337,f1333,f1329,f1325,f1321,f1317,f1313,f1309,f1305,f1301,f1297,f1293,f1289,f1285,f1281,f1277,f1273,f1269,f1265,f1261,f1257,f1253,f1249,f1245,f1241,f1237,f1233,f1229,f1225,f1221,f1217,f1213,f1209,f1205,f1201,f1197,f1193,f1189,f1185,f1181,f1177,f1173,f1169,f1165,f1161,f1157,f1153,f1149,f1145,f1141,f1137,f1133,f1129,f1125,f1121,f1117,f1113,f1109,f1105,f1101,f1097,f1093,f1089,f1085,f1081,f1077,f1073,f1069,f1065,f1061,f1057,f1053,f1049,f1045,f1041,f1037,f1033,f1029,f1025,f1021,f1017,f1013,f1009,f1005,f1001,f997,f993,f989,f985,f981,f977,f973,f969,f965,f961,f957]) ).

fof(f2757,plain,
    ( ~ xuntil6(s0)
    | ~ node4(s0) ),
    inference(resolution,[],[f938,f473]) ).

fof(f2759,definition,
    ( spl0_454
  <=> node4(s0) ),
    introduced(definition,[new_symbols(definition,[spl0_454])],[avatar_definition]) ).

fof(f2760,plain,
    ( node4(s0)
    | ~ spl0_454 ),
    inference(avatar_component_clause,[],[f2759]) ).

fof(f2761,plain,
    ( ~ node4(s0)
    | spl0_454 ),
    inference(avatar_component_clause,[],[f2759]) ).

fof(f2763,definition,
    ( spl0_455
  <=> xuntil6(s0) ),
    introduced(definition,[new_symbols(definition,[spl0_455])],[avatar_definition]) ).

fof(f2766,plain,
    ( ~ spl0_454
    | ~ spl0_455 ),
    inference(avatar_split_clause,[],[f2757,f2763,f2759]) ).

fof(f2767,plain,
    ! [X0] :
      ( trans(s449,X0)
      | until2p7(X0)
      | xuntil6(s449) ),
    inference(resolution,[],[f450,f941]) ).

fof(f2769,definition,
    ( spl0_456
  <=> xuntil6(s449) ),
    introduced(definition,[new_symbols(definition,[spl0_456])],[avatar_definition]) ).

fof(f2770,plain,
    ( ~ xuntil6(s449)
    | spl0_456 ),
    inference(avatar_component_clause,[],[f2769]) ).

fof(f2771,plain,
    ( xuntil6(s449)
    | ~ spl0_456 ),
    inference(avatar_component_clause,[],[f2769]) ).

fof(f2773,definition,
    ( spl0_457
  <=> ! [X0] :
        ( trans(s449,X0)
        | until2p7(X0) ) ),
    introduced(definition,[new_symbols(definition,[spl0_457])],[avatar_definition]) ).

fof(f2774,plain,
    ( ! [X0] :
        ( trans(s449,X0)
        | until2p7(X0) )
    | ~ spl0_457 ),
    inference(avatar_component_clause,[],[f2773]) ).

fof(f2775,plain,
    ( spl0_456
    | spl0_457 ),
    inference(avatar_split_clause,[],[f2767,f2773,f2769]) ).

fof(f2776,plain,
    ( until5(s1)
    | xuntil6(s0) ),
    inference(resolution,[],[f474,f939]) ).

fof(f2778,definition,
    ( spl0_458
  <=> until5(s1) ),
    introduced(definition,[new_symbols(definition,[spl0_458])],[avatar_definition]) ).

fof(f2780,plain,
    ( until5(s1)
    | ~ spl0_458 ),
    inference(avatar_component_clause,[],[f2778]) ).

fof(f2781,plain,
    ( spl0_455
    | spl0_458 ),
    inference(avatar_split_clause,[],[f2776,f2778,f2763]) ).

fof(f2782,plain,
    ( until5(s2)
    | xuntil6(s1) ),
    inference(resolution,[],[f475,f939]) ).

fof(f2784,definition,
    ( spl0_459
  <=> xuntil6(s1) ),
    introduced(definition,[new_symbols(definition,[spl0_459])],[avatar_definition]) ).

fof(f2786,plain,
    ( xuntil6(s1)
    | ~ spl0_459 ),
    inference(avatar_component_clause,[],[f2784]) ).

fof(f2788,definition,
    ( spl0_460
  <=> until5(s2) ),
    introduced(definition,[new_symbols(definition,[spl0_460])],[avatar_definition]) ).

fof(f2790,plain,
    ( until5(s2)
    | ~ spl0_460 ),
    inference(avatar_component_clause,[],[f2788]) ).

fof(f2791,plain,
    ( spl0_459
    | spl0_460 ),
    inference(avatar_split_clause,[],[f2782,f2788,f2784]) ).

fof(f2792,plain,
    ( until5(s3)
    | xuntil6(s2) ),
    inference(resolution,[],[f476,f939]) ).

fof(f2794,definition,
    ( spl0_461
  <=> xuntil6(s2) ),
    introduced(definition,[new_symbols(definition,[spl0_461])],[avatar_definition]) ).

fof(f2796,plain,
    ( xuntil6(s2)
    | ~ spl0_461 ),
    inference(avatar_component_clause,[],[f2794]) ).

fof(f2798,definition,
    ( spl0_462
  <=> until5(s3) ),
    introduced(definition,[new_symbols(definition,[spl0_462])],[avatar_definition]) ).

fof(f2800,plain,
    ( until5(s3)
    | ~ spl0_462 ),
    inference(avatar_component_clause,[],[f2798]) ).

fof(f2801,plain,
    ( spl0_461
    | spl0_462 ),
    inference(avatar_split_clause,[],[f2792,f2798,f2794]) ).

fof(f2802,plain,
    ( until5(s4)
    | xuntil6(s3) ),
    inference(resolution,[],[f477,f939]) ).

fof(f2804,definition,
    ( spl0_463
  <=> xuntil6(s3) ),
    introduced(definition,[new_symbols(definition,[spl0_463])],[avatar_definition]) ).

fof(f2806,plain,
    ( xuntil6(s3)
    | ~ spl0_463 ),
    inference(avatar_component_clause,[],[f2804]) ).

fof(f2808,definition,
    ( spl0_464
  <=> until5(s4) ),
    introduced(definition,[new_symbols(definition,[spl0_464])],[avatar_definition]) ).

fof(f2810,plain,
    ( until5(s4)
    | ~ spl0_464 ),
    inference(avatar_component_clause,[],[f2808]) ).

fof(f2811,plain,
    ( spl0_463
    | spl0_464 ),
    inference(avatar_split_clause,[],[f2802,f2808,f2804]) ).

fof(f2812,plain,
    ( until5(s5)
    | xuntil6(s4) ),
    inference(resolution,[],[f478,f939]) ).

fof(f2814,definition,
    ( spl0_465
  <=> xuntil6(s4) ),
    introduced(definition,[new_symbols(definition,[spl0_465])],[avatar_definition]) ).

fof(f2816,plain,
    ( xuntil6(s4)
    | ~ spl0_465 ),
    inference(avatar_component_clause,[],[f2814]) ).

fof(f2818,definition,
    ( spl0_466
  <=> until5(s5) ),
    introduced(definition,[new_symbols(definition,[spl0_466])],[avatar_definition]) ).

fof(f2820,plain,
    ( until5(s5)
    | ~ spl0_466 ),
    inference(avatar_component_clause,[],[f2818]) ).

fof(f2821,plain,
    ( spl0_465
    | spl0_466 ),
    inference(avatar_split_clause,[],[f2812,f2818,f2814]) ).

fof(f2822,plain,
    ( until5(s6)
    | xuntil6(s5) ),
    inference(resolution,[],[f479,f939]) ).

fof(f2824,definition,
    ( spl0_467
  <=> xuntil6(s5) ),
    introduced(definition,[new_symbols(definition,[spl0_467])],[avatar_definition]) ).

fof(f2826,plain,
    ( xuntil6(s5)
    | ~ spl0_467 ),
    inference(avatar_component_clause,[],[f2824]) ).

fof(f2828,definition,
    ( spl0_468
  <=> until5(s6) ),
    introduced(definition,[new_symbols(definition,[spl0_468])],[avatar_definition]) ).

fof(f2830,plain,
    ( until5(s6)
    | ~ spl0_468 ),
    inference(avatar_component_clause,[],[f2828]) ).

fof(f2831,plain,
    ( spl0_467
    | spl0_468 ),
    inference(avatar_split_clause,[],[f2822,f2828,f2824]) ).

fof(f2832,plain,
    ( until5(s7)
    | xuntil6(s6) ),
    inference(resolution,[],[f480,f939]) ).

fof(f2834,definition,
    ( spl0_469
  <=> xuntil6(s6) ),
    introduced(definition,[new_symbols(definition,[spl0_469])],[avatar_definition]) ).

fof(f2836,plain,
    ( xuntil6(s6)
    | ~ spl0_469 ),
    inference(avatar_component_clause,[],[f2834]) ).

fof(f2838,definition,
    ( spl0_470
  <=> until5(s7) ),
    introduced(definition,[new_symbols(definition,[spl0_470])],[avatar_definition]) ).

fof(f2840,plain,
    ( until5(s7)
    | ~ spl0_470 ),
    inference(avatar_component_clause,[],[f2838]) ).

fof(f2841,plain,
    ( spl0_469
    | spl0_470 ),
    inference(avatar_split_clause,[],[f2832,f2838,f2834]) ).

fof(f2842,plain,
    ( until5(s8)
    | xuntil6(s7) ),
    inference(resolution,[],[f481,f939]) ).

fof(f2844,definition,
    ( spl0_471
  <=> xuntil6(s7) ),
    introduced(definition,[new_symbols(definition,[spl0_471])],[avatar_definition]) ).

fof(f2846,plain,
    ( xuntil6(s7)
    | ~ spl0_471 ),
    inference(avatar_component_clause,[],[f2844]) ).

fof(f2848,definition,
    ( spl0_472
  <=> until5(s8) ),
    introduced(definition,[new_symbols(definition,[spl0_472])],[avatar_definition]) ).

fof(f2850,plain,
    ( until5(s8)
    | ~ spl0_472 ),
    inference(avatar_component_clause,[],[f2848]) ).

fof(f2851,plain,
    ( spl0_471
    | spl0_472 ),
    inference(avatar_split_clause,[],[f2842,f2848,f2844]) ).

fof(f2852,plain,
    ( until5(s9)
    | xuntil6(s8) ),
    inference(resolution,[],[f482,f939]) ).

fof(f2854,definition,
    ( spl0_473
  <=> xuntil6(s8) ),
    introduced(definition,[new_symbols(definition,[spl0_473])],[avatar_definition]) ).

fof(f2856,plain,
    ( xuntil6(s8)
    | ~ spl0_473 ),
    inference(avatar_component_clause,[],[f2854]) ).

fof(f2858,definition,
    ( spl0_474
  <=> until5(s9) ),
    introduced(definition,[new_symbols(definition,[spl0_474])],[avatar_definition]) ).

fof(f2860,plain,
    ( until5(s9)
    | ~ spl0_474 ),
    inference(avatar_component_clause,[],[f2858]) ).

fof(f2861,plain,
    ( spl0_473
    | spl0_474 ),
    inference(avatar_split_clause,[],[f2852,f2858,f2854]) ).

fof(f2862,plain,
    ( until5(s10)
    | xuntil6(s9) ),
    inference(resolution,[],[f483,f939]) ).

fof(f2864,definition,
    ( spl0_475
  <=> xuntil6(s9) ),
    introduced(definition,[new_symbols(definition,[spl0_475])],[avatar_definition]) ).

fof(f2866,plain,
    ( xuntil6(s9)
    | ~ spl0_475 ),
    inference(avatar_component_clause,[],[f2864]) ).

fof(f2868,definition,
    ( spl0_476
  <=> until5(s10) ),
    introduced(definition,[new_symbols(definition,[spl0_476])],[avatar_definition]) ).

fof(f2870,plain,
    ( until5(s10)
    | ~ spl0_476 ),
    inference(avatar_component_clause,[],[f2868]) ).

fof(f2871,plain,
    ( spl0_475
    | spl0_476 ),
    inference(avatar_split_clause,[],[f2862,f2868,f2864]) ).

fof(f2872,plain,
    ( until5(s11)
    | xuntil6(s10) ),
    inference(resolution,[],[f484,f939]) ).

fof(f2874,definition,
    ( spl0_477
  <=> xuntil6(s10) ),
    introduced(definition,[new_symbols(definition,[spl0_477])],[avatar_definition]) ).

fof(f2876,plain,
    ( xuntil6(s10)
    | ~ spl0_477 ),
    inference(avatar_component_clause,[],[f2874]) ).

fof(f2878,definition,
    ( spl0_478
  <=> until5(s11) ),
    introduced(definition,[new_symbols(definition,[spl0_478])],[avatar_definition]) ).

fof(f2880,plain,
    ( until5(s11)
    | ~ spl0_478 ),
    inference(avatar_component_clause,[],[f2878]) ).

fof(f2881,plain,
    ( spl0_477
    | spl0_478 ),
    inference(avatar_split_clause,[],[f2872,f2878,f2874]) ).

fof(f2882,plain,
    ( until5(s12)
    | xuntil6(s11) ),
    inference(resolution,[],[f485,f939]) ).

fof(f2884,definition,
    ( spl0_479
  <=> xuntil6(s11) ),
    introduced(definition,[new_symbols(definition,[spl0_479])],[avatar_definition]) ).

fof(f2886,plain,
    ( xuntil6(s11)
    | ~ spl0_479 ),
    inference(avatar_component_clause,[],[f2884]) ).

fof(f2888,definition,
    ( spl0_480
  <=> until5(s12) ),
    introduced(definition,[new_symbols(definition,[spl0_480])],[avatar_definition]) ).

fof(f2890,plain,
    ( until5(s12)
    | ~ spl0_480 ),
    inference(avatar_component_clause,[],[f2888]) ).

fof(f2891,plain,
    ( spl0_479
    | spl0_480 ),
    inference(avatar_split_clause,[],[f2882,f2888,f2884]) ).

fof(f2892,plain,
    ( until5(s13)
    | xuntil6(s12) ),
    inference(resolution,[],[f486,f939]) ).

fof(f2894,definition,
    ( spl0_481
  <=> xuntil6(s12) ),
    introduced(definition,[new_symbols(definition,[spl0_481])],[avatar_definition]) ).

fof(f2896,plain,
    ( xuntil6(s12)
    | ~ spl0_481 ),
    inference(avatar_component_clause,[],[f2894]) ).

fof(f2898,definition,
    ( spl0_482
  <=> until5(s13) ),
    introduced(definition,[new_symbols(definition,[spl0_482])],[avatar_definition]) ).

fof(f2900,plain,
    ( until5(s13)
    | ~ spl0_482 ),
    inference(avatar_component_clause,[],[f2898]) ).

fof(f2901,plain,
    ( spl0_481
    | spl0_482 ),
    inference(avatar_split_clause,[],[f2892,f2898,f2894]) ).

fof(f2902,plain,
    ( until5(s14)
    | xuntil6(s13) ),
    inference(resolution,[],[f487,f939]) ).

fof(f2904,definition,
    ( spl0_483
  <=> xuntil6(s13) ),
    introduced(definition,[new_symbols(definition,[spl0_483])],[avatar_definition]) ).

fof(f2906,plain,
    ( xuntil6(s13)
    | ~ spl0_483 ),
    inference(avatar_component_clause,[],[f2904]) ).

fof(f2908,definition,
    ( spl0_484
  <=> until5(s14) ),
    introduced(definition,[new_symbols(definition,[spl0_484])],[avatar_definition]) ).

fof(f2910,plain,
    ( until5(s14)
    | ~ spl0_484 ),
    inference(avatar_component_clause,[],[f2908]) ).

fof(f2911,plain,
    ( spl0_483
    | spl0_484 ),
    inference(avatar_split_clause,[],[f2902,f2908,f2904]) ).

fof(f2912,plain,
    ( until5(s15)
    | xuntil6(s14) ),
    inference(resolution,[],[f488,f939]) ).

fof(f2914,definition,
    ( spl0_485
  <=> xuntil6(s14) ),
    introduced(definition,[new_symbols(definition,[spl0_485])],[avatar_definition]) ).

fof(f2916,plain,
    ( xuntil6(s14)
    | ~ spl0_485 ),
    inference(avatar_component_clause,[],[f2914]) ).

fof(f2918,definition,
    ( spl0_486
  <=> until5(s15) ),
    introduced(definition,[new_symbols(definition,[spl0_486])],[avatar_definition]) ).

fof(f2920,plain,
    ( until5(s15)
    | ~ spl0_486 ),
    inference(avatar_component_clause,[],[f2918]) ).

fof(f2921,plain,
    ( spl0_485
    | spl0_486 ),
    inference(avatar_split_clause,[],[f2912,f2918,f2914]) ).

fof(f2922,plain,
    ( until5(s16)
    | xuntil6(s15) ),
    inference(resolution,[],[f489,f939]) ).

fof(f2924,definition,
    ( spl0_487
  <=> xuntil6(s15) ),
    introduced(definition,[new_symbols(definition,[spl0_487])],[avatar_definition]) ).

fof(f2926,plain,
    ( xuntil6(s15)
    | ~ spl0_487 ),
    inference(avatar_component_clause,[],[f2924]) ).

fof(f2928,definition,
    ( spl0_488
  <=> until5(s16) ),
    introduced(definition,[new_symbols(definition,[spl0_488])],[avatar_definition]) ).

fof(f2930,plain,
    ( until5(s16)
    | ~ spl0_488 ),
    inference(avatar_component_clause,[],[f2928]) ).

fof(f2931,plain,
    ( spl0_487
    | spl0_488 ),
    inference(avatar_split_clause,[],[f2922,f2928,f2924]) ).

fof(f2932,plain,
    ( until5(s17)
    | xuntil6(s16) ),
    inference(resolution,[],[f490,f939]) ).

fof(f2934,definition,
    ( spl0_489
  <=> xuntil6(s16) ),
    introduced(definition,[new_symbols(definition,[spl0_489])],[avatar_definition]) ).

fof(f2936,plain,
    ( xuntil6(s16)
    | ~ spl0_489 ),
    inference(avatar_component_clause,[],[f2934]) ).

fof(f2938,definition,
    ( spl0_490
  <=> until5(s17) ),
    introduced(definition,[new_symbols(definition,[spl0_490])],[avatar_definition]) ).

fof(f2940,plain,
    ( until5(s17)
    | ~ spl0_490 ),
    inference(avatar_component_clause,[],[f2938]) ).

fof(f2941,plain,
    ( spl0_489
    | spl0_490 ),
    inference(avatar_split_clause,[],[f2932,f2938,f2934]) ).

fof(f2942,plain,
    ( until5(s18)
    | xuntil6(s17) ),
    inference(resolution,[],[f491,f939]) ).

fof(f2944,definition,
    ( spl0_491
  <=> xuntil6(s17) ),
    introduced(definition,[new_symbols(definition,[spl0_491])],[avatar_definition]) ).

fof(f2946,plain,
    ( xuntil6(s17)
    | ~ spl0_491 ),
    inference(avatar_component_clause,[],[f2944]) ).

fof(f2948,definition,
    ( spl0_492
  <=> until5(s18) ),
    introduced(definition,[new_symbols(definition,[spl0_492])],[avatar_definition]) ).

fof(f2950,plain,
    ( until5(s18)
    | ~ spl0_492 ),
    inference(avatar_component_clause,[],[f2948]) ).

fof(f2951,plain,
    ( spl0_491
    | spl0_492 ),
    inference(avatar_split_clause,[],[f2942,f2948,f2944]) ).

fof(f2952,plain,
    ( until5(s19)
    | xuntil6(s18) ),
    inference(resolution,[],[f492,f939]) ).

fof(f2954,definition,
    ( spl0_493
  <=> xuntil6(s18) ),
    introduced(definition,[new_symbols(definition,[spl0_493])],[avatar_definition]) ).

fof(f2956,plain,
    ( xuntil6(s18)
    | ~ spl0_493 ),
    inference(avatar_component_clause,[],[f2954]) ).

fof(f2958,definition,
    ( spl0_494
  <=> until5(s19) ),
    introduced(definition,[new_symbols(definition,[spl0_494])],[avatar_definition]) ).

fof(f2960,plain,
    ( until5(s19)
    | ~ spl0_494 ),
    inference(avatar_component_clause,[],[f2958]) ).

fof(f2961,plain,
    ( spl0_493
    | spl0_494 ),
    inference(avatar_split_clause,[],[f2952,f2958,f2954]) ).

fof(f2962,plain,
    ( until5(s20)
    | xuntil6(s19) ),
    inference(resolution,[],[f493,f939]) ).

fof(f2964,definition,
    ( spl0_495
  <=> xuntil6(s19) ),
    introduced(definition,[new_symbols(definition,[spl0_495])],[avatar_definition]) ).

fof(f2966,plain,
    ( xuntil6(s19)
    | ~ spl0_495 ),
    inference(avatar_component_clause,[],[f2964]) ).

fof(f2968,definition,
    ( spl0_496
  <=> until5(s20) ),
    introduced(definition,[new_symbols(definition,[spl0_496])],[avatar_definition]) ).

fof(f2970,plain,
    ( until5(s20)
    | ~ spl0_496 ),
    inference(avatar_component_clause,[],[f2968]) ).

fof(f2971,plain,
    ( spl0_495
    | spl0_496 ),
    inference(avatar_split_clause,[],[f2962,f2968,f2964]) ).

fof(f2972,plain,
    ( until5(s21)
    | xuntil6(s20) ),
    inference(resolution,[],[f494,f939]) ).

fof(f2974,definition,
    ( spl0_497
  <=> xuntil6(s20) ),
    introduced(definition,[new_symbols(definition,[spl0_497])],[avatar_definition]) ).

fof(f2976,plain,
    ( xuntil6(s20)
    | ~ spl0_497 ),
    inference(avatar_component_clause,[],[f2974]) ).

fof(f2978,definition,
    ( spl0_498
  <=> until5(s21) ),
    introduced(definition,[new_symbols(definition,[spl0_498])],[avatar_definition]) ).

fof(f2980,plain,
    ( until5(s21)
    | ~ spl0_498 ),
    inference(avatar_component_clause,[],[f2978]) ).

fof(f2981,plain,
    ( spl0_497
    | spl0_498 ),
    inference(avatar_split_clause,[],[f2972,f2978,f2974]) ).

fof(f2982,plain,
    ( until5(s22)
    | xuntil6(s21) ),
    inference(resolution,[],[f495,f939]) ).

fof(f2984,definition,
    ( spl0_499
  <=> xuntil6(s21) ),
    introduced(definition,[new_symbols(definition,[spl0_499])],[avatar_definition]) ).

fof(f2986,plain,
    ( xuntil6(s21)
    | ~ spl0_499 ),
    inference(avatar_component_clause,[],[f2984]) ).

fof(f2988,definition,
    ( spl0_500
  <=> until5(s22) ),
    introduced(definition,[new_symbols(definition,[spl0_500])],[avatar_definition]) ).

fof(f2990,plain,
    ( until5(s22)
    | ~ spl0_500 ),
    inference(avatar_component_clause,[],[f2988]) ).

fof(f2991,plain,
    ( spl0_499
    | spl0_500 ),
    inference(avatar_split_clause,[],[f2982,f2988,f2984]) ).

fof(f2992,plain,
    ( until5(s23)
    | xuntil6(s22) ),
    inference(resolution,[],[f496,f939]) ).

fof(f2994,definition,
    ( spl0_501
  <=> xuntil6(s22) ),
    introduced(definition,[new_symbols(definition,[spl0_501])],[avatar_definition]) ).

fof(f2996,plain,
    ( xuntil6(s22)
    | ~ spl0_501 ),
    inference(avatar_component_clause,[],[f2994]) ).

fof(f2998,definition,
    ( spl0_502
  <=> until5(s23) ),
    introduced(definition,[new_symbols(definition,[spl0_502])],[avatar_definition]) ).

fof(f3000,plain,
    ( until5(s23)
    | ~ spl0_502 ),
    inference(avatar_component_clause,[],[f2998]) ).

fof(f3001,plain,
    ( spl0_501
    | spl0_502 ),
    inference(avatar_split_clause,[],[f2992,f2998,f2994]) ).

fof(f3002,plain,
    ( until5(s24)
    | xuntil6(s23) ),
    inference(resolution,[],[f497,f939]) ).

fof(f3004,definition,
    ( spl0_503
  <=> xuntil6(s23) ),
    introduced(definition,[new_symbols(definition,[spl0_503])],[avatar_definition]) ).

fof(f3006,plain,
    ( xuntil6(s23)
    | ~ spl0_503 ),
    inference(avatar_component_clause,[],[f3004]) ).

fof(f3008,definition,
    ( spl0_504
  <=> until5(s24) ),
    introduced(definition,[new_symbols(definition,[spl0_504])],[avatar_definition]) ).

fof(f3010,plain,
    ( until5(s24)
    | ~ spl0_504 ),
    inference(avatar_component_clause,[],[f3008]) ).

fof(f3011,plain,
    ( spl0_503
    | spl0_504 ),
    inference(avatar_split_clause,[],[f3002,f3008,f3004]) ).

fof(f3012,plain,
    ( until5(s25)
    | xuntil6(s24) ),
    inference(resolution,[],[f498,f939]) ).

fof(f3014,definition,
    ( spl0_505
  <=> xuntil6(s24) ),
    introduced(definition,[new_symbols(definition,[spl0_505])],[avatar_definition]) ).

fof(f3016,plain,
    ( xuntil6(s24)
    | ~ spl0_505 ),
    inference(avatar_component_clause,[],[f3014]) ).

fof(f3018,definition,
    ( spl0_506
  <=> until5(s25) ),
    introduced(definition,[new_symbols(definition,[spl0_506])],[avatar_definition]) ).

fof(f3020,plain,
    ( until5(s25)
    | ~ spl0_506 ),
    inference(avatar_component_clause,[],[f3018]) ).

fof(f3021,plain,
    ( spl0_505
    | spl0_506 ),
    inference(avatar_split_clause,[],[f3012,f3018,f3014]) ).

fof(f3022,plain,
    ( until5(s26)
    | xuntil6(s25) ),
    inference(resolution,[],[f499,f939]) ).

fof(f3024,definition,
    ( spl0_507
  <=> xuntil6(s25) ),
    introduced(definition,[new_symbols(definition,[spl0_507])],[avatar_definition]) ).

fof(f3026,plain,
    ( xuntil6(s25)
    | ~ spl0_507 ),
    inference(avatar_component_clause,[],[f3024]) ).

fof(f3028,definition,
    ( spl0_508
  <=> until5(s26) ),
    introduced(definition,[new_symbols(definition,[spl0_508])],[avatar_definition]) ).

fof(f3030,plain,
    ( until5(s26)
    | ~ spl0_508 ),
    inference(avatar_component_clause,[],[f3028]) ).

fof(f3031,plain,
    ( spl0_507
    | spl0_508 ),
    inference(avatar_split_clause,[],[f3022,f3028,f3024]) ).

fof(f3032,plain,
    ( until5(s27)
    | xuntil6(s26) ),
    inference(resolution,[],[f500,f939]) ).

fof(f3034,definition,
    ( spl0_509
  <=> xuntil6(s26) ),
    introduced(definition,[new_symbols(definition,[spl0_509])],[avatar_definition]) ).

fof(f3036,plain,
    ( xuntil6(s26)
    | ~ spl0_509 ),
    inference(avatar_component_clause,[],[f3034]) ).

fof(f3038,definition,
    ( spl0_510
  <=> until5(s27) ),
    introduced(definition,[new_symbols(definition,[spl0_510])],[avatar_definition]) ).

fof(f3040,plain,
    ( until5(s27)
    | ~ spl0_510 ),
    inference(avatar_component_clause,[],[f3038]) ).

fof(f3041,plain,
    ( spl0_509
    | spl0_510 ),
    inference(avatar_split_clause,[],[f3032,f3038,f3034]) ).

fof(f3042,plain,
    ( until5(s28)
    | xuntil6(s27) ),
    inference(resolution,[],[f501,f939]) ).

fof(f3044,definition,
    ( spl0_511
  <=> xuntil6(s27) ),
    introduced(definition,[new_symbols(definition,[spl0_511])],[avatar_definition]) ).

fof(f3046,plain,
    ( xuntil6(s27)
    | ~ spl0_511 ),
    inference(avatar_component_clause,[],[f3044]) ).

fof(f3048,definition,
    ( spl0_512
  <=> until5(s28) ),
    introduced(definition,[new_symbols(definition,[spl0_512])],[avatar_definition]) ).

fof(f3050,plain,
    ( until5(s28)
    | ~ spl0_512 ),
    inference(avatar_component_clause,[],[f3048]) ).

fof(f3051,plain,
    ( spl0_511
    | spl0_512 ),
    inference(avatar_split_clause,[],[f3042,f3048,f3044]) ).

fof(f3052,plain,
    ( until5(s29)
    | xuntil6(s28) ),
    inference(resolution,[],[f502,f939]) ).

fof(f3054,definition,
    ( spl0_513
  <=> xuntil6(s28) ),
    introduced(definition,[new_symbols(definition,[spl0_513])],[avatar_definition]) ).

fof(f3056,plain,
    ( xuntil6(s28)
    | ~ spl0_513 ),
    inference(avatar_component_clause,[],[f3054]) ).

fof(f3058,definition,
    ( spl0_514
  <=> until5(s29) ),
    introduced(definition,[new_symbols(definition,[spl0_514])],[avatar_definition]) ).

fof(f3060,plain,
    ( until5(s29)
    | ~ spl0_514 ),
    inference(avatar_component_clause,[],[f3058]) ).

fof(f3061,plain,
    ( spl0_513
    | spl0_514 ),
    inference(avatar_split_clause,[],[f3052,f3058,f3054]) ).

fof(f3062,plain,
    ( until5(s30)
    | xuntil6(s29) ),
    inference(resolution,[],[f503,f939]) ).

fof(f3064,definition,
    ( spl0_515
  <=> xuntil6(s29) ),
    introduced(definition,[new_symbols(definition,[spl0_515])],[avatar_definition]) ).

fof(f3066,plain,
    ( xuntil6(s29)
    | ~ spl0_515 ),
    inference(avatar_component_clause,[],[f3064]) ).

fof(f3068,definition,
    ( spl0_516
  <=> until5(s30) ),
    introduced(definition,[new_symbols(definition,[spl0_516])],[avatar_definition]) ).

fof(f3070,plain,
    ( until5(s30)
    | ~ spl0_516 ),
    inference(avatar_component_clause,[],[f3068]) ).

fof(f3071,plain,
    ( spl0_515
    | spl0_516 ),
    inference(avatar_split_clause,[],[f3062,f3068,f3064]) ).

fof(f3072,plain,
    ( until5(s31)
    | xuntil6(s30) ),
    inference(resolution,[],[f504,f939]) ).

fof(f3074,definition,
    ( spl0_517
  <=> xuntil6(s30) ),
    introduced(definition,[new_symbols(definition,[spl0_517])],[avatar_definition]) ).

fof(f3076,plain,
    ( xuntil6(s30)
    | ~ spl0_517 ),
    inference(avatar_component_clause,[],[f3074]) ).

fof(f3078,definition,
    ( spl0_518
  <=> until5(s31) ),
    introduced(definition,[new_symbols(definition,[spl0_518])],[avatar_definition]) ).

fof(f3080,plain,
    ( until5(s31)
    | ~ spl0_518 ),
    inference(avatar_component_clause,[],[f3078]) ).

fof(f3081,plain,
    ( spl0_517
    | spl0_518 ),
    inference(avatar_split_clause,[],[f3072,f3078,f3074]) ).

fof(f3082,plain,
    ( until5(s32)
    | xuntil6(s31) ),
    inference(resolution,[],[f505,f939]) ).

fof(f3084,definition,
    ( spl0_519
  <=> xuntil6(s31) ),
    introduced(definition,[new_symbols(definition,[spl0_519])],[avatar_definition]) ).

fof(f3086,plain,
    ( xuntil6(s31)
    | ~ spl0_519 ),
    inference(avatar_component_clause,[],[f3084]) ).

fof(f3088,definition,
    ( spl0_520
  <=> until5(s32) ),
    introduced(definition,[new_symbols(definition,[spl0_520])],[avatar_definition]) ).

fof(f3090,plain,
    ( until5(s32)
    | ~ spl0_520 ),
    inference(avatar_component_clause,[],[f3088]) ).

fof(f3091,plain,
    ( spl0_519
    | spl0_520 ),
    inference(avatar_split_clause,[],[f3082,f3088,f3084]) ).

fof(f3092,plain,
    ( until5(s33)
    | xuntil6(s32) ),
    inference(resolution,[],[f506,f939]) ).

fof(f3094,definition,
    ( spl0_521
  <=> xuntil6(s32) ),
    introduced(definition,[new_symbols(definition,[spl0_521])],[avatar_definition]) ).

fof(f3096,plain,
    ( xuntil6(s32)
    | ~ spl0_521 ),
    inference(avatar_component_clause,[],[f3094]) ).

fof(f3098,definition,
    ( spl0_522
  <=> until5(s33) ),
    introduced(definition,[new_symbols(definition,[spl0_522])],[avatar_definition]) ).

fof(f3100,plain,
    ( until5(s33)
    | ~ spl0_522 ),
    inference(avatar_component_clause,[],[f3098]) ).

fof(f3101,plain,
    ( spl0_521
    | spl0_522 ),
    inference(avatar_split_clause,[],[f3092,f3098,f3094]) ).

fof(f3102,plain,
    ( until5(s34)
    | xuntil6(s33) ),
    inference(resolution,[],[f507,f939]) ).

fof(f3104,definition,
    ( spl0_523
  <=> xuntil6(s33) ),
    introduced(definition,[new_symbols(definition,[spl0_523])],[avatar_definition]) ).

fof(f3106,plain,
    ( xuntil6(s33)
    | ~ spl0_523 ),
    inference(avatar_component_clause,[],[f3104]) ).

fof(f3108,definition,
    ( spl0_524
  <=> until5(s34) ),
    introduced(definition,[new_symbols(definition,[spl0_524])],[avatar_definition]) ).

fof(f3110,plain,
    ( until5(s34)
    | ~ spl0_524 ),
    inference(avatar_component_clause,[],[f3108]) ).

fof(f3111,plain,
    ( spl0_523
    | spl0_524 ),
    inference(avatar_split_clause,[],[f3102,f3108,f3104]) ).

fof(f3112,plain,
    ( until5(s35)
    | xuntil6(s34) ),
    inference(resolution,[],[f508,f939]) ).

fof(f3114,definition,
    ( spl0_525
  <=> xuntil6(s34) ),
    introduced(definition,[new_symbols(definition,[spl0_525])],[avatar_definition]) ).

fof(f3116,plain,
    ( xuntil6(s34)
    | ~ spl0_525 ),
    inference(avatar_component_clause,[],[f3114]) ).

fof(f3118,definition,
    ( spl0_526
  <=> until5(s35) ),
    introduced(definition,[new_symbols(definition,[spl0_526])],[avatar_definition]) ).

fof(f3120,plain,
    ( until5(s35)
    | ~ spl0_526 ),
    inference(avatar_component_clause,[],[f3118]) ).

fof(f3121,plain,
    ( spl0_525
    | spl0_526 ),
    inference(avatar_split_clause,[],[f3112,f3118,f3114]) ).

fof(f3122,plain,
    ( until5(s36)
    | xuntil6(s35) ),
    inference(resolution,[],[f509,f939]) ).

fof(f3124,definition,
    ( spl0_527
  <=> xuntil6(s35) ),
    introduced(definition,[new_symbols(definition,[spl0_527])],[avatar_definition]) ).

fof(f3126,plain,
    ( xuntil6(s35)
    | ~ spl0_527 ),
    inference(avatar_component_clause,[],[f3124]) ).

fof(f3128,definition,
    ( spl0_528
  <=> until5(s36) ),
    introduced(definition,[new_symbols(definition,[spl0_528])],[avatar_definition]) ).

fof(f3130,plain,
    ( until5(s36)
    | ~ spl0_528 ),
    inference(avatar_component_clause,[],[f3128]) ).

fof(f3131,plain,
    ( spl0_527
    | spl0_528 ),
    inference(avatar_split_clause,[],[f3122,f3128,f3124]) ).

fof(f3132,plain,
    ( until5(s37)
    | xuntil6(s36) ),
    inference(resolution,[],[f510,f939]) ).

fof(f3134,definition,
    ( spl0_529
  <=> xuntil6(s36) ),
    introduced(definition,[new_symbols(definition,[spl0_529])],[avatar_definition]) ).

fof(f3136,plain,
    ( xuntil6(s36)
    | ~ spl0_529 ),
    inference(avatar_component_clause,[],[f3134]) ).

fof(f3138,definition,
    ( spl0_530
  <=> until5(s37) ),
    introduced(definition,[new_symbols(definition,[spl0_530])],[avatar_definition]) ).

fof(f3140,plain,
    ( until5(s37)
    | ~ spl0_530 ),
    inference(avatar_component_clause,[],[f3138]) ).

fof(f3141,plain,
    ( spl0_529
    | spl0_530 ),
    inference(avatar_split_clause,[],[f3132,f3138,f3134]) ).

fof(f3142,plain,
    ( until5(s38)
    | xuntil6(s37) ),
    inference(resolution,[],[f511,f939]) ).

fof(f3144,definition,
    ( spl0_531
  <=> xuntil6(s37) ),
    introduced(definition,[new_symbols(definition,[spl0_531])],[avatar_definition]) ).

fof(f3146,plain,
    ( xuntil6(s37)
    | ~ spl0_531 ),
    inference(avatar_component_clause,[],[f3144]) ).

fof(f3148,definition,
    ( spl0_532
  <=> until5(s38) ),
    introduced(definition,[new_symbols(definition,[spl0_532])],[avatar_definition]) ).

fof(f3150,plain,
    ( until5(s38)
    | ~ spl0_532 ),
    inference(avatar_component_clause,[],[f3148]) ).

fof(f3151,plain,
    ( spl0_531
    | spl0_532 ),
    inference(avatar_split_clause,[],[f3142,f3148,f3144]) ).

fof(f3152,plain,
    ( until5(s39)
    | xuntil6(s38) ),
    inference(resolution,[],[f512,f939]) ).

fof(f3154,definition,
    ( spl0_533
  <=> xuntil6(s38) ),
    introduced(definition,[new_symbols(definition,[spl0_533])],[avatar_definition]) ).

fof(f3156,plain,
    ( xuntil6(s38)
    | ~ spl0_533 ),
    inference(avatar_component_clause,[],[f3154]) ).

fof(f3158,definition,
    ( spl0_534
  <=> until5(s39) ),
    introduced(definition,[new_symbols(definition,[spl0_534])],[avatar_definition]) ).

fof(f3160,plain,
    ( until5(s39)
    | ~ spl0_534 ),
    inference(avatar_component_clause,[],[f3158]) ).

fof(f3161,plain,
    ( spl0_533
    | spl0_534 ),
    inference(avatar_split_clause,[],[f3152,f3158,f3154]) ).

fof(f3162,plain,
    ( until5(s40)
    | xuntil6(s39) ),
    inference(resolution,[],[f513,f939]) ).

fof(f3164,definition,
    ( spl0_535
  <=> xuntil6(s39) ),
    introduced(definition,[new_symbols(definition,[spl0_535])],[avatar_definition]) ).

fof(f3166,plain,
    ( xuntil6(s39)
    | ~ spl0_535 ),
    inference(avatar_component_clause,[],[f3164]) ).

fof(f3168,definition,
    ( spl0_536
  <=> until5(s40) ),
    introduced(definition,[new_symbols(definition,[spl0_536])],[avatar_definition]) ).

fof(f3170,plain,
    ( until5(s40)
    | ~ spl0_536 ),
    inference(avatar_component_clause,[],[f3168]) ).

fof(f3171,plain,
    ( spl0_535
    | spl0_536 ),
    inference(avatar_split_clause,[],[f3162,f3168,f3164]) ).

fof(f3172,plain,
    ( until5(s41)
    | xuntil6(s40) ),
    inference(resolution,[],[f514,f939]) ).

fof(f3174,definition,
    ( spl0_537
  <=> xuntil6(s40) ),
    introduced(definition,[new_symbols(definition,[spl0_537])],[avatar_definition]) ).

fof(f3176,plain,
    ( xuntil6(s40)
    | ~ spl0_537 ),
    inference(avatar_component_clause,[],[f3174]) ).

fof(f3178,definition,
    ( spl0_538
  <=> until5(s41) ),
    introduced(definition,[new_symbols(definition,[spl0_538])],[avatar_definition]) ).

fof(f3180,plain,
    ( until5(s41)
    | ~ spl0_538 ),
    inference(avatar_component_clause,[],[f3178]) ).

fof(f3181,plain,
    ( spl0_537
    | spl0_538 ),
    inference(avatar_split_clause,[],[f3172,f3178,f3174]) ).

fof(f3182,plain,
    ( until5(s42)
    | xuntil6(s41) ),
    inference(resolution,[],[f515,f939]) ).

fof(f3184,definition,
    ( spl0_539
  <=> xuntil6(s41) ),
    introduced(definition,[new_symbols(definition,[spl0_539])],[avatar_definition]) ).

fof(f3186,plain,
    ( xuntil6(s41)
    | ~ spl0_539 ),
    inference(avatar_component_clause,[],[f3184]) ).

fof(f3188,definition,
    ( spl0_540
  <=> until5(s42) ),
    introduced(definition,[new_symbols(definition,[spl0_540])],[avatar_definition]) ).

fof(f3190,plain,
    ( until5(s42)
    | ~ spl0_540 ),
    inference(avatar_component_clause,[],[f3188]) ).

fof(f3191,plain,
    ( spl0_539
    | spl0_540 ),
    inference(avatar_split_clause,[],[f3182,f3188,f3184]) ).

fof(f3192,plain,
    ( until5(s43)
    | xuntil6(s42) ),
    inference(resolution,[],[f516,f939]) ).

fof(f3194,definition,
    ( spl0_541
  <=> xuntil6(s42) ),
    introduced(definition,[new_symbols(definition,[spl0_541])],[avatar_definition]) ).

fof(f3196,plain,
    ( xuntil6(s42)
    | ~ spl0_541 ),
    inference(avatar_component_clause,[],[f3194]) ).

fof(f3198,definition,
    ( spl0_542
  <=> until5(s43) ),
    introduced(definition,[new_symbols(definition,[spl0_542])],[avatar_definition]) ).

fof(f3200,plain,
    ( until5(s43)
    | ~ spl0_542 ),
    inference(avatar_component_clause,[],[f3198]) ).

fof(f3201,plain,
    ( spl0_541
    | spl0_542 ),
    inference(avatar_split_clause,[],[f3192,f3198,f3194]) ).

fof(f3202,plain,
    ( until5(s44)
    | xuntil6(s43) ),
    inference(resolution,[],[f517,f939]) ).

fof(f3204,definition,
    ( spl0_543
  <=> xuntil6(s43) ),
    introduced(definition,[new_symbols(definition,[spl0_543])],[avatar_definition]) ).

fof(f3206,plain,
    ( xuntil6(s43)
    | ~ spl0_543 ),
    inference(avatar_component_clause,[],[f3204]) ).

fof(f3208,definition,
    ( spl0_544
  <=> until5(s44) ),
    introduced(definition,[new_symbols(definition,[spl0_544])],[avatar_definition]) ).

fof(f3210,plain,
    ( until5(s44)
    | ~ spl0_544 ),
    inference(avatar_component_clause,[],[f3208]) ).

fof(f3211,plain,
    ( spl0_543
    | spl0_544 ),
    inference(avatar_split_clause,[],[f3202,f3208,f3204]) ).

fof(f3212,plain,
    ( until5(s45)
    | xuntil6(s44) ),
    inference(resolution,[],[f518,f939]) ).

fof(f3214,definition,
    ( spl0_545
  <=> xuntil6(s44) ),
    introduced(definition,[new_symbols(definition,[spl0_545])],[avatar_definition]) ).

fof(f3216,plain,
    ( xuntil6(s44)
    | ~ spl0_545 ),
    inference(avatar_component_clause,[],[f3214]) ).

fof(f3218,definition,
    ( spl0_546
  <=> until5(s45) ),
    introduced(definition,[new_symbols(definition,[spl0_546])],[avatar_definition]) ).

fof(f3220,plain,
    ( until5(s45)
    | ~ spl0_546 ),
    inference(avatar_component_clause,[],[f3218]) ).

fof(f3221,plain,
    ( spl0_545
    | spl0_546 ),
    inference(avatar_split_clause,[],[f3212,f3218,f3214]) ).

fof(f3222,plain,
    ( until5(s46)
    | xuntil6(s45) ),
    inference(resolution,[],[f519,f939]) ).

fof(f3224,definition,
    ( spl0_547
  <=> xuntil6(s45) ),
    introduced(definition,[new_symbols(definition,[spl0_547])],[avatar_definition]) ).

fof(f3226,plain,
    ( xuntil6(s45)
    | ~ spl0_547 ),
    inference(avatar_component_clause,[],[f3224]) ).

fof(f3228,definition,
    ( spl0_548
  <=> until5(s46) ),
    introduced(definition,[new_symbols(definition,[spl0_548])],[avatar_definition]) ).

fof(f3230,plain,
    ( until5(s46)
    | ~ spl0_548 ),
    inference(avatar_component_clause,[],[f3228]) ).

fof(f3231,plain,
    ( spl0_547
    | spl0_548 ),
    inference(avatar_split_clause,[],[f3222,f3228,f3224]) ).

fof(f3232,plain,
    ( until5(s47)
    | xuntil6(s46) ),
    inference(resolution,[],[f520,f939]) ).

fof(f3234,definition,
    ( spl0_549
  <=> xuntil6(s46) ),
    introduced(definition,[new_symbols(definition,[spl0_549])],[avatar_definition]) ).

fof(f3236,plain,
    ( xuntil6(s46)
    | ~ spl0_549 ),
    inference(avatar_component_clause,[],[f3234]) ).

fof(f3238,definition,
    ( spl0_550
  <=> until5(s47) ),
    introduced(definition,[new_symbols(definition,[spl0_550])],[avatar_definition]) ).

fof(f3240,plain,
    ( until5(s47)
    | ~ spl0_550 ),
    inference(avatar_component_clause,[],[f3238]) ).

fof(f3241,plain,
    ( spl0_549
    | spl0_550 ),
    inference(avatar_split_clause,[],[f3232,f3238,f3234]) ).

fof(f3242,plain,
    ( until5(s48)
    | xuntil6(s47) ),
    inference(resolution,[],[f521,f939]) ).

fof(f3244,definition,
    ( spl0_551
  <=> xuntil6(s47) ),
    introduced(definition,[new_symbols(definition,[spl0_551])],[avatar_definition]) ).

fof(f3246,plain,
    ( xuntil6(s47)
    | ~ spl0_551 ),
    inference(avatar_component_clause,[],[f3244]) ).

fof(f3248,definition,
    ( spl0_552
  <=> until5(s48) ),
    introduced(definition,[new_symbols(definition,[spl0_552])],[avatar_definition]) ).

fof(f3250,plain,
    ( until5(s48)
    | ~ spl0_552 ),
    inference(avatar_component_clause,[],[f3248]) ).

fof(f3251,plain,
    ( spl0_551
    | spl0_552 ),
    inference(avatar_split_clause,[],[f3242,f3248,f3244]) ).

fof(f3252,plain,
    ( until5(s49)
    | xuntil6(s48) ),
    inference(resolution,[],[f522,f939]) ).

fof(f3254,definition,
    ( spl0_553
  <=> xuntil6(s48) ),
    introduced(definition,[new_symbols(definition,[spl0_553])],[avatar_definition]) ).

fof(f3256,plain,
    ( xuntil6(s48)
    | ~ spl0_553 ),
    inference(avatar_component_clause,[],[f3254]) ).

fof(f3258,definition,
    ( spl0_554
  <=> until5(s49) ),
    introduced(definition,[new_symbols(definition,[spl0_554])],[avatar_definition]) ).

fof(f3260,plain,
    ( until5(s49)
    | ~ spl0_554 ),
    inference(avatar_component_clause,[],[f3258]) ).

fof(f3261,plain,
    ( spl0_553
    | spl0_554 ),
    inference(avatar_split_clause,[],[f3252,f3258,f3254]) ).

fof(f3262,plain,
    ( until5(s50)
    | xuntil6(s49) ),
    inference(resolution,[],[f523,f939]) ).

fof(f3264,definition,
    ( spl0_555
  <=> xuntil6(s49) ),
    introduced(definition,[new_symbols(definition,[spl0_555])],[avatar_definition]) ).

fof(f3266,plain,
    ( xuntil6(s49)
    | ~ spl0_555 ),
    inference(avatar_component_clause,[],[f3264]) ).

fof(f3268,definition,
    ( spl0_556
  <=> until5(s50) ),
    introduced(definition,[new_symbols(definition,[spl0_556])],[avatar_definition]) ).

fof(f3270,plain,
    ( until5(s50)
    | ~ spl0_556 ),
    inference(avatar_component_clause,[],[f3268]) ).

fof(f3271,plain,
    ( spl0_555
    | spl0_556 ),
    inference(avatar_split_clause,[],[f3262,f3268,f3264]) ).

fof(f3272,plain,
    ( until5(s51)
    | xuntil6(s50) ),
    inference(resolution,[],[f524,f939]) ).

fof(f3274,definition,
    ( spl0_557
  <=> xuntil6(s50) ),
    introduced(definition,[new_symbols(definition,[spl0_557])],[avatar_definition]) ).

fof(f3276,plain,
    ( xuntil6(s50)
    | ~ spl0_557 ),
    inference(avatar_component_clause,[],[f3274]) ).

fof(f3278,definition,
    ( spl0_558
  <=> until5(s51) ),
    introduced(definition,[new_symbols(definition,[spl0_558])],[avatar_definition]) ).

fof(f3280,plain,
    ( until5(s51)
    | ~ spl0_558 ),
    inference(avatar_component_clause,[],[f3278]) ).

fof(f3281,plain,
    ( spl0_557
    | spl0_558 ),
    inference(avatar_split_clause,[],[f3272,f3278,f3274]) ).

fof(f3282,plain,
    ( until5(s52)
    | xuntil6(s51) ),
    inference(resolution,[],[f525,f939]) ).

fof(f3284,definition,
    ( spl0_559
  <=> xuntil6(s51) ),
    introduced(definition,[new_symbols(definition,[spl0_559])],[avatar_definition]) ).

fof(f3286,plain,
    ( xuntil6(s51)
    | ~ spl0_559 ),
    inference(avatar_component_clause,[],[f3284]) ).

fof(f3288,definition,
    ( spl0_560
  <=> until5(s52) ),
    introduced(definition,[new_symbols(definition,[spl0_560])],[avatar_definition]) ).

fof(f3290,plain,
    ( until5(s52)
    | ~ spl0_560 ),
    inference(avatar_component_clause,[],[f3288]) ).

fof(f3291,plain,
    ( spl0_559
    | spl0_560 ),
    inference(avatar_split_clause,[],[f3282,f3288,f3284]) ).

fof(f3292,plain,
    ( until5(s53)
    | xuntil6(s52) ),
    inference(resolution,[],[f526,f939]) ).

fof(f3294,definition,
    ( spl0_561
  <=> xuntil6(s52) ),
    introduced(definition,[new_symbols(definition,[spl0_561])],[avatar_definition]) ).

fof(f3296,plain,
    ( xuntil6(s52)
    | ~ spl0_561 ),
    inference(avatar_component_clause,[],[f3294]) ).

fof(f3298,definition,
    ( spl0_562
  <=> until5(s53) ),
    introduced(definition,[new_symbols(definition,[spl0_562])],[avatar_definition]) ).

fof(f3300,plain,
    ( until5(s53)
    | ~ spl0_562 ),
    inference(avatar_component_clause,[],[f3298]) ).

fof(f3301,plain,
    ( spl0_561
    | spl0_562 ),
    inference(avatar_split_clause,[],[f3292,f3298,f3294]) ).

fof(f3302,plain,
    ( until5(s54)
    | xuntil6(s53) ),
    inference(resolution,[],[f527,f939]) ).

fof(f3304,definition,
    ( spl0_563
  <=> xuntil6(s53) ),
    introduced(definition,[new_symbols(definition,[spl0_563])],[avatar_definition]) ).

fof(f3306,plain,
    ( xuntil6(s53)
    | ~ spl0_563 ),
    inference(avatar_component_clause,[],[f3304]) ).

fof(f3308,definition,
    ( spl0_564
  <=> until5(s54) ),
    introduced(definition,[new_symbols(definition,[spl0_564])],[avatar_definition]) ).

fof(f3310,plain,
    ( until5(s54)
    | ~ spl0_564 ),
    inference(avatar_component_clause,[],[f3308]) ).

fof(f3311,plain,
    ( spl0_563
    | spl0_564 ),
    inference(avatar_split_clause,[],[f3302,f3308,f3304]) ).

fof(f3312,plain,
    ( until5(s55)
    | xuntil6(s54) ),
    inference(resolution,[],[f528,f939]) ).

fof(f3314,definition,
    ( spl0_565
  <=> xuntil6(s54) ),
    introduced(definition,[new_symbols(definition,[spl0_565])],[avatar_definition]) ).

fof(f3316,plain,
    ( xuntil6(s54)
    | ~ spl0_565 ),
    inference(avatar_component_clause,[],[f3314]) ).

fof(f3318,definition,
    ( spl0_566
  <=> until5(s55) ),
    introduced(definition,[new_symbols(definition,[spl0_566])],[avatar_definition]) ).

fof(f3320,plain,
    ( until5(s55)
    | ~ spl0_566 ),
    inference(avatar_component_clause,[],[f3318]) ).

fof(f3321,plain,
    ( spl0_565
    | spl0_566 ),
    inference(avatar_split_clause,[],[f3312,f3318,f3314]) ).

fof(f3322,plain,
    ( until5(s56)
    | xuntil6(s55) ),
    inference(resolution,[],[f529,f939]) ).

fof(f3324,definition,
    ( spl0_567
  <=> xuntil6(s55) ),
    introduced(definition,[new_symbols(definition,[spl0_567])],[avatar_definition]) ).

fof(f3326,plain,
    ( xuntil6(s55)
    | ~ spl0_567 ),
    inference(avatar_component_clause,[],[f3324]) ).

fof(f3328,definition,
    ( spl0_568
  <=> until5(s56) ),
    introduced(definition,[new_symbols(definition,[spl0_568])],[avatar_definition]) ).

fof(f3330,plain,
    ( until5(s56)
    | ~ spl0_568 ),
    inference(avatar_component_clause,[],[f3328]) ).

fof(f3331,plain,
    ( spl0_567
    | spl0_568 ),
    inference(avatar_split_clause,[],[f3322,f3328,f3324]) ).

fof(f3332,plain,
    ( until5(s57)
    | xuntil6(s56) ),
    inference(resolution,[],[f530,f939]) ).

fof(f3334,definition,
    ( spl0_569
  <=> xuntil6(s56) ),
    introduced(definition,[new_symbols(definition,[spl0_569])],[avatar_definition]) ).

fof(f3336,plain,
    ( xuntil6(s56)
    | ~ spl0_569 ),
    inference(avatar_component_clause,[],[f3334]) ).

fof(f3338,definition,
    ( spl0_570
  <=> until5(s57) ),
    introduced(definition,[new_symbols(definition,[spl0_570])],[avatar_definition]) ).

fof(f3340,plain,
    ( until5(s57)
    | ~ spl0_570 ),
    inference(avatar_component_clause,[],[f3338]) ).

fof(f3341,plain,
    ( spl0_569
    | spl0_570 ),
    inference(avatar_split_clause,[],[f3332,f3338,f3334]) ).

fof(f3342,plain,
    ( until5(s58)
    | xuntil6(s57) ),
    inference(resolution,[],[f531,f939]) ).

fof(f3344,definition,
    ( spl0_571
  <=> xuntil6(s57) ),
    introduced(definition,[new_symbols(definition,[spl0_571])],[avatar_definition]) ).

fof(f3346,plain,
    ( xuntil6(s57)
    | ~ spl0_571 ),
    inference(avatar_component_clause,[],[f3344]) ).

fof(f3348,definition,
    ( spl0_572
  <=> until5(s58) ),
    introduced(definition,[new_symbols(definition,[spl0_572])],[avatar_definition]) ).

fof(f3350,plain,
    ( until5(s58)
    | ~ spl0_572 ),
    inference(avatar_component_clause,[],[f3348]) ).

fof(f3351,plain,
    ( spl0_571
    | spl0_572 ),
    inference(avatar_split_clause,[],[f3342,f3348,f3344]) ).

fof(f3352,plain,
    ( until5(s59)
    | xuntil6(s58) ),
    inference(resolution,[],[f532,f939]) ).

fof(f3354,definition,
    ( spl0_573
  <=> xuntil6(s58) ),
    introduced(definition,[new_symbols(definition,[spl0_573])],[avatar_definition]) ).

fof(f3356,plain,
    ( xuntil6(s58)
    | ~ spl0_573 ),
    inference(avatar_component_clause,[],[f3354]) ).

fof(f3358,definition,
    ( spl0_574
  <=> until5(s59) ),
    introduced(definition,[new_symbols(definition,[spl0_574])],[avatar_definition]) ).

fof(f3360,plain,
    ( until5(s59)
    | ~ spl0_574 ),
    inference(avatar_component_clause,[],[f3358]) ).

fof(f3361,plain,
    ( spl0_573
    | spl0_574 ),
    inference(avatar_split_clause,[],[f3352,f3358,f3354]) ).

fof(f3362,plain,
    ( until5(s60)
    | xuntil6(s59) ),
    inference(resolution,[],[f533,f939]) ).

fof(f3364,definition,
    ( spl0_575
  <=> xuntil6(s59) ),
    introduced(definition,[new_symbols(definition,[spl0_575])],[avatar_definition]) ).

fof(f3366,plain,
    ( xuntil6(s59)
    | ~ spl0_575 ),
    inference(avatar_component_clause,[],[f3364]) ).

fof(f3368,definition,
    ( spl0_576
  <=> until5(s60) ),
    introduced(definition,[new_symbols(definition,[spl0_576])],[avatar_definition]) ).

fof(f3370,plain,
    ( until5(s60)
    | ~ spl0_576 ),
    inference(avatar_component_clause,[],[f3368]) ).

fof(f3371,plain,
    ( spl0_575
    | spl0_576 ),
    inference(avatar_split_clause,[],[f3362,f3368,f3364]) ).

fof(f3372,plain,
    ( until5(s61)
    | xuntil6(s60) ),
    inference(resolution,[],[f534,f939]) ).

fof(f3374,definition,
    ( spl0_577
  <=> xuntil6(s60) ),
    introduced(definition,[new_symbols(definition,[spl0_577])],[avatar_definition]) ).

fof(f3376,plain,
    ( xuntil6(s60)
    | ~ spl0_577 ),
    inference(avatar_component_clause,[],[f3374]) ).

fof(f3378,definition,
    ( spl0_578
  <=> until5(s61) ),
    introduced(definition,[new_symbols(definition,[spl0_578])],[avatar_definition]) ).

fof(f3380,plain,
    ( until5(s61)
    | ~ spl0_578 ),
    inference(avatar_component_clause,[],[f3378]) ).

fof(f3381,plain,
    ( spl0_577
    | spl0_578 ),
    inference(avatar_split_clause,[],[f3372,f3378,f3374]) ).

fof(f3382,plain,
    ( until5(s62)
    | xuntil6(s61) ),
    inference(resolution,[],[f535,f939]) ).

fof(f3384,definition,
    ( spl0_579
  <=> xuntil6(s61) ),
    introduced(definition,[new_symbols(definition,[spl0_579])],[avatar_definition]) ).

fof(f3386,plain,
    ( xuntil6(s61)
    | ~ spl0_579 ),
    inference(avatar_component_clause,[],[f3384]) ).

fof(f3388,definition,
    ( spl0_580
  <=> until5(s62) ),
    introduced(definition,[new_symbols(definition,[spl0_580])],[avatar_definition]) ).

fof(f3390,plain,
    ( until5(s62)
    | ~ spl0_580 ),
    inference(avatar_component_clause,[],[f3388]) ).

fof(f3391,plain,
    ( spl0_579
    | spl0_580 ),
    inference(avatar_split_clause,[],[f3382,f3388,f3384]) ).

fof(f3392,plain,
    ( until5(s63)
    | xuntil6(s62) ),
    inference(resolution,[],[f536,f939]) ).

fof(f3394,definition,
    ( spl0_581
  <=> xuntil6(s62) ),
    introduced(definition,[new_symbols(definition,[spl0_581])],[avatar_definition]) ).

fof(f3396,plain,
    ( xuntil6(s62)
    | ~ spl0_581 ),
    inference(avatar_component_clause,[],[f3394]) ).

fof(f3398,definition,
    ( spl0_582
  <=> until5(s63) ),
    introduced(definition,[new_symbols(definition,[spl0_582])],[avatar_definition]) ).

fof(f3400,plain,
    ( until5(s63)
    | ~ spl0_582 ),
    inference(avatar_component_clause,[],[f3398]) ).

fof(f3401,plain,
    ( spl0_581
    | spl0_582 ),
    inference(avatar_split_clause,[],[f3392,f3398,f3394]) ).

fof(f3402,plain,
    ( until5(s64)
    | xuntil6(s63) ),
    inference(resolution,[],[f537,f939]) ).

fof(f3404,definition,
    ( spl0_583
  <=> xuntil6(s63) ),
    introduced(definition,[new_symbols(definition,[spl0_583])],[avatar_definition]) ).

fof(f3406,plain,
    ( xuntil6(s63)
    | ~ spl0_583 ),
    inference(avatar_component_clause,[],[f3404]) ).

fof(f3408,definition,
    ( spl0_584
  <=> until5(s64) ),
    introduced(definition,[new_symbols(definition,[spl0_584])],[avatar_definition]) ).

fof(f3410,plain,
    ( until5(s64)
    | ~ spl0_584 ),
    inference(avatar_component_clause,[],[f3408]) ).

fof(f3411,plain,
    ( spl0_583
    | spl0_584 ),
    inference(avatar_split_clause,[],[f3402,f3408,f3404]) ).

fof(f3412,plain,
    ( until5(s65)
    | xuntil6(s64) ),
    inference(resolution,[],[f538,f939]) ).

fof(f3414,definition,
    ( spl0_585
  <=> xuntil6(s64) ),
    introduced(definition,[new_symbols(definition,[spl0_585])],[avatar_definition]) ).

fof(f3416,plain,
    ( xuntil6(s64)
    | ~ spl0_585 ),
    inference(avatar_component_clause,[],[f3414]) ).

fof(f3418,definition,
    ( spl0_586
  <=> until5(s65) ),
    introduced(definition,[new_symbols(definition,[spl0_586])],[avatar_definition]) ).

fof(f3420,plain,
    ( until5(s65)
    | ~ spl0_586 ),
    inference(avatar_component_clause,[],[f3418]) ).

fof(f3421,plain,
    ( spl0_585
    | spl0_586 ),
    inference(avatar_split_clause,[],[f3412,f3418,f3414]) ).

fof(f3422,plain,
    ( until5(s66)
    | xuntil6(s65) ),
    inference(resolution,[],[f539,f939]) ).

fof(f3424,definition,
    ( spl0_587
  <=> xuntil6(s65) ),
    introduced(definition,[new_symbols(definition,[spl0_587])],[avatar_definition]) ).

fof(f3426,plain,
    ( xuntil6(s65)
    | ~ spl0_587 ),
    inference(avatar_component_clause,[],[f3424]) ).

fof(f3428,definition,
    ( spl0_588
  <=> until5(s66) ),
    introduced(definition,[new_symbols(definition,[spl0_588])],[avatar_definition]) ).

fof(f3430,plain,
    ( until5(s66)
    | ~ spl0_588 ),
    inference(avatar_component_clause,[],[f3428]) ).

fof(f3431,plain,
    ( spl0_587
    | spl0_588 ),
    inference(avatar_split_clause,[],[f3422,f3428,f3424]) ).

fof(f3432,plain,
    ( until5(s67)
    | xuntil6(s66) ),
    inference(resolution,[],[f540,f939]) ).

fof(f3434,definition,
    ( spl0_589
  <=> xuntil6(s66) ),
    introduced(definition,[new_symbols(definition,[spl0_589])],[avatar_definition]) ).

fof(f3436,plain,
    ( xuntil6(s66)
    | ~ spl0_589 ),
    inference(avatar_component_clause,[],[f3434]) ).

fof(f3438,definition,
    ( spl0_590
  <=> until5(s67) ),
    introduced(definition,[new_symbols(definition,[spl0_590])],[avatar_definition]) ).

fof(f3440,plain,
    ( until5(s67)
    | ~ spl0_590 ),
    inference(avatar_component_clause,[],[f3438]) ).

fof(f3441,plain,
    ( spl0_589
    | spl0_590 ),
    inference(avatar_split_clause,[],[f3432,f3438,f3434]) ).

fof(f3442,plain,
    ( until5(s68)
    | xuntil6(s67) ),
    inference(resolution,[],[f541,f939]) ).

fof(f3444,definition,
    ( spl0_591
  <=> xuntil6(s67) ),
    introduced(definition,[new_symbols(definition,[spl0_591])],[avatar_definition]) ).

fof(f3446,plain,
    ( xuntil6(s67)
    | ~ spl0_591 ),
    inference(avatar_component_clause,[],[f3444]) ).

fof(f3448,definition,
    ( spl0_592
  <=> until5(s68) ),
    introduced(definition,[new_symbols(definition,[spl0_592])],[avatar_definition]) ).

fof(f3450,plain,
    ( until5(s68)
    | ~ spl0_592 ),
    inference(avatar_component_clause,[],[f3448]) ).

fof(f3451,plain,
    ( spl0_591
    | spl0_592 ),
    inference(avatar_split_clause,[],[f3442,f3448,f3444]) ).

fof(f3452,plain,
    ( until5(s69)
    | xuntil6(s68) ),
    inference(resolution,[],[f542,f939]) ).

fof(f3454,definition,
    ( spl0_593
  <=> xuntil6(s68) ),
    introduced(definition,[new_symbols(definition,[spl0_593])],[avatar_definition]) ).

fof(f3456,plain,
    ( xuntil6(s68)
    | ~ spl0_593 ),
    inference(avatar_component_clause,[],[f3454]) ).

fof(f3458,definition,
    ( spl0_594
  <=> until5(s69) ),
    introduced(definition,[new_symbols(definition,[spl0_594])],[avatar_definition]) ).

fof(f3460,plain,
    ( until5(s69)
    | ~ spl0_594 ),
    inference(avatar_component_clause,[],[f3458]) ).

fof(f3461,plain,
    ( spl0_593
    | spl0_594 ),
    inference(avatar_split_clause,[],[f3452,f3458,f3454]) ).

fof(f3462,plain,
    ( until5(s70)
    | xuntil6(s69) ),
    inference(resolution,[],[f543,f939]) ).

fof(f3464,definition,
    ( spl0_595
  <=> xuntil6(s69) ),
    introduced(definition,[new_symbols(definition,[spl0_595])],[avatar_definition]) ).

fof(f3466,plain,
    ( xuntil6(s69)
    | ~ spl0_595 ),
    inference(avatar_component_clause,[],[f3464]) ).

fof(f3468,definition,
    ( spl0_596
  <=> until5(s70) ),
    introduced(definition,[new_symbols(definition,[spl0_596])],[avatar_definition]) ).

fof(f3470,plain,
    ( until5(s70)
    | ~ spl0_596 ),
    inference(avatar_component_clause,[],[f3468]) ).

fof(f3471,plain,
    ( spl0_595
    | spl0_596 ),
    inference(avatar_split_clause,[],[f3462,f3468,f3464]) ).

fof(f3472,plain,
    ( until5(s71)
    | xuntil6(s70) ),
    inference(resolution,[],[f544,f939]) ).

fof(f3474,definition,
    ( spl0_597
  <=> xuntil6(s70) ),
    introduced(definition,[new_symbols(definition,[spl0_597])],[avatar_definition]) ).

fof(f3476,plain,
    ( xuntil6(s70)
    | ~ spl0_597 ),
    inference(avatar_component_clause,[],[f3474]) ).

fof(f3478,definition,
    ( spl0_598
  <=> until5(s71) ),
    introduced(definition,[new_symbols(definition,[spl0_598])],[avatar_definition]) ).

fof(f3480,plain,
    ( until5(s71)
    | ~ spl0_598 ),
    inference(avatar_component_clause,[],[f3478]) ).

fof(f3481,plain,
    ( spl0_597
    | spl0_598 ),
    inference(avatar_split_clause,[],[f3472,f3478,f3474]) ).

fof(f3482,plain,
    ( until5(s72)
    | xuntil6(s71) ),
    inference(resolution,[],[f545,f939]) ).

fof(f3484,definition,
    ( spl0_599
  <=> xuntil6(s71) ),
    introduced(definition,[new_symbols(definition,[spl0_599])],[avatar_definition]) ).

fof(f3486,plain,
    ( xuntil6(s71)
    | ~ spl0_599 ),
    inference(avatar_component_clause,[],[f3484]) ).

fof(f3488,definition,
    ( spl0_600
  <=> until5(s72) ),
    introduced(definition,[new_symbols(definition,[spl0_600])],[avatar_definition]) ).

fof(f3490,plain,
    ( until5(s72)
    | ~ spl0_600 ),
    inference(avatar_component_clause,[],[f3488]) ).

fof(f3491,plain,
    ( spl0_599
    | spl0_600 ),
    inference(avatar_split_clause,[],[f3482,f3488,f3484]) ).

fof(f3492,plain,
    ( until5(s73)
    | xuntil6(s72) ),
    inference(resolution,[],[f546,f939]) ).

fof(f3494,definition,
    ( spl0_601
  <=> xuntil6(s72) ),
    introduced(definition,[new_symbols(definition,[spl0_601])],[avatar_definition]) ).

fof(f3496,plain,
    ( xuntil6(s72)
    | ~ spl0_601 ),
    inference(avatar_component_clause,[],[f3494]) ).

fof(f3498,definition,
    ( spl0_602
  <=> until5(s73) ),
    introduced(definition,[new_symbols(definition,[spl0_602])],[avatar_definition]) ).

fof(f3500,plain,
    ( until5(s73)
    | ~ spl0_602 ),
    inference(avatar_component_clause,[],[f3498]) ).

fof(f3501,plain,
    ( spl0_601
    | spl0_602 ),
    inference(avatar_split_clause,[],[f3492,f3498,f3494]) ).

fof(f3502,plain,
    ( until5(s74)
    | xuntil6(s73) ),
    inference(resolution,[],[f547,f939]) ).

fof(f3504,definition,
    ( spl0_603
  <=> xuntil6(s73) ),
    introduced(definition,[new_symbols(definition,[spl0_603])],[avatar_definition]) ).

fof(f3506,plain,
    ( xuntil6(s73)
    | ~ spl0_603 ),
    inference(avatar_component_clause,[],[f3504]) ).

fof(f3508,definition,
    ( spl0_604
  <=> until5(s74) ),
    introduced(definition,[new_symbols(definition,[spl0_604])],[avatar_definition]) ).

fof(f3510,plain,
    ( until5(s74)
    | ~ spl0_604 ),
    inference(avatar_component_clause,[],[f3508]) ).

fof(f3511,plain,
    ( spl0_603
    | spl0_604 ),
    inference(avatar_split_clause,[],[f3502,f3508,f3504]) ).

fof(f3512,plain,
    ( until5(s75)
    | xuntil6(s74) ),
    inference(resolution,[],[f548,f939]) ).

fof(f3514,definition,
    ( spl0_605
  <=> xuntil6(s74) ),
    introduced(definition,[new_symbols(definition,[spl0_605])],[avatar_definition]) ).

fof(f3516,plain,
    ( xuntil6(s74)
    | ~ spl0_605 ),
    inference(avatar_component_clause,[],[f3514]) ).

fof(f3518,definition,
    ( spl0_606
  <=> until5(s75) ),
    introduced(definition,[new_symbols(definition,[spl0_606])],[avatar_definition]) ).

fof(f3520,plain,
    ( until5(s75)
    | ~ spl0_606 ),
    inference(avatar_component_clause,[],[f3518]) ).

fof(f3521,plain,
    ( spl0_605
    | spl0_606 ),
    inference(avatar_split_clause,[],[f3512,f3518,f3514]) ).

fof(f3522,plain,
    ( until5(s76)
    | xuntil6(s75) ),
    inference(resolution,[],[f549,f939]) ).

fof(f3524,definition,
    ( spl0_607
  <=> xuntil6(s75) ),
    introduced(definition,[new_symbols(definition,[spl0_607])],[avatar_definition]) ).

fof(f3526,plain,
    ( xuntil6(s75)
    | ~ spl0_607 ),
    inference(avatar_component_clause,[],[f3524]) ).

fof(f3528,definition,
    ( spl0_608
  <=> until5(s76) ),
    introduced(definition,[new_symbols(definition,[spl0_608])],[avatar_definition]) ).

fof(f3530,plain,
    ( until5(s76)
    | ~ spl0_608 ),
    inference(avatar_component_clause,[],[f3528]) ).

fof(f3531,plain,
    ( spl0_607
    | spl0_608 ),
    inference(avatar_split_clause,[],[f3522,f3528,f3524]) ).

fof(f3532,plain,
    ( until5(s77)
    | xuntil6(s76) ),
    inference(resolution,[],[f550,f939]) ).

fof(f3534,definition,
    ( spl0_609
  <=> xuntil6(s76) ),
    introduced(definition,[new_symbols(definition,[spl0_609])],[avatar_definition]) ).

fof(f3536,plain,
    ( xuntil6(s76)
    | ~ spl0_609 ),
    inference(avatar_component_clause,[],[f3534]) ).

fof(f3538,definition,
    ( spl0_610
  <=> until5(s77) ),
    introduced(definition,[new_symbols(definition,[spl0_610])],[avatar_definition]) ).

fof(f3540,plain,
    ( until5(s77)
    | ~ spl0_610 ),
    inference(avatar_component_clause,[],[f3538]) ).

fof(f3541,plain,
    ( spl0_609
    | spl0_610 ),
    inference(avatar_split_clause,[],[f3532,f3538,f3534]) ).

fof(f3542,plain,
    ( until5(s78)
    | xuntil6(s77) ),
    inference(resolution,[],[f551,f939]) ).

fof(f3544,definition,
    ( spl0_611
  <=> xuntil6(s77) ),
    introduced(definition,[new_symbols(definition,[spl0_611])],[avatar_definition]) ).

fof(f3546,plain,
    ( xuntil6(s77)
    | ~ spl0_611 ),
    inference(avatar_component_clause,[],[f3544]) ).

fof(f3548,definition,
    ( spl0_612
  <=> until5(s78) ),
    introduced(definition,[new_symbols(definition,[spl0_612])],[avatar_definition]) ).

fof(f3550,plain,
    ( until5(s78)
    | ~ spl0_612 ),
    inference(avatar_component_clause,[],[f3548]) ).

fof(f3551,plain,
    ( spl0_611
    | spl0_612 ),
    inference(avatar_split_clause,[],[f3542,f3548,f3544]) ).

fof(f3552,plain,
    ( until5(s79)
    | xuntil6(s78) ),
    inference(resolution,[],[f552,f939]) ).

fof(f3554,definition,
    ( spl0_613
  <=> xuntil6(s78) ),
    introduced(definition,[new_symbols(definition,[spl0_613])],[avatar_definition]) ).

fof(f3556,plain,
    ( xuntil6(s78)
    | ~ spl0_613 ),
    inference(avatar_component_clause,[],[f3554]) ).

fof(f3558,definition,
    ( spl0_614
  <=> until5(s79) ),
    introduced(definition,[new_symbols(definition,[spl0_614])],[avatar_definition]) ).

fof(f3560,plain,
    ( until5(s79)
    | ~ spl0_614 ),
    inference(avatar_component_clause,[],[f3558]) ).

fof(f3561,plain,
    ( spl0_613
    | spl0_614 ),
    inference(avatar_split_clause,[],[f3552,f3558,f3554]) ).

fof(f3562,plain,
    ( until5(s80)
    | xuntil6(s79) ),
    inference(resolution,[],[f553,f939]) ).

fof(f3564,definition,
    ( spl0_615
  <=> xuntil6(s79) ),
    introduced(definition,[new_symbols(definition,[spl0_615])],[avatar_definition]) ).

fof(f3566,plain,
    ( xuntil6(s79)
    | ~ spl0_615 ),
    inference(avatar_component_clause,[],[f3564]) ).

fof(f3568,definition,
    ( spl0_616
  <=> until5(s80) ),
    introduced(definition,[new_symbols(definition,[spl0_616])],[avatar_definition]) ).

fof(f3570,plain,
    ( until5(s80)
    | ~ spl0_616 ),
    inference(avatar_component_clause,[],[f3568]) ).

fof(f3571,plain,
    ( spl0_615
    | spl0_616 ),
    inference(avatar_split_clause,[],[f3562,f3568,f3564]) ).

fof(f3572,plain,
    ( until5(s81)
    | xuntil6(s80) ),
    inference(resolution,[],[f554,f939]) ).

fof(f3574,definition,
    ( spl0_617
  <=> xuntil6(s80) ),
    introduced(definition,[new_symbols(definition,[spl0_617])],[avatar_definition]) ).

fof(f3576,plain,
    ( xuntil6(s80)
    | ~ spl0_617 ),
    inference(avatar_component_clause,[],[f3574]) ).

fof(f3578,definition,
    ( spl0_618
  <=> until5(s81) ),
    introduced(definition,[new_symbols(definition,[spl0_618])],[avatar_definition]) ).

fof(f3580,plain,
    ( until5(s81)
    | ~ spl0_618 ),
    inference(avatar_component_clause,[],[f3578]) ).

fof(f3581,plain,
    ( spl0_617
    | spl0_618 ),
    inference(avatar_split_clause,[],[f3572,f3578,f3574]) ).

fof(f3582,plain,
    ( until5(s82)
    | xuntil6(s81) ),
    inference(resolution,[],[f555,f939]) ).

fof(f3584,definition,
    ( spl0_619
  <=> xuntil6(s81) ),
    introduced(definition,[new_symbols(definition,[spl0_619])],[avatar_definition]) ).

fof(f3586,plain,
    ( xuntil6(s81)
    | ~ spl0_619 ),
    inference(avatar_component_clause,[],[f3584]) ).

fof(f3588,definition,
    ( spl0_620
  <=> until5(s82) ),
    introduced(definition,[new_symbols(definition,[spl0_620])],[avatar_definition]) ).

fof(f3590,plain,
    ( until5(s82)
    | ~ spl0_620 ),
    inference(avatar_component_clause,[],[f3588]) ).

fof(f3591,plain,
    ( spl0_619
    | spl0_620 ),
    inference(avatar_split_clause,[],[f3582,f3588,f3584]) ).

fof(f3592,plain,
    ( until5(s83)
    | xuntil6(s82) ),
    inference(resolution,[],[f556,f939]) ).

fof(f3594,definition,
    ( spl0_621
  <=> xuntil6(s82) ),
    introduced(definition,[new_symbols(definition,[spl0_621])],[avatar_definition]) ).

fof(f3596,plain,
    ( xuntil6(s82)
    | ~ spl0_621 ),
    inference(avatar_component_clause,[],[f3594]) ).

fof(f3598,definition,
    ( spl0_622
  <=> until5(s83) ),
    introduced(definition,[new_symbols(definition,[spl0_622])],[avatar_definition]) ).

fof(f3600,plain,
    ( until5(s83)
    | ~ spl0_622 ),
    inference(avatar_component_clause,[],[f3598]) ).

fof(f3601,plain,
    ( spl0_621
    | spl0_622 ),
    inference(avatar_split_clause,[],[f3592,f3598,f3594]) ).

fof(f3602,plain,
    ( until5(s84)
    | xuntil6(s83) ),
    inference(resolution,[],[f557,f939]) ).

fof(f3604,definition,
    ( spl0_623
  <=> xuntil6(s83) ),
    introduced(definition,[new_symbols(definition,[spl0_623])],[avatar_definition]) ).

fof(f3606,plain,
    ( xuntil6(s83)
    | ~ spl0_623 ),
    inference(avatar_component_clause,[],[f3604]) ).

fof(f3608,definition,
    ( spl0_624
  <=> until5(s84) ),
    introduced(definition,[new_symbols(definition,[spl0_624])],[avatar_definition]) ).

fof(f3610,plain,
    ( until5(s84)
    | ~ spl0_624 ),
    inference(avatar_component_clause,[],[f3608]) ).

fof(f3611,plain,
    ( spl0_623
    | spl0_624 ),
    inference(avatar_split_clause,[],[f3602,f3608,f3604]) ).

fof(f3612,plain,
    ( until5(s85)
    | xuntil6(s84) ),
    inference(resolution,[],[f558,f939]) ).

fof(f3614,definition,
    ( spl0_625
  <=> xuntil6(s84) ),
    introduced(definition,[new_symbols(definition,[spl0_625])],[avatar_definition]) ).

fof(f3616,plain,
    ( xuntil6(s84)
    | ~ spl0_625 ),
    inference(avatar_component_clause,[],[f3614]) ).

fof(f3618,definition,
    ( spl0_626
  <=> until5(s85) ),
    introduced(definition,[new_symbols(definition,[spl0_626])],[avatar_definition]) ).

fof(f3620,plain,
    ( until5(s85)
    | ~ spl0_626 ),
    inference(avatar_component_clause,[],[f3618]) ).

fof(f3621,plain,
    ( spl0_625
    | spl0_626 ),
    inference(avatar_split_clause,[],[f3612,f3618,f3614]) ).

fof(f3622,plain,
    ( until5(s86)
    | xuntil6(s85) ),
    inference(resolution,[],[f559,f939]) ).

fof(f3624,definition,
    ( spl0_627
  <=> xuntil6(s85) ),
    introduced(definition,[new_symbols(definition,[spl0_627])],[avatar_definition]) ).

fof(f3626,plain,
    ( xuntil6(s85)
    | ~ spl0_627 ),
    inference(avatar_component_clause,[],[f3624]) ).

fof(f3628,definition,
    ( spl0_628
  <=> until5(s86) ),
    introduced(definition,[new_symbols(definition,[spl0_628])],[avatar_definition]) ).

fof(f3630,plain,
    ( until5(s86)
    | ~ spl0_628 ),
    inference(avatar_component_clause,[],[f3628]) ).

fof(f3631,plain,
    ( spl0_627
    | spl0_628 ),
    inference(avatar_split_clause,[],[f3622,f3628,f3624]) ).

fof(f3632,plain,
    ( until5(s87)
    | xuntil6(s86) ),
    inference(resolution,[],[f560,f939]) ).

fof(f3634,definition,
    ( spl0_629
  <=> xuntil6(s86) ),
    introduced(definition,[new_symbols(definition,[spl0_629])],[avatar_definition]) ).

fof(f3636,plain,
    ( xuntil6(s86)
    | ~ spl0_629 ),
    inference(avatar_component_clause,[],[f3634]) ).

fof(f3638,definition,
    ( spl0_630
  <=> until5(s87) ),
    introduced(definition,[new_symbols(definition,[spl0_630])],[avatar_definition]) ).

fof(f3640,plain,
    ( until5(s87)
    | ~ spl0_630 ),
    inference(avatar_component_clause,[],[f3638]) ).

fof(f3641,plain,
    ( spl0_629
    | spl0_630 ),
    inference(avatar_split_clause,[],[f3632,f3638,f3634]) ).

fof(f3642,plain,
    ( until5(s88)
    | xuntil6(s87) ),
    inference(resolution,[],[f561,f939]) ).

fof(f3644,definition,
    ( spl0_631
  <=> xuntil6(s87) ),
    introduced(definition,[new_symbols(definition,[spl0_631])],[avatar_definition]) ).

fof(f3646,plain,
    ( xuntil6(s87)
    | ~ spl0_631 ),
    inference(avatar_component_clause,[],[f3644]) ).

fof(f3648,definition,
    ( spl0_632
  <=> until5(s88) ),
    introduced(definition,[new_symbols(definition,[spl0_632])],[avatar_definition]) ).

fof(f3650,plain,
    ( until5(s88)
    | ~ spl0_632 ),
    inference(avatar_component_clause,[],[f3648]) ).

fof(f3651,plain,
    ( spl0_631
    | spl0_632 ),
    inference(avatar_split_clause,[],[f3642,f3648,f3644]) ).

fof(f3652,plain,
    ( until5(s89)
    | xuntil6(s88) ),
    inference(resolution,[],[f562,f939]) ).

fof(f3654,definition,
    ( spl0_633
  <=> xuntil6(s88) ),
    introduced(definition,[new_symbols(definition,[spl0_633])],[avatar_definition]) ).

fof(f3656,plain,
    ( xuntil6(s88)
    | ~ spl0_633 ),
    inference(avatar_component_clause,[],[f3654]) ).

fof(f3658,definition,
    ( spl0_634
  <=> until5(s89) ),
    introduced(definition,[new_symbols(definition,[spl0_634])],[avatar_definition]) ).

fof(f3660,plain,
    ( until5(s89)
    | ~ spl0_634 ),
    inference(avatar_component_clause,[],[f3658]) ).

fof(f3661,plain,
    ( spl0_633
    | spl0_634 ),
    inference(avatar_split_clause,[],[f3652,f3658,f3654]) ).

fof(f3662,plain,
    ( until5(s90)
    | xuntil6(s89) ),
    inference(resolution,[],[f563,f939]) ).

fof(f3664,definition,
    ( spl0_635
  <=> xuntil6(s89) ),
    introduced(definition,[new_symbols(definition,[spl0_635])],[avatar_definition]) ).

fof(f3666,plain,
    ( xuntil6(s89)
    | ~ spl0_635 ),
    inference(avatar_component_clause,[],[f3664]) ).

fof(f3668,definition,
    ( spl0_636
  <=> until5(s90) ),
    introduced(definition,[new_symbols(definition,[spl0_636])],[avatar_definition]) ).

fof(f3670,plain,
    ( until5(s90)
    | ~ spl0_636 ),
    inference(avatar_component_clause,[],[f3668]) ).

fof(f3671,plain,
    ( spl0_635
    | spl0_636 ),
    inference(avatar_split_clause,[],[f3662,f3668,f3664]) ).

fof(f3672,plain,
    ( until5(s91)
    | xuntil6(s90) ),
    inference(resolution,[],[f564,f939]) ).

fof(f3674,definition,
    ( spl0_637
  <=> xuntil6(s90) ),
    introduced(definition,[new_symbols(definition,[spl0_637])],[avatar_definition]) ).

fof(f3676,plain,
    ( xuntil6(s90)
    | ~ spl0_637 ),
    inference(avatar_component_clause,[],[f3674]) ).

fof(f3678,definition,
    ( spl0_638
  <=> until5(s91) ),
    introduced(definition,[new_symbols(definition,[spl0_638])],[avatar_definition]) ).

fof(f3680,plain,
    ( until5(s91)
    | ~ spl0_638 ),
    inference(avatar_component_clause,[],[f3678]) ).

fof(f3681,plain,
    ( spl0_637
    | spl0_638 ),
    inference(avatar_split_clause,[],[f3672,f3678,f3674]) ).

fof(f3682,plain,
    ( until5(s92)
    | xuntil6(s91) ),
    inference(resolution,[],[f565,f939]) ).

fof(f3684,definition,
    ( spl0_639
  <=> xuntil6(s91) ),
    introduced(definition,[new_symbols(definition,[spl0_639])],[avatar_definition]) ).

fof(f3686,plain,
    ( xuntil6(s91)
    | ~ spl0_639 ),
    inference(avatar_component_clause,[],[f3684]) ).

fof(f3688,definition,
    ( spl0_640
  <=> until5(s92) ),
    introduced(definition,[new_symbols(definition,[spl0_640])],[avatar_definition]) ).

fof(f3690,plain,
    ( until5(s92)
    | ~ spl0_640 ),
    inference(avatar_component_clause,[],[f3688]) ).

fof(f3691,plain,
    ( spl0_639
    | spl0_640 ),
    inference(avatar_split_clause,[],[f3682,f3688,f3684]) ).

fof(f3692,plain,
    ( until5(s93)
    | xuntil6(s92) ),
    inference(resolution,[],[f566,f939]) ).

fof(f3694,definition,
    ( spl0_641
  <=> xuntil6(s92) ),
    introduced(definition,[new_symbols(definition,[spl0_641])],[avatar_definition]) ).

fof(f3696,plain,
    ( xuntil6(s92)
    | ~ spl0_641 ),
    inference(avatar_component_clause,[],[f3694]) ).

fof(f3698,definition,
    ( spl0_642
  <=> until5(s93) ),
    introduced(definition,[new_symbols(definition,[spl0_642])],[avatar_definition]) ).

fof(f3700,plain,
    ( until5(s93)
    | ~ spl0_642 ),
    inference(avatar_component_clause,[],[f3698]) ).

fof(f3701,plain,
    ( spl0_641
    | spl0_642 ),
    inference(avatar_split_clause,[],[f3692,f3698,f3694]) ).

fof(f3702,plain,
    ( until5(s94)
    | xuntil6(s93) ),
    inference(resolution,[],[f567,f939]) ).

fof(f3704,definition,
    ( spl0_643
  <=> xuntil6(s93) ),
    introduced(definition,[new_symbols(definition,[spl0_643])],[avatar_definition]) ).

fof(f3706,plain,
    ( xuntil6(s93)
    | ~ spl0_643 ),
    inference(avatar_component_clause,[],[f3704]) ).

fof(f3708,definition,
    ( spl0_644
  <=> until5(s94) ),
    introduced(definition,[new_symbols(definition,[spl0_644])],[avatar_definition]) ).

fof(f3710,plain,
    ( until5(s94)
    | ~ spl0_644 ),
    inference(avatar_component_clause,[],[f3708]) ).

fof(f3711,plain,
    ( spl0_643
    | spl0_644 ),
    inference(avatar_split_clause,[],[f3702,f3708,f3704]) ).

fof(f3712,plain,
    ( until5(s95)
    | xuntil6(s94) ),
    inference(resolution,[],[f568,f939]) ).

fof(f3714,definition,
    ( spl0_645
  <=> xuntil6(s94) ),
    introduced(definition,[new_symbols(definition,[spl0_645])],[avatar_definition]) ).

fof(f3716,plain,
    ( xuntil6(s94)
    | ~ spl0_645 ),
    inference(avatar_component_clause,[],[f3714]) ).

fof(f3718,definition,
    ( spl0_646
  <=> until5(s95) ),
    introduced(definition,[new_symbols(definition,[spl0_646])],[avatar_definition]) ).

fof(f3720,plain,
    ( until5(s95)
    | ~ spl0_646 ),
    inference(avatar_component_clause,[],[f3718]) ).

fof(f3721,plain,
    ( spl0_645
    | spl0_646 ),
    inference(avatar_split_clause,[],[f3712,f3718,f3714]) ).

fof(f3722,plain,
    ( until5(s96)
    | xuntil6(s95) ),
    inference(resolution,[],[f569,f939]) ).

fof(f3724,definition,
    ( spl0_647
  <=> xuntil6(s95) ),
    introduced(definition,[new_symbols(definition,[spl0_647])],[avatar_definition]) ).

fof(f3726,plain,
    ( xuntil6(s95)
    | ~ spl0_647 ),
    inference(avatar_component_clause,[],[f3724]) ).

fof(f3728,definition,
    ( spl0_648
  <=> until5(s96) ),
    introduced(definition,[new_symbols(definition,[spl0_648])],[avatar_definition]) ).

fof(f3730,plain,
    ( until5(s96)
    | ~ spl0_648 ),
    inference(avatar_component_clause,[],[f3728]) ).

fof(f3731,plain,
    ( spl0_647
    | spl0_648 ),
    inference(avatar_split_clause,[],[f3722,f3728,f3724]) ).

fof(f3732,plain,
    ( until5(s97)
    | xuntil6(s96) ),
    inference(resolution,[],[f570,f939]) ).

fof(f3734,definition,
    ( spl0_649
  <=> xuntil6(s96) ),
    introduced(definition,[new_symbols(definition,[spl0_649])],[avatar_definition]) ).

fof(f3736,plain,
    ( xuntil6(s96)
    | ~ spl0_649 ),
    inference(avatar_component_clause,[],[f3734]) ).

fof(f3738,definition,
    ( spl0_650
  <=> until5(s97) ),
    introduced(definition,[new_symbols(definition,[spl0_650])],[avatar_definition]) ).

fof(f3740,plain,
    ( until5(s97)
    | ~ spl0_650 ),
    inference(avatar_component_clause,[],[f3738]) ).

fof(f3741,plain,
    ( spl0_649
    | spl0_650 ),
    inference(avatar_split_clause,[],[f3732,f3738,f3734]) ).

fof(f3742,plain,
    ( until5(s98)
    | xuntil6(s97) ),
    inference(resolution,[],[f571,f939]) ).

fof(f3744,definition,
    ( spl0_651
  <=> xuntil6(s97) ),
    introduced(definition,[new_symbols(definition,[spl0_651])],[avatar_definition]) ).

fof(f3746,plain,
    ( xuntil6(s97)
    | ~ spl0_651 ),
    inference(avatar_component_clause,[],[f3744]) ).

fof(f3748,definition,
    ( spl0_652
  <=> until5(s98) ),
    introduced(definition,[new_symbols(definition,[spl0_652])],[avatar_definition]) ).

fof(f3750,plain,
    ( until5(s98)
    | ~ spl0_652 ),
    inference(avatar_component_clause,[],[f3748]) ).

fof(f3751,plain,
    ( spl0_651
    | spl0_652 ),
    inference(avatar_split_clause,[],[f3742,f3748,f3744]) ).

fof(f3752,plain,
    ( until5(s99)
    | xuntil6(s98) ),
    inference(resolution,[],[f572,f939]) ).

fof(f3754,definition,
    ( spl0_653
  <=> xuntil6(s98) ),
    introduced(definition,[new_symbols(definition,[spl0_653])],[avatar_definition]) ).

fof(f3756,plain,
    ( xuntil6(s98)
    | ~ spl0_653 ),
    inference(avatar_component_clause,[],[f3754]) ).

fof(f3758,definition,
    ( spl0_654
  <=> until5(s99) ),
    introduced(definition,[new_symbols(definition,[spl0_654])],[avatar_definition]) ).

fof(f3760,plain,
    ( until5(s99)
    | ~ spl0_654 ),
    inference(avatar_component_clause,[],[f3758]) ).

fof(f3761,plain,
    ( spl0_653
    | spl0_654 ),
    inference(avatar_split_clause,[],[f3752,f3758,f3754]) ).

fof(f3762,plain,
    ( until5(s100)
    | xuntil6(s99) ),
    inference(resolution,[],[f573,f939]) ).

fof(f3764,definition,
    ( spl0_655
  <=> xuntil6(s99) ),
    introduced(definition,[new_symbols(definition,[spl0_655])],[avatar_definition]) ).

fof(f3766,plain,
    ( xuntil6(s99)
    | ~ spl0_655 ),
    inference(avatar_component_clause,[],[f3764]) ).

fof(f3768,definition,
    ( spl0_656
  <=> until5(s100) ),
    introduced(definition,[new_symbols(definition,[spl0_656])],[avatar_definition]) ).

fof(f3770,plain,
    ( until5(s100)
    | ~ spl0_656 ),
    inference(avatar_component_clause,[],[f3768]) ).

fof(f3771,plain,
    ( spl0_655
    | spl0_656 ),
    inference(avatar_split_clause,[],[f3762,f3768,f3764]) ).

fof(f3772,plain,
    ( until5(s101)
    | xuntil6(s100) ),
    inference(resolution,[],[f574,f939]) ).

fof(f3774,definition,
    ( spl0_657
  <=> xuntil6(s100) ),
    introduced(definition,[new_symbols(definition,[spl0_657])],[avatar_definition]) ).

fof(f3776,plain,
    ( xuntil6(s100)
    | ~ spl0_657 ),
    inference(avatar_component_clause,[],[f3774]) ).

fof(f3778,definition,
    ( spl0_658
  <=> until5(s101) ),
    introduced(definition,[new_symbols(definition,[spl0_658])],[avatar_definition]) ).

fof(f3780,plain,
    ( until5(s101)
    | ~ spl0_658 ),
    inference(avatar_component_clause,[],[f3778]) ).

fof(f3781,plain,
    ( spl0_657
    | spl0_658 ),
    inference(avatar_split_clause,[],[f3772,f3778,f3774]) ).

fof(f3782,plain,
    ( until5(s102)
    | xuntil6(s101) ),
    inference(resolution,[],[f575,f939]) ).

fof(f3784,definition,
    ( spl0_659
  <=> xuntil6(s101) ),
    introduced(definition,[new_symbols(definition,[spl0_659])],[avatar_definition]) ).

fof(f3786,plain,
    ( xuntil6(s101)
    | ~ spl0_659 ),
    inference(avatar_component_clause,[],[f3784]) ).

fof(f3788,definition,
    ( spl0_660
  <=> until5(s102) ),
    introduced(definition,[new_symbols(definition,[spl0_660])],[avatar_definition]) ).

fof(f3790,plain,
    ( until5(s102)
    | ~ spl0_660 ),
    inference(avatar_component_clause,[],[f3788]) ).

fof(f3791,plain,
    ( spl0_659
    | spl0_660 ),
    inference(avatar_split_clause,[],[f3782,f3788,f3784]) ).

fof(f3792,plain,
    ( until5(s103)
    | xuntil6(s102) ),
    inference(resolution,[],[f576,f939]) ).

fof(f3794,definition,
    ( spl0_661
  <=> xuntil6(s102) ),
    introduced(definition,[new_symbols(definition,[spl0_661])],[avatar_definition]) ).

fof(f3796,plain,
    ( xuntil6(s102)
    | ~ spl0_661 ),
    inference(avatar_component_clause,[],[f3794]) ).

fof(f3798,definition,
    ( spl0_662
  <=> until5(s103) ),
    introduced(definition,[new_symbols(definition,[spl0_662])],[avatar_definition]) ).

fof(f3800,plain,
    ( until5(s103)
    | ~ spl0_662 ),
    inference(avatar_component_clause,[],[f3798]) ).

fof(f3801,plain,
    ( spl0_661
    | spl0_662 ),
    inference(avatar_split_clause,[],[f3792,f3798,f3794]) ).

fof(f3802,plain,
    ( until5(s104)
    | xuntil6(s103) ),
    inference(resolution,[],[f577,f939]) ).

fof(f3804,definition,
    ( spl0_663
  <=> xuntil6(s103) ),
    introduced(definition,[new_symbols(definition,[spl0_663])],[avatar_definition]) ).

fof(f3806,plain,
    ( xuntil6(s103)
    | ~ spl0_663 ),
    inference(avatar_component_clause,[],[f3804]) ).

fof(f3808,definition,
    ( spl0_664
  <=> until5(s104) ),
    introduced(definition,[new_symbols(definition,[spl0_664])],[avatar_definition]) ).

fof(f3810,plain,
    ( until5(s104)
    | ~ spl0_664 ),
    inference(avatar_component_clause,[],[f3808]) ).

fof(f3811,plain,
    ( spl0_663
    | spl0_664 ),
    inference(avatar_split_clause,[],[f3802,f3808,f3804]) ).

fof(f3812,plain,
    ( until5(s105)
    | xuntil6(s104) ),
    inference(resolution,[],[f578,f939]) ).

fof(f3814,definition,
    ( spl0_665
  <=> xuntil6(s104) ),
    introduced(definition,[new_symbols(definition,[spl0_665])],[avatar_definition]) ).

fof(f3816,plain,
    ( xuntil6(s104)
    | ~ spl0_665 ),
    inference(avatar_component_clause,[],[f3814]) ).

fof(f3818,definition,
    ( spl0_666
  <=> until5(s105) ),
    introduced(definition,[new_symbols(definition,[spl0_666])],[avatar_definition]) ).

fof(f3820,plain,
    ( until5(s105)
    | ~ spl0_666 ),
    inference(avatar_component_clause,[],[f3818]) ).

fof(f3821,plain,
    ( spl0_665
    | spl0_666 ),
    inference(avatar_split_clause,[],[f3812,f3818,f3814]) ).

fof(f3822,plain,
    ( until5(s106)
    | xuntil6(s105) ),
    inference(resolution,[],[f579,f939]) ).

fof(f3824,definition,
    ( spl0_667
  <=> xuntil6(s105) ),
    introduced(definition,[new_symbols(definition,[spl0_667])],[avatar_definition]) ).

fof(f3826,plain,
    ( xuntil6(s105)
    | ~ spl0_667 ),
    inference(avatar_component_clause,[],[f3824]) ).

fof(f3828,definition,
    ( spl0_668
  <=> until5(s106) ),
    introduced(definition,[new_symbols(definition,[spl0_668])],[avatar_definition]) ).

fof(f3830,plain,
    ( until5(s106)
    | ~ spl0_668 ),
    inference(avatar_component_clause,[],[f3828]) ).

fof(f3831,plain,
    ( spl0_667
    | spl0_668 ),
    inference(avatar_split_clause,[],[f3822,f3828,f3824]) ).

fof(f3832,plain,
    ( until5(s107)
    | xuntil6(s106) ),
    inference(resolution,[],[f580,f939]) ).

fof(f3834,definition,
    ( spl0_669
  <=> xuntil6(s106) ),
    introduced(definition,[new_symbols(definition,[spl0_669])],[avatar_definition]) ).

fof(f3836,plain,
    ( xuntil6(s106)
    | ~ spl0_669 ),
    inference(avatar_component_clause,[],[f3834]) ).

fof(f3838,definition,
    ( spl0_670
  <=> until5(s107) ),
    introduced(definition,[new_symbols(definition,[spl0_670])],[avatar_definition]) ).

fof(f3840,plain,
    ( until5(s107)
    | ~ spl0_670 ),
    inference(avatar_component_clause,[],[f3838]) ).

fof(f3841,plain,
    ( spl0_669
    | spl0_670 ),
    inference(avatar_split_clause,[],[f3832,f3838,f3834]) ).

fof(f3842,plain,
    ( until5(s108)
    | xuntil6(s107) ),
    inference(resolution,[],[f581,f939]) ).

fof(f3844,definition,
    ( spl0_671
  <=> xuntil6(s107) ),
    introduced(definition,[new_symbols(definition,[spl0_671])],[avatar_definition]) ).

fof(f3846,plain,
    ( xuntil6(s107)
    | ~ spl0_671 ),
    inference(avatar_component_clause,[],[f3844]) ).

fof(f3848,definition,
    ( spl0_672
  <=> until5(s108) ),
    introduced(definition,[new_symbols(definition,[spl0_672])],[avatar_definition]) ).

fof(f3850,plain,
    ( until5(s108)
    | ~ spl0_672 ),
    inference(avatar_component_clause,[],[f3848]) ).

fof(f3851,plain,
    ( spl0_671
    | spl0_672 ),
    inference(avatar_split_clause,[],[f3842,f3848,f3844]) ).

fof(f3852,plain,
    ( until5(s109)
    | xuntil6(s108) ),
    inference(resolution,[],[f582,f939]) ).

fof(f3854,definition,
    ( spl0_673
  <=> xuntil6(s108) ),
    introduced(definition,[new_symbols(definition,[spl0_673])],[avatar_definition]) ).

fof(f3856,plain,
    ( xuntil6(s108)
    | ~ spl0_673 ),
    inference(avatar_component_clause,[],[f3854]) ).

fof(f3858,definition,
    ( spl0_674
  <=> until5(s109) ),
    introduced(definition,[new_symbols(definition,[spl0_674])],[avatar_definition]) ).

fof(f3860,plain,
    ( until5(s109)
    | ~ spl0_674 ),
    inference(avatar_component_clause,[],[f3858]) ).

fof(f3861,plain,
    ( spl0_673
    | spl0_674 ),
    inference(avatar_split_clause,[],[f3852,f3858,f3854]) ).

fof(f3862,plain,
    ( until5(s110)
    | xuntil6(s109) ),
    inference(resolution,[],[f583,f939]) ).

fof(f3864,definition,
    ( spl0_675
  <=> xuntil6(s109) ),
    introduced(definition,[new_symbols(definition,[spl0_675])],[avatar_definition]) ).

fof(f3866,plain,
    ( xuntil6(s109)
    | ~ spl0_675 ),
    inference(avatar_component_clause,[],[f3864]) ).

fof(f3868,definition,
    ( spl0_676
  <=> until5(s110) ),
    introduced(definition,[new_symbols(definition,[spl0_676])],[avatar_definition]) ).

fof(f3870,plain,
    ( until5(s110)
    | ~ spl0_676 ),
    inference(avatar_component_clause,[],[f3868]) ).

fof(f3871,plain,
    ( spl0_675
    | spl0_676 ),
    inference(avatar_split_clause,[],[f3862,f3868,f3864]) ).

fof(f3872,plain,
    ( until5(s111)
    | xuntil6(s110) ),
    inference(resolution,[],[f584,f939]) ).

fof(f3874,definition,
    ( spl0_677
  <=> xuntil6(s110) ),
    introduced(definition,[new_symbols(definition,[spl0_677])],[avatar_definition]) ).

fof(f3876,plain,
    ( xuntil6(s110)
    | ~ spl0_677 ),
    inference(avatar_component_clause,[],[f3874]) ).

fof(f3878,definition,
    ( spl0_678
  <=> until5(s111) ),
    introduced(definition,[new_symbols(definition,[spl0_678])],[avatar_definition]) ).

fof(f3880,plain,
    ( until5(s111)
    | ~ spl0_678 ),
    inference(avatar_component_clause,[],[f3878]) ).

fof(f3881,plain,
    ( spl0_677
    | spl0_678 ),
    inference(avatar_split_clause,[],[f3872,f3878,f3874]) ).

fof(f3882,plain,
    ( until5(s112)
    | xuntil6(s111) ),
    inference(resolution,[],[f585,f939]) ).

fof(f3884,definition,
    ( spl0_679
  <=> xuntil6(s111) ),
    introduced(definition,[new_symbols(definition,[spl0_679])],[avatar_definition]) ).

fof(f3886,plain,
    ( xuntil6(s111)
    | ~ spl0_679 ),
    inference(avatar_component_clause,[],[f3884]) ).

fof(f3888,definition,
    ( spl0_680
  <=> until5(s112) ),
    introduced(definition,[new_symbols(definition,[spl0_680])],[avatar_definition]) ).

fof(f3890,plain,
    ( until5(s112)
    | ~ spl0_680 ),
    inference(avatar_component_clause,[],[f3888]) ).

fof(f3891,plain,
    ( spl0_679
    | spl0_680 ),
    inference(avatar_split_clause,[],[f3882,f3888,f3884]) ).

fof(f3892,plain,
    ( until5(s113)
    | xuntil6(s112) ),
    inference(resolution,[],[f586,f939]) ).

fof(f3894,definition,
    ( spl0_681
  <=> xuntil6(s112) ),
    introduced(definition,[new_symbols(definition,[spl0_681])],[avatar_definition]) ).

fof(f3896,plain,
    ( xuntil6(s112)
    | ~ spl0_681 ),
    inference(avatar_component_clause,[],[f3894]) ).

fof(f3898,definition,
    ( spl0_682
  <=> until5(s113) ),
    introduced(definition,[new_symbols(definition,[spl0_682])],[avatar_definition]) ).

fof(f3900,plain,
    ( until5(s113)
    | ~ spl0_682 ),
    inference(avatar_component_clause,[],[f3898]) ).

fof(f3901,plain,
    ( spl0_681
    | spl0_682 ),
    inference(avatar_split_clause,[],[f3892,f3898,f3894]) ).

fof(f3902,plain,
    ( until5(s114)
    | xuntil6(s113) ),
    inference(resolution,[],[f587,f939]) ).

fof(f3904,definition,
    ( spl0_683
  <=> xuntil6(s113) ),
    introduced(definition,[new_symbols(definition,[spl0_683])],[avatar_definition]) ).

fof(f3906,plain,
    ( xuntil6(s113)
    | ~ spl0_683 ),
    inference(avatar_component_clause,[],[f3904]) ).

fof(f3908,definition,
    ( spl0_684
  <=> until5(s114) ),
    introduced(definition,[new_symbols(definition,[spl0_684])],[avatar_definition]) ).

fof(f3910,plain,
    ( until5(s114)
    | ~ spl0_684 ),
    inference(avatar_component_clause,[],[f3908]) ).

fof(f3911,plain,
    ( spl0_683
    | spl0_684 ),
    inference(avatar_split_clause,[],[f3902,f3908,f3904]) ).

fof(f3912,plain,
    ( until5(s115)
    | xuntil6(s114) ),
    inference(resolution,[],[f588,f939]) ).

fof(f3914,definition,
    ( spl0_685
  <=> xuntil6(s114) ),
    introduced(definition,[new_symbols(definition,[spl0_685])],[avatar_definition]) ).

fof(f3916,plain,
    ( xuntil6(s114)
    | ~ spl0_685 ),
    inference(avatar_component_clause,[],[f3914]) ).

fof(f3918,definition,
    ( spl0_686
  <=> until5(s115) ),
    introduced(definition,[new_symbols(definition,[spl0_686])],[avatar_definition]) ).

fof(f3920,plain,
    ( until5(s115)
    | ~ spl0_686 ),
    inference(avatar_component_clause,[],[f3918]) ).

fof(f3921,plain,
    ( spl0_685
    | spl0_686 ),
    inference(avatar_split_clause,[],[f3912,f3918,f3914]) ).

fof(f3922,plain,
    ( until5(s116)
    | xuntil6(s115) ),
    inference(resolution,[],[f589,f939]) ).

fof(f3924,definition,
    ( spl0_687
  <=> xuntil6(s115) ),
    introduced(definition,[new_symbols(definition,[spl0_687])],[avatar_definition]) ).

fof(f3926,plain,
    ( xuntil6(s115)
    | ~ spl0_687 ),
    inference(avatar_component_clause,[],[f3924]) ).

fof(f3928,definition,
    ( spl0_688
  <=> until5(s116) ),
    introduced(definition,[new_symbols(definition,[spl0_688])],[avatar_definition]) ).

fof(f3930,plain,
    ( until5(s116)
    | ~ spl0_688 ),
    inference(avatar_component_clause,[],[f3928]) ).

fof(f3931,plain,
    ( spl0_687
    | spl0_688 ),
    inference(avatar_split_clause,[],[f3922,f3928,f3924]) ).

fof(f3932,plain,
    ( until5(s117)
    | xuntil6(s116) ),
    inference(resolution,[],[f590,f939]) ).

fof(f3934,definition,
    ( spl0_689
  <=> xuntil6(s116) ),
    introduced(definition,[new_symbols(definition,[spl0_689])],[avatar_definition]) ).

fof(f3936,plain,
    ( xuntil6(s116)
    | ~ spl0_689 ),
    inference(avatar_component_clause,[],[f3934]) ).

fof(f3938,definition,
    ( spl0_690
  <=> until5(s117) ),
    introduced(definition,[new_symbols(definition,[spl0_690])],[avatar_definition]) ).

fof(f3940,plain,
    ( until5(s117)
    | ~ spl0_690 ),
    inference(avatar_component_clause,[],[f3938]) ).

fof(f3941,plain,
    ( spl0_689
    | spl0_690 ),
    inference(avatar_split_clause,[],[f3932,f3938,f3934]) ).

fof(f3942,plain,
    ( until5(s118)
    | xuntil6(s117) ),
    inference(resolution,[],[f591,f939]) ).

fof(f3944,definition,
    ( spl0_691
  <=> xuntil6(s117) ),
    introduced(definition,[new_symbols(definition,[spl0_691])],[avatar_definition]) ).

fof(f3946,plain,
    ( xuntil6(s117)
    | ~ spl0_691 ),
    inference(avatar_component_clause,[],[f3944]) ).

fof(f3948,definition,
    ( spl0_692
  <=> until5(s118) ),
    introduced(definition,[new_symbols(definition,[spl0_692])],[avatar_definition]) ).

fof(f3950,plain,
    ( until5(s118)
    | ~ spl0_692 ),
    inference(avatar_component_clause,[],[f3948]) ).

fof(f3951,plain,
    ( spl0_691
    | spl0_692 ),
    inference(avatar_split_clause,[],[f3942,f3948,f3944]) ).

fof(f3952,plain,
    ( until5(s119)
    | xuntil6(s118) ),
    inference(resolution,[],[f592,f939]) ).

fof(f3954,definition,
    ( spl0_693
  <=> xuntil6(s118) ),
    introduced(definition,[new_symbols(definition,[spl0_693])],[avatar_definition]) ).

fof(f3956,plain,
    ( xuntil6(s118)
    | ~ spl0_693 ),
    inference(avatar_component_clause,[],[f3954]) ).

fof(f3958,definition,
    ( spl0_694
  <=> until5(s119) ),
    introduced(definition,[new_symbols(definition,[spl0_694])],[avatar_definition]) ).

fof(f3960,plain,
    ( until5(s119)
    | ~ spl0_694 ),
    inference(avatar_component_clause,[],[f3958]) ).

fof(f3961,plain,
    ( spl0_693
    | spl0_694 ),
    inference(avatar_split_clause,[],[f3952,f3958,f3954]) ).

fof(f3962,plain,
    ( until5(s120)
    | xuntil6(s119) ),
    inference(resolution,[],[f593,f939]) ).

fof(f3964,definition,
    ( spl0_695
  <=> xuntil6(s119) ),
    introduced(definition,[new_symbols(definition,[spl0_695])],[avatar_definition]) ).

fof(f3966,plain,
    ( xuntil6(s119)
    | ~ spl0_695 ),
    inference(avatar_component_clause,[],[f3964]) ).

fof(f3968,definition,
    ( spl0_696
  <=> until5(s120) ),
    introduced(definition,[new_symbols(definition,[spl0_696])],[avatar_definition]) ).

fof(f3970,plain,
    ( until5(s120)
    | ~ spl0_696 ),
    inference(avatar_component_clause,[],[f3968]) ).

fof(f3971,plain,
    ( spl0_695
    | spl0_696 ),
    inference(avatar_split_clause,[],[f3962,f3968,f3964]) ).

fof(f3972,plain,
    ( until5(s121)
    | xuntil6(s120) ),
    inference(resolution,[],[f594,f939]) ).

fof(f3974,definition,
    ( spl0_697
  <=> xuntil6(s120) ),
    introduced(definition,[new_symbols(definition,[spl0_697])],[avatar_definition]) ).

fof(f3976,plain,
    ( xuntil6(s120)
    | ~ spl0_697 ),
    inference(avatar_component_clause,[],[f3974]) ).

fof(f3978,definition,
    ( spl0_698
  <=> until5(s121) ),
    introduced(definition,[new_symbols(definition,[spl0_698])],[avatar_definition]) ).

fof(f3980,plain,
    ( until5(s121)
    | ~ spl0_698 ),
    inference(avatar_component_clause,[],[f3978]) ).

fof(f3981,plain,
    ( spl0_697
    | spl0_698 ),
    inference(avatar_split_clause,[],[f3972,f3978,f3974]) ).

fof(f3982,plain,
    ( until5(s122)
    | xuntil6(s121) ),
    inference(resolution,[],[f595,f939]) ).

fof(f3984,definition,
    ( spl0_699
  <=> xuntil6(s121) ),
    introduced(definition,[new_symbols(definition,[spl0_699])],[avatar_definition]) ).

fof(f3986,plain,
    ( xuntil6(s121)
    | ~ spl0_699 ),
    inference(avatar_component_clause,[],[f3984]) ).

fof(f3988,definition,
    ( spl0_700
  <=> until5(s122) ),
    introduced(definition,[new_symbols(definition,[spl0_700])],[avatar_definition]) ).

fof(f3990,plain,
    ( until5(s122)
    | ~ spl0_700 ),
    inference(avatar_component_clause,[],[f3988]) ).

fof(f3991,plain,
    ( spl0_699
    | spl0_700 ),
    inference(avatar_split_clause,[],[f3982,f3988,f3984]) ).

fof(f3992,plain,
    ( until5(s123)
    | xuntil6(s122) ),
    inference(resolution,[],[f596,f939]) ).

fof(f3994,definition,
    ( spl0_701
  <=> xuntil6(s122) ),
    introduced(definition,[new_symbols(definition,[spl0_701])],[avatar_definition]) ).

fof(f3996,plain,
    ( xuntil6(s122)
    | ~ spl0_701 ),
    inference(avatar_component_clause,[],[f3994]) ).

fof(f3998,definition,
    ( spl0_702
  <=> until5(s123) ),
    introduced(definition,[new_symbols(definition,[spl0_702])],[avatar_definition]) ).

fof(f4000,plain,
    ( until5(s123)
    | ~ spl0_702 ),
    inference(avatar_component_clause,[],[f3998]) ).

fof(f4001,plain,
    ( spl0_701
    | spl0_702 ),
    inference(avatar_split_clause,[],[f3992,f3998,f3994]) ).

fof(f4002,plain,
    ( until5(s124)
    | xuntil6(s123) ),
    inference(resolution,[],[f597,f939]) ).

fof(f4004,definition,
    ( spl0_703
  <=> xuntil6(s123) ),
    introduced(definition,[new_symbols(definition,[spl0_703])],[avatar_definition]) ).

fof(f4006,plain,
    ( xuntil6(s123)
    | ~ spl0_703 ),
    inference(avatar_component_clause,[],[f4004]) ).

fof(f4008,definition,
    ( spl0_704
  <=> until5(s124) ),
    introduced(definition,[new_symbols(definition,[spl0_704])],[avatar_definition]) ).

fof(f4010,plain,
    ( until5(s124)
    | ~ spl0_704 ),
    inference(avatar_component_clause,[],[f4008]) ).

fof(f4011,plain,
    ( spl0_703
    | spl0_704 ),
    inference(avatar_split_clause,[],[f4002,f4008,f4004]) ).

fof(f4012,plain,
    ( until5(s125)
    | xuntil6(s124) ),
    inference(resolution,[],[f598,f939]) ).

fof(f4014,definition,
    ( spl0_705
  <=> xuntil6(s124) ),
    introduced(definition,[new_symbols(definition,[spl0_705])],[avatar_definition]) ).

fof(f4016,plain,
    ( xuntil6(s124)
    | ~ spl0_705 ),
    inference(avatar_component_clause,[],[f4014]) ).

fof(f4018,definition,
    ( spl0_706
  <=> until5(s125) ),
    introduced(definition,[new_symbols(definition,[spl0_706])],[avatar_definition]) ).

fof(f4020,plain,
    ( until5(s125)
    | ~ spl0_706 ),
    inference(avatar_component_clause,[],[f4018]) ).

fof(f4021,plain,
    ( spl0_705
    | spl0_706 ),
    inference(avatar_split_clause,[],[f4012,f4018,f4014]) ).

fof(f4022,plain,
    ( until5(s126)
    | xuntil6(s125) ),
    inference(resolution,[],[f599,f939]) ).

fof(f4024,definition,
    ( spl0_707
  <=> xuntil6(s125) ),
    introduced(definition,[new_symbols(definition,[spl0_707])],[avatar_definition]) ).

fof(f4026,plain,
    ( xuntil6(s125)
    | ~ spl0_707 ),
    inference(avatar_component_clause,[],[f4024]) ).

fof(f4028,definition,
    ( spl0_708
  <=> until5(s126) ),
    introduced(definition,[new_symbols(definition,[spl0_708])],[avatar_definition]) ).

fof(f4030,plain,
    ( until5(s126)
    | ~ spl0_708 ),
    inference(avatar_component_clause,[],[f4028]) ).

fof(f4031,plain,
    ( spl0_707
    | spl0_708 ),
    inference(avatar_split_clause,[],[f4022,f4028,f4024]) ).

fof(f4032,plain,
    ( until5(s127)
    | xuntil6(s126) ),
    inference(resolution,[],[f600,f939]) ).

fof(f4034,definition,
    ( spl0_709
  <=> xuntil6(s126) ),
    introduced(definition,[new_symbols(definition,[spl0_709])],[avatar_definition]) ).

fof(f4036,plain,
    ( xuntil6(s126)
    | ~ spl0_709 ),
    inference(avatar_component_clause,[],[f4034]) ).

fof(f4038,definition,
    ( spl0_710
  <=> until5(s127) ),
    introduced(definition,[new_symbols(definition,[spl0_710])],[avatar_definition]) ).

fof(f4040,plain,
    ( until5(s127)
    | ~ spl0_710 ),
    inference(avatar_component_clause,[],[f4038]) ).

fof(f4041,plain,
    ( spl0_709
    | spl0_710 ),
    inference(avatar_split_clause,[],[f4032,f4038,f4034]) ).

fof(f4042,plain,
    ( until5(s128)
    | xuntil6(s127) ),
    inference(resolution,[],[f601,f939]) ).

fof(f4044,definition,
    ( spl0_711
  <=> xuntil6(s127) ),
    introduced(definition,[new_symbols(definition,[spl0_711])],[avatar_definition]) ).

fof(f4046,plain,
    ( xuntil6(s127)
    | ~ spl0_711 ),
    inference(avatar_component_clause,[],[f4044]) ).

fof(f4048,definition,
    ( spl0_712
  <=> until5(s128) ),
    introduced(definition,[new_symbols(definition,[spl0_712])],[avatar_definition]) ).

fof(f4050,plain,
    ( until5(s128)
    | ~ spl0_712 ),
    inference(avatar_component_clause,[],[f4048]) ).

fof(f4051,plain,
    ( spl0_711
    | spl0_712 ),
    inference(avatar_split_clause,[],[f4042,f4048,f4044]) ).

fof(f4052,plain,
    ( until5(s129)
    | xuntil6(s128) ),
    inference(resolution,[],[f602,f939]) ).

fof(f4054,definition,
    ( spl0_713
  <=> xuntil6(s128) ),
    introduced(definition,[new_symbols(definition,[spl0_713])],[avatar_definition]) ).

fof(f4056,plain,
    ( xuntil6(s128)
    | ~ spl0_713 ),
    inference(avatar_component_clause,[],[f4054]) ).

fof(f4058,definition,
    ( spl0_714
  <=> until5(s129) ),
    introduced(definition,[new_symbols(definition,[spl0_714])],[avatar_definition]) ).

fof(f4060,plain,
    ( until5(s129)
    | ~ spl0_714 ),
    inference(avatar_component_clause,[],[f4058]) ).

fof(f4061,plain,
    ( spl0_713
    | spl0_714 ),
    inference(avatar_split_clause,[],[f4052,f4058,f4054]) ).

fof(f4062,plain,
    ( until5(s130)
    | xuntil6(s129) ),
    inference(resolution,[],[f603,f939]) ).

fof(f4064,definition,
    ( spl0_715
  <=> xuntil6(s129) ),
    introduced(definition,[new_symbols(definition,[spl0_715])],[avatar_definition]) ).

fof(f4066,plain,
    ( xuntil6(s129)
    | ~ spl0_715 ),
    inference(avatar_component_clause,[],[f4064]) ).

fof(f4068,definition,
    ( spl0_716
  <=> until5(s130) ),
    introduced(definition,[new_symbols(definition,[spl0_716])],[avatar_definition]) ).

fof(f4070,plain,
    ( until5(s130)
    | ~ spl0_716 ),
    inference(avatar_component_clause,[],[f4068]) ).

fof(f4071,plain,
    ( spl0_715
    | spl0_716 ),
    inference(avatar_split_clause,[],[f4062,f4068,f4064]) ).

fof(f4072,plain,
    ( until5(s131)
    | xuntil6(s130) ),
    inference(resolution,[],[f604,f939]) ).

fof(f4074,definition,
    ( spl0_717
  <=> xuntil6(s130) ),
    introduced(definition,[new_symbols(definition,[spl0_717])],[avatar_definition]) ).

fof(f4076,plain,
    ( xuntil6(s130)
    | ~ spl0_717 ),
    inference(avatar_component_clause,[],[f4074]) ).

fof(f4078,definition,
    ( spl0_718
  <=> until5(s131) ),
    introduced(definition,[new_symbols(definition,[spl0_718])],[avatar_definition]) ).

fof(f4080,plain,
    ( until5(s131)
    | ~ spl0_718 ),
    inference(avatar_component_clause,[],[f4078]) ).

fof(f4081,plain,
    ( spl0_717
    | spl0_718 ),
    inference(avatar_split_clause,[],[f4072,f4078,f4074]) ).

fof(f4082,plain,
    ( until5(s132)
    | xuntil6(s131) ),
    inference(resolution,[],[f605,f939]) ).

fof(f4084,definition,
    ( spl0_719
  <=> xuntil6(s131) ),
    introduced(definition,[new_symbols(definition,[spl0_719])],[avatar_definition]) ).

fof(f4086,plain,
    ( xuntil6(s131)
    | ~ spl0_719 ),
    inference(avatar_component_clause,[],[f4084]) ).

fof(f4088,definition,
    ( spl0_720
  <=> until5(s132) ),
    introduced(definition,[new_symbols(definition,[spl0_720])],[avatar_definition]) ).

fof(f4090,plain,
    ( until5(s132)
    | ~ spl0_720 ),
    inference(avatar_component_clause,[],[f4088]) ).

fof(f4091,plain,
    ( spl0_719
    | spl0_720 ),
    inference(avatar_split_clause,[],[f4082,f4088,f4084]) ).

fof(f4092,plain,
    ( until5(s133)
    | xuntil6(s132) ),
    inference(resolution,[],[f606,f939]) ).

fof(f4094,definition,
    ( spl0_721
  <=> xuntil6(s132) ),
    introduced(definition,[new_symbols(definition,[spl0_721])],[avatar_definition]) ).

fof(f4096,plain,
    ( xuntil6(s132)
    | ~ spl0_721 ),
    inference(avatar_component_clause,[],[f4094]) ).

fof(f4098,definition,
    ( spl0_722
  <=> until5(s133) ),
    introduced(definition,[new_symbols(definition,[spl0_722])],[avatar_definition]) ).

fof(f4100,plain,
    ( until5(s133)
    | ~ spl0_722 ),
    inference(avatar_component_clause,[],[f4098]) ).

fof(f4101,plain,
    ( spl0_721
    | spl0_722 ),
    inference(avatar_split_clause,[],[f4092,f4098,f4094]) ).

fof(f4102,plain,
    ( until5(s134)
    | xuntil6(s133) ),
    inference(resolution,[],[f607,f939]) ).

fof(f4104,definition,
    ( spl0_723
  <=> xuntil6(s133) ),
    introduced(definition,[new_symbols(definition,[spl0_723])],[avatar_definition]) ).

fof(f4106,plain,
    ( xuntil6(s133)
    | ~ spl0_723 ),
    inference(avatar_component_clause,[],[f4104]) ).

fof(f4108,definition,
    ( spl0_724
  <=> until5(s134) ),
    introduced(definition,[new_symbols(definition,[spl0_724])],[avatar_definition]) ).

fof(f4110,plain,
    ( until5(s134)
    | ~ spl0_724 ),
    inference(avatar_component_clause,[],[f4108]) ).

fof(f4111,plain,
    ( spl0_723
    | spl0_724 ),
    inference(avatar_split_clause,[],[f4102,f4108,f4104]) ).

fof(f4112,plain,
    ( until5(s135)
    | xuntil6(s134) ),
    inference(resolution,[],[f608,f939]) ).

fof(f4114,definition,
    ( spl0_725
  <=> xuntil6(s134) ),
    introduced(definition,[new_symbols(definition,[spl0_725])],[avatar_definition]) ).

fof(f4116,plain,
    ( xuntil6(s134)
    | ~ spl0_725 ),
    inference(avatar_component_clause,[],[f4114]) ).

fof(f4118,definition,
    ( spl0_726
  <=> until5(s135) ),
    introduced(definition,[new_symbols(definition,[spl0_726])],[avatar_definition]) ).

fof(f4120,plain,
    ( until5(s135)
    | ~ spl0_726 ),
    inference(avatar_component_clause,[],[f4118]) ).

fof(f4121,plain,
    ( spl0_725
    | spl0_726 ),
    inference(avatar_split_clause,[],[f4112,f4118,f4114]) ).

fof(f4122,plain,
    ( until5(s136)
    | xuntil6(s135) ),
    inference(resolution,[],[f609,f939]) ).

fof(f4124,definition,
    ( spl0_727
  <=> xuntil6(s135) ),
    introduced(definition,[new_symbols(definition,[spl0_727])],[avatar_definition]) ).

fof(f4126,plain,
    ( xuntil6(s135)
    | ~ spl0_727 ),
    inference(avatar_component_clause,[],[f4124]) ).

fof(f4128,definition,
    ( spl0_728
  <=> until5(s136) ),
    introduced(definition,[new_symbols(definition,[spl0_728])],[avatar_definition]) ).

fof(f4130,plain,
    ( until5(s136)
    | ~ spl0_728 ),
    inference(avatar_component_clause,[],[f4128]) ).

fof(f4131,plain,
    ( spl0_727
    | spl0_728 ),
    inference(avatar_split_clause,[],[f4122,f4128,f4124]) ).

fof(f4132,plain,
    ( until5(s137)
    | xuntil6(s136) ),
    inference(resolution,[],[f610,f939]) ).

fof(f4134,definition,
    ( spl0_729
  <=> xuntil6(s136) ),
    introduced(definition,[new_symbols(definition,[spl0_729])],[avatar_definition]) ).

fof(f4136,plain,
    ( xuntil6(s136)
    | ~ spl0_729 ),
    inference(avatar_component_clause,[],[f4134]) ).

fof(f4138,definition,
    ( spl0_730
  <=> until5(s137) ),
    introduced(definition,[new_symbols(definition,[spl0_730])],[avatar_definition]) ).

fof(f4140,plain,
    ( until5(s137)
    | ~ spl0_730 ),
    inference(avatar_component_clause,[],[f4138]) ).

fof(f4141,plain,
    ( spl0_729
    | spl0_730 ),
    inference(avatar_split_clause,[],[f4132,f4138,f4134]) ).

fof(f4142,plain,
    ( until5(s138)
    | xuntil6(s137) ),
    inference(resolution,[],[f611,f939]) ).

fof(f4144,definition,
    ( spl0_731
  <=> xuntil6(s137) ),
    introduced(definition,[new_symbols(definition,[spl0_731])],[avatar_definition]) ).

fof(f4146,plain,
    ( xuntil6(s137)
    | ~ spl0_731 ),
    inference(avatar_component_clause,[],[f4144]) ).

fof(f4148,definition,
    ( spl0_732
  <=> until5(s138) ),
    introduced(definition,[new_symbols(definition,[spl0_732])],[avatar_definition]) ).

fof(f4150,plain,
    ( until5(s138)
    | ~ spl0_732 ),
    inference(avatar_component_clause,[],[f4148]) ).

fof(f4151,plain,
    ( spl0_731
    | spl0_732 ),
    inference(avatar_split_clause,[],[f4142,f4148,f4144]) ).

fof(f4152,plain,
    ( until5(s139)
    | xuntil6(s138) ),
    inference(resolution,[],[f612,f939]) ).

fof(f4154,definition,
    ( spl0_733
  <=> xuntil6(s138) ),
    introduced(definition,[new_symbols(definition,[spl0_733])],[avatar_definition]) ).

fof(f4156,plain,
    ( xuntil6(s138)
    | ~ spl0_733 ),
    inference(avatar_component_clause,[],[f4154]) ).

fof(f4158,definition,
    ( spl0_734
  <=> until5(s139) ),
    introduced(definition,[new_symbols(definition,[spl0_734])],[avatar_definition]) ).

fof(f4160,plain,
    ( until5(s139)
    | ~ spl0_734 ),
    inference(avatar_component_clause,[],[f4158]) ).

fof(f4161,plain,
    ( spl0_733
    | spl0_734 ),
    inference(avatar_split_clause,[],[f4152,f4158,f4154]) ).

fof(f4162,plain,
    ( until5(s140)
    | xuntil6(s139) ),
    inference(resolution,[],[f613,f939]) ).

fof(f4164,definition,
    ( spl0_735
  <=> xuntil6(s139) ),
    introduced(definition,[new_symbols(definition,[spl0_735])],[avatar_definition]) ).

fof(f4166,plain,
    ( xuntil6(s139)
    | ~ spl0_735 ),
    inference(avatar_component_clause,[],[f4164]) ).

fof(f4168,definition,
    ( spl0_736
  <=> until5(s140) ),
    introduced(definition,[new_symbols(definition,[spl0_736])],[avatar_definition]) ).

fof(f4170,plain,
    ( until5(s140)
    | ~ spl0_736 ),
    inference(avatar_component_clause,[],[f4168]) ).

fof(f4171,plain,
    ( spl0_735
    | spl0_736 ),
    inference(avatar_split_clause,[],[f4162,f4168,f4164]) ).

fof(f4172,plain,
    ( until5(s141)
    | xuntil6(s140) ),
    inference(resolution,[],[f614,f939]) ).

fof(f4174,definition,
    ( spl0_737
  <=> xuntil6(s140) ),
    introduced(definition,[new_symbols(definition,[spl0_737])],[avatar_definition]) ).

fof(f4176,plain,
    ( xuntil6(s140)
    | ~ spl0_737 ),
    inference(avatar_component_clause,[],[f4174]) ).

fof(f4178,definition,
    ( spl0_738
  <=> until5(s141) ),
    introduced(definition,[new_symbols(definition,[spl0_738])],[avatar_definition]) ).

fof(f4180,plain,
    ( until5(s141)
    | ~ spl0_738 ),
    inference(avatar_component_clause,[],[f4178]) ).

fof(f4181,plain,
    ( spl0_737
    | spl0_738 ),
    inference(avatar_split_clause,[],[f4172,f4178,f4174]) ).

fof(f4182,plain,
    ( until5(s142)
    | xuntil6(s141) ),
    inference(resolution,[],[f615,f939]) ).

fof(f4184,definition,
    ( spl0_739
  <=> xuntil6(s141) ),
    introduced(definition,[new_symbols(definition,[spl0_739])],[avatar_definition]) ).

fof(f4186,plain,
    ( xuntil6(s141)
    | ~ spl0_739 ),
    inference(avatar_component_clause,[],[f4184]) ).

fof(f4188,definition,
    ( spl0_740
  <=> until5(s142) ),
    introduced(definition,[new_symbols(definition,[spl0_740])],[avatar_definition]) ).

fof(f4190,plain,
    ( until5(s142)
    | ~ spl0_740 ),
    inference(avatar_component_clause,[],[f4188]) ).

fof(f4191,plain,
    ( spl0_739
    | spl0_740 ),
    inference(avatar_split_clause,[],[f4182,f4188,f4184]) ).

fof(f4192,plain,
    ( until5(s143)
    | xuntil6(s142) ),
    inference(resolution,[],[f616,f939]) ).

fof(f4194,definition,
    ( spl0_741
  <=> xuntil6(s142) ),
    introduced(definition,[new_symbols(definition,[spl0_741])],[avatar_definition]) ).

fof(f4196,plain,
    ( xuntil6(s142)
    | ~ spl0_741 ),
    inference(avatar_component_clause,[],[f4194]) ).

fof(f4198,definition,
    ( spl0_742
  <=> until5(s143) ),
    introduced(definition,[new_symbols(definition,[spl0_742])],[avatar_definition]) ).

fof(f4200,plain,
    ( until5(s143)
    | ~ spl0_742 ),
    inference(avatar_component_clause,[],[f4198]) ).

fof(f4201,plain,
    ( spl0_741
    | spl0_742 ),
    inference(avatar_split_clause,[],[f4192,f4198,f4194]) ).

fof(f4202,plain,
    ( until5(s144)
    | xuntil6(s143) ),
    inference(resolution,[],[f617,f939]) ).

fof(f4204,definition,
    ( spl0_743
  <=> xuntil6(s143) ),
    introduced(definition,[new_symbols(definition,[spl0_743])],[avatar_definition]) ).

fof(f4206,plain,
    ( xuntil6(s143)
    | ~ spl0_743 ),
    inference(avatar_component_clause,[],[f4204]) ).

fof(f4208,definition,
    ( spl0_744
  <=> until5(s144) ),
    introduced(definition,[new_symbols(definition,[spl0_744])],[avatar_definition]) ).

fof(f4210,plain,
    ( until5(s144)
    | ~ spl0_744 ),
    inference(avatar_component_clause,[],[f4208]) ).

fof(f4211,plain,
    ( spl0_743
    | spl0_744 ),
    inference(avatar_split_clause,[],[f4202,f4208,f4204]) ).

fof(f4212,plain,
    ( until5(s145)
    | xuntil6(s144) ),
    inference(resolution,[],[f618,f939]) ).

fof(f4214,definition,
    ( spl0_745
  <=> xuntil6(s144) ),
    introduced(definition,[new_symbols(definition,[spl0_745])],[avatar_definition]) ).

fof(f4216,plain,
    ( xuntil6(s144)
    | ~ spl0_745 ),
    inference(avatar_component_clause,[],[f4214]) ).

fof(f4218,definition,
    ( spl0_746
  <=> until5(s145) ),
    introduced(definition,[new_symbols(definition,[spl0_746])],[avatar_definition]) ).

fof(f4220,plain,
    ( until5(s145)
    | ~ spl0_746 ),
    inference(avatar_component_clause,[],[f4218]) ).

fof(f4221,plain,
    ( spl0_745
    | spl0_746 ),
    inference(avatar_split_clause,[],[f4212,f4218,f4214]) ).

fof(f4222,plain,
    ( until5(s146)
    | xuntil6(s145) ),
    inference(resolution,[],[f619,f939]) ).

fof(f4224,definition,
    ( spl0_747
  <=> xuntil6(s145) ),
    introduced(definition,[new_symbols(definition,[spl0_747])],[avatar_definition]) ).

fof(f4226,plain,
    ( xuntil6(s145)
    | ~ spl0_747 ),
    inference(avatar_component_clause,[],[f4224]) ).

fof(f4228,definition,
    ( spl0_748
  <=> until5(s146) ),
    introduced(definition,[new_symbols(definition,[spl0_748])],[avatar_definition]) ).

fof(f4230,plain,
    ( until5(s146)
    | ~ spl0_748 ),
    inference(avatar_component_clause,[],[f4228]) ).

fof(f4231,plain,
    ( spl0_747
    | spl0_748 ),
    inference(avatar_split_clause,[],[f4222,f4228,f4224]) ).

fof(f4232,plain,
    ( until5(s147)
    | xuntil6(s146) ),
    inference(resolution,[],[f620,f939]) ).

fof(f4234,definition,
    ( spl0_749
  <=> xuntil6(s146) ),
    introduced(definition,[new_symbols(definition,[spl0_749])],[avatar_definition]) ).

fof(f4236,plain,
    ( xuntil6(s146)
    | ~ spl0_749 ),
    inference(avatar_component_clause,[],[f4234]) ).

fof(f4238,definition,
    ( spl0_750
  <=> until5(s147) ),
    introduced(definition,[new_symbols(definition,[spl0_750])],[avatar_definition]) ).

fof(f4240,plain,
    ( until5(s147)
    | ~ spl0_750 ),
    inference(avatar_component_clause,[],[f4238]) ).

fof(f4241,plain,
    ( spl0_749
    | spl0_750 ),
    inference(avatar_split_clause,[],[f4232,f4238,f4234]) ).

fof(f4242,plain,
    ( until5(s148)
    | xuntil6(s147) ),
    inference(resolution,[],[f621,f939]) ).

fof(f4244,definition,
    ( spl0_751
  <=> xuntil6(s147) ),
    introduced(definition,[new_symbols(definition,[spl0_751])],[avatar_definition]) ).

fof(f4246,plain,
    ( xuntil6(s147)
    | ~ spl0_751 ),
    inference(avatar_component_clause,[],[f4244]) ).

fof(f4248,definition,
    ( spl0_752
  <=> until5(s148) ),
    introduced(definition,[new_symbols(definition,[spl0_752])],[avatar_definition]) ).

fof(f4250,plain,
    ( until5(s148)
    | ~ spl0_752 ),
    inference(avatar_component_clause,[],[f4248]) ).

fof(f4251,plain,
    ( spl0_751
    | spl0_752 ),
    inference(avatar_split_clause,[],[f4242,f4248,f4244]) ).

fof(f4252,plain,
    ( until5(s149)
    | xuntil6(s148) ),
    inference(resolution,[],[f622,f939]) ).

fof(f4254,definition,
    ( spl0_753
  <=> xuntil6(s148) ),
    introduced(definition,[new_symbols(definition,[spl0_753])],[avatar_definition]) ).

fof(f4256,plain,
    ( xuntil6(s148)
    | ~ spl0_753 ),
    inference(avatar_component_clause,[],[f4254]) ).

fof(f4258,definition,
    ( spl0_754
  <=> until5(s149) ),
    introduced(definition,[new_symbols(definition,[spl0_754])],[avatar_definition]) ).

fof(f4260,plain,
    ( until5(s149)
    | ~ spl0_754 ),
    inference(avatar_component_clause,[],[f4258]) ).

fof(f4261,plain,
    ( spl0_753
    | spl0_754 ),
    inference(avatar_split_clause,[],[f4252,f4258,f4254]) ).

fof(f4262,plain,
    ( until5(s150)
    | xuntil6(s149) ),
    inference(resolution,[],[f623,f939]) ).

fof(f4264,definition,
    ( spl0_755
  <=> xuntil6(s149) ),
    introduced(definition,[new_symbols(definition,[spl0_755])],[avatar_definition]) ).

fof(f4266,plain,
    ( xuntil6(s149)
    | ~ spl0_755 ),
    inference(avatar_component_clause,[],[f4264]) ).

fof(f4268,definition,
    ( spl0_756
  <=> until5(s150) ),
    introduced(definition,[new_symbols(definition,[spl0_756])],[avatar_definition]) ).

fof(f4270,plain,
    ( until5(s150)
    | ~ spl0_756 ),
    inference(avatar_component_clause,[],[f4268]) ).

fof(f4271,plain,
    ( spl0_755
    | spl0_756 ),
    inference(avatar_split_clause,[],[f4262,f4268,f4264]) ).

fof(f4272,plain,
    ( until5(s151)
    | xuntil6(s150) ),
    inference(resolution,[],[f624,f939]) ).

fof(f4274,definition,
    ( spl0_757
  <=> xuntil6(s150) ),
    introduced(definition,[new_symbols(definition,[spl0_757])],[avatar_definition]) ).

fof(f4276,plain,
    ( xuntil6(s150)
    | ~ spl0_757 ),
    inference(avatar_component_clause,[],[f4274]) ).

fof(f4278,definition,
    ( spl0_758
  <=> until5(s151) ),
    introduced(definition,[new_symbols(definition,[spl0_758])],[avatar_definition]) ).

fof(f4280,plain,
    ( until5(s151)
    | ~ spl0_758 ),
    inference(avatar_component_clause,[],[f4278]) ).

fof(f4281,plain,
    ( spl0_757
    | spl0_758 ),
    inference(avatar_split_clause,[],[f4272,f4278,f4274]) ).

fof(f4282,plain,
    ( until5(s152)
    | xuntil6(s151) ),
    inference(resolution,[],[f625,f939]) ).

fof(f4284,definition,
    ( spl0_759
  <=> xuntil6(s151) ),
    introduced(definition,[new_symbols(definition,[spl0_759])],[avatar_definition]) ).

fof(f4286,plain,
    ( xuntil6(s151)
    | ~ spl0_759 ),
    inference(avatar_component_clause,[],[f4284]) ).

fof(f4288,definition,
    ( spl0_760
  <=> until5(s152) ),
    introduced(definition,[new_symbols(definition,[spl0_760])],[avatar_definition]) ).

fof(f4290,plain,
    ( until5(s152)
    | ~ spl0_760 ),
    inference(avatar_component_clause,[],[f4288]) ).

fof(f4291,plain,
    ( spl0_759
    | spl0_760 ),
    inference(avatar_split_clause,[],[f4282,f4288,f4284]) ).

fof(f4292,plain,
    ( until5(s153)
    | xuntil6(s152) ),
    inference(resolution,[],[f626,f939]) ).

fof(f4294,definition,
    ( spl0_761
  <=> xuntil6(s152) ),
    introduced(definition,[new_symbols(definition,[spl0_761])],[avatar_definition]) ).

fof(f4296,plain,
    ( xuntil6(s152)
    | ~ spl0_761 ),
    inference(avatar_component_clause,[],[f4294]) ).

fof(f4298,definition,
    ( spl0_762
  <=> until5(s153) ),
    introduced(definition,[new_symbols(definition,[spl0_762])],[avatar_definition]) ).

fof(f4300,plain,
    ( until5(s153)
    | ~ spl0_762 ),
    inference(avatar_component_clause,[],[f4298]) ).

fof(f4301,plain,
    ( spl0_761
    | spl0_762 ),
    inference(avatar_split_clause,[],[f4292,f4298,f4294]) ).

fof(f4302,plain,
    ( until5(s154)
    | xuntil6(s153) ),
    inference(resolution,[],[f627,f939]) ).

fof(f4304,definition,
    ( spl0_763
  <=> xuntil6(s153) ),
    introduced(definition,[new_symbols(definition,[spl0_763])],[avatar_definition]) ).

fof(f4306,plain,
    ( xuntil6(s153)
    | ~ spl0_763 ),
    inference(avatar_component_clause,[],[f4304]) ).

fof(f4308,definition,
    ( spl0_764
  <=> until5(s154) ),
    introduced(definition,[new_symbols(definition,[spl0_764])],[avatar_definition]) ).

fof(f4310,plain,
    ( until5(s154)
    | ~ spl0_764 ),
    inference(avatar_component_clause,[],[f4308]) ).

fof(f4311,plain,
    ( spl0_763
    | spl0_764 ),
    inference(avatar_split_clause,[],[f4302,f4308,f4304]) ).

fof(f4312,plain,
    ( until5(s155)
    | xuntil6(s154) ),
    inference(resolution,[],[f628,f939]) ).

fof(f4314,definition,
    ( spl0_765
  <=> xuntil6(s154) ),
    introduced(definition,[new_symbols(definition,[spl0_765])],[avatar_definition]) ).

fof(f4316,plain,
    ( xuntil6(s154)
    | ~ spl0_765 ),
    inference(avatar_component_clause,[],[f4314]) ).

fof(f4318,definition,
    ( spl0_766
  <=> until5(s155) ),
    introduced(definition,[new_symbols(definition,[spl0_766])],[avatar_definition]) ).

fof(f4320,plain,
    ( until5(s155)
    | ~ spl0_766 ),
    inference(avatar_component_clause,[],[f4318]) ).

fof(f4321,plain,
    ( spl0_765
    | spl0_766 ),
    inference(avatar_split_clause,[],[f4312,f4318,f4314]) ).

fof(f4322,plain,
    ( until5(s156)
    | xuntil6(s155) ),
    inference(resolution,[],[f629,f939]) ).

fof(f4324,definition,
    ( spl0_767
  <=> xuntil6(s155) ),
    introduced(definition,[new_symbols(definition,[spl0_767])],[avatar_definition]) ).

fof(f4326,plain,
    ( xuntil6(s155)
    | ~ spl0_767 ),
    inference(avatar_component_clause,[],[f4324]) ).

fof(f4328,definition,
    ( spl0_768
  <=> until5(s156) ),
    introduced(definition,[new_symbols(definition,[spl0_768])],[avatar_definition]) ).

fof(f4330,plain,
    ( until5(s156)
    | ~ spl0_768 ),
    inference(avatar_component_clause,[],[f4328]) ).

fof(f4331,plain,
    ( spl0_767
    | spl0_768 ),
    inference(avatar_split_clause,[],[f4322,f4328,f4324]) ).

fof(f4332,plain,
    ( until5(s157)
    | xuntil6(s156) ),
    inference(resolution,[],[f630,f939]) ).

fof(f4334,definition,
    ( spl0_769
  <=> xuntil6(s156) ),
    introduced(definition,[new_symbols(definition,[spl0_769])],[avatar_definition]) ).

fof(f4336,plain,
    ( xuntil6(s156)
    | ~ spl0_769 ),
    inference(avatar_component_clause,[],[f4334]) ).

fof(f4338,definition,
    ( spl0_770
  <=> until5(s157) ),
    introduced(definition,[new_symbols(definition,[spl0_770])],[avatar_definition]) ).

fof(f4340,plain,
    ( until5(s157)
    | ~ spl0_770 ),
    inference(avatar_component_clause,[],[f4338]) ).

fof(f4341,plain,
    ( spl0_769
    | spl0_770 ),
    inference(avatar_split_clause,[],[f4332,f4338,f4334]) ).

fof(f4342,plain,
    ( until5(s158)
    | xuntil6(s157) ),
    inference(resolution,[],[f631,f939]) ).

fof(f4344,definition,
    ( spl0_771
  <=> xuntil6(s157) ),
    introduced(definition,[new_symbols(definition,[spl0_771])],[avatar_definition]) ).

fof(f4346,plain,
    ( xuntil6(s157)
    | ~ spl0_771 ),
    inference(avatar_component_clause,[],[f4344]) ).

fof(f4348,definition,
    ( spl0_772
  <=> until5(s158) ),
    introduced(definition,[new_symbols(definition,[spl0_772])],[avatar_definition]) ).

fof(f4350,plain,
    ( until5(s158)
    | ~ spl0_772 ),
    inference(avatar_component_clause,[],[f4348]) ).

fof(f4351,plain,
    ( spl0_771
    | spl0_772 ),
    inference(avatar_split_clause,[],[f4342,f4348,f4344]) ).

fof(f4352,plain,
    ( until5(s159)
    | xuntil6(s158) ),
    inference(resolution,[],[f632,f939]) ).

fof(f4354,definition,
    ( spl0_773
  <=> xuntil6(s158) ),
    introduced(definition,[new_symbols(definition,[spl0_773])],[avatar_definition]) ).

fof(f4356,plain,
    ( xuntil6(s158)
    | ~ spl0_773 ),
    inference(avatar_component_clause,[],[f4354]) ).

fof(f4358,definition,
    ( spl0_774
  <=> until5(s159) ),
    introduced(definition,[new_symbols(definition,[spl0_774])],[avatar_definition]) ).

fof(f4360,plain,
    ( until5(s159)
    | ~ spl0_774 ),
    inference(avatar_component_clause,[],[f4358]) ).

fof(f4361,plain,
    ( spl0_773
    | spl0_774 ),
    inference(avatar_split_clause,[],[f4352,f4358,f4354]) ).

fof(f4362,plain,
    ( until5(s160)
    | xuntil6(s159) ),
    inference(resolution,[],[f633,f939]) ).

fof(f4364,definition,
    ( spl0_775
  <=> xuntil6(s159) ),
    introduced(definition,[new_symbols(definition,[spl0_775])],[avatar_definition]) ).

fof(f4366,plain,
    ( xuntil6(s159)
    | ~ spl0_775 ),
    inference(avatar_component_clause,[],[f4364]) ).

fof(f4368,definition,
    ( spl0_776
  <=> until5(s160) ),
    introduced(definition,[new_symbols(definition,[spl0_776])],[avatar_definition]) ).

fof(f4370,plain,
    ( until5(s160)
    | ~ spl0_776 ),
    inference(avatar_component_clause,[],[f4368]) ).

fof(f4371,plain,
    ( spl0_775
    | spl0_776 ),
    inference(avatar_split_clause,[],[f4362,f4368,f4364]) ).

fof(f4372,plain,
    ( until5(s161)
    | xuntil6(s160) ),
    inference(resolution,[],[f634,f939]) ).

fof(f4374,definition,
    ( spl0_777
  <=> xuntil6(s160) ),
    introduced(definition,[new_symbols(definition,[spl0_777])],[avatar_definition]) ).

fof(f4376,plain,
    ( xuntil6(s160)
    | ~ spl0_777 ),
    inference(avatar_component_clause,[],[f4374]) ).

fof(f4378,definition,
    ( spl0_778
  <=> until5(s161) ),
    introduced(definition,[new_symbols(definition,[spl0_778])],[avatar_definition]) ).

fof(f4380,plain,
    ( until5(s161)
    | ~ spl0_778 ),
    inference(avatar_component_clause,[],[f4378]) ).

fof(f4381,plain,
    ( spl0_777
    | spl0_778 ),
    inference(avatar_split_clause,[],[f4372,f4378,f4374]) ).

fof(f4382,plain,
    ( until5(s162)
    | xuntil6(s161) ),
    inference(resolution,[],[f635,f939]) ).

fof(f4384,definition,
    ( spl0_779
  <=> xuntil6(s161) ),
    introduced(definition,[new_symbols(definition,[spl0_779])],[avatar_definition]) ).

fof(f4386,plain,
    ( xuntil6(s161)
    | ~ spl0_779 ),
    inference(avatar_component_clause,[],[f4384]) ).

fof(f4388,definition,
    ( spl0_780
  <=> until5(s162) ),
    introduced(definition,[new_symbols(definition,[spl0_780])],[avatar_definition]) ).

fof(f4390,plain,
    ( until5(s162)
    | ~ spl0_780 ),
    inference(avatar_component_clause,[],[f4388]) ).

fof(f4391,plain,
    ( spl0_779
    | spl0_780 ),
    inference(avatar_split_clause,[],[f4382,f4388,f4384]) ).

fof(f4392,plain,
    ( until5(s163)
    | xuntil6(s162) ),
    inference(resolution,[],[f636,f939]) ).

fof(f4394,definition,
    ( spl0_781
  <=> xuntil6(s162) ),
    introduced(definition,[new_symbols(definition,[spl0_781])],[avatar_definition]) ).

fof(f4396,plain,
    ( xuntil6(s162)
    | ~ spl0_781 ),
    inference(avatar_component_clause,[],[f4394]) ).

fof(f4398,definition,
    ( spl0_782
  <=> until5(s163) ),
    introduced(definition,[new_symbols(definition,[spl0_782])],[avatar_definition]) ).

fof(f4400,plain,
    ( until5(s163)
    | ~ spl0_782 ),
    inference(avatar_component_clause,[],[f4398]) ).

fof(f4401,plain,
    ( spl0_781
    | spl0_782 ),
    inference(avatar_split_clause,[],[f4392,f4398,f4394]) ).

fof(f4402,plain,
    ( until5(s164)
    | xuntil6(s163) ),
    inference(resolution,[],[f637,f939]) ).

fof(f4404,definition,
    ( spl0_783
  <=> xuntil6(s163) ),
    introduced(definition,[new_symbols(definition,[spl0_783])],[avatar_definition]) ).

fof(f4406,plain,
    ( xuntil6(s163)
    | ~ spl0_783 ),
    inference(avatar_component_clause,[],[f4404]) ).

fof(f4408,definition,
    ( spl0_784
  <=> until5(s164) ),
    introduced(definition,[new_symbols(definition,[spl0_784])],[avatar_definition]) ).

fof(f4410,plain,
    ( until5(s164)
    | ~ spl0_784 ),
    inference(avatar_component_clause,[],[f4408]) ).

fof(f4411,plain,
    ( spl0_783
    | spl0_784 ),
    inference(avatar_split_clause,[],[f4402,f4408,f4404]) ).

fof(f4412,plain,
    ( until5(s165)
    | xuntil6(s164) ),
    inference(resolution,[],[f638,f939]) ).

fof(f4414,definition,
    ( spl0_785
  <=> xuntil6(s164) ),
    introduced(definition,[new_symbols(definition,[spl0_785])],[avatar_definition]) ).

fof(f4416,plain,
    ( xuntil6(s164)
    | ~ spl0_785 ),
    inference(avatar_component_clause,[],[f4414]) ).

fof(f4418,definition,
    ( spl0_786
  <=> until5(s165) ),
    introduced(definition,[new_symbols(definition,[spl0_786])],[avatar_definition]) ).

fof(f4420,plain,
    ( until5(s165)
    | ~ spl0_786 ),
    inference(avatar_component_clause,[],[f4418]) ).

fof(f4421,plain,
    ( spl0_785
    | spl0_786 ),
    inference(avatar_split_clause,[],[f4412,f4418,f4414]) ).

fof(f4422,plain,
    ( until5(s166)
    | xuntil6(s165) ),
    inference(resolution,[],[f639,f939]) ).

fof(f4424,definition,
    ( spl0_787
  <=> xuntil6(s165) ),
    introduced(definition,[new_symbols(definition,[spl0_787])],[avatar_definition]) ).

fof(f4426,plain,
    ( xuntil6(s165)
    | ~ spl0_787 ),
    inference(avatar_component_clause,[],[f4424]) ).

fof(f4428,definition,
    ( spl0_788
  <=> until5(s166) ),
    introduced(definition,[new_symbols(definition,[spl0_788])],[avatar_definition]) ).

fof(f4430,plain,
    ( until5(s166)
    | ~ spl0_788 ),
    inference(avatar_component_clause,[],[f4428]) ).

fof(f4431,plain,
    ( spl0_787
    | spl0_788 ),
    inference(avatar_split_clause,[],[f4422,f4428,f4424]) ).

fof(f4432,plain,
    ( until5(s167)
    | xuntil6(s166) ),
    inference(resolution,[],[f640,f939]) ).

fof(f4434,definition,
    ( spl0_789
  <=> xuntil6(s166) ),
    introduced(definition,[new_symbols(definition,[spl0_789])],[avatar_definition]) ).

fof(f4436,plain,
    ( xuntil6(s166)
    | ~ spl0_789 ),
    inference(avatar_component_clause,[],[f4434]) ).

fof(f4438,definition,
    ( spl0_790
  <=> until5(s167) ),
    introduced(definition,[new_symbols(definition,[spl0_790])],[avatar_definition]) ).

fof(f4440,plain,
    ( until5(s167)
    | ~ spl0_790 ),
    inference(avatar_component_clause,[],[f4438]) ).

fof(f4441,plain,
    ( spl0_789
    | spl0_790 ),
    inference(avatar_split_clause,[],[f4432,f4438,f4434]) ).

fof(f4442,plain,
    ( until5(s168)
    | xuntil6(s167) ),
    inference(resolution,[],[f641,f939]) ).

fof(f4444,definition,
    ( spl0_791
  <=> xuntil6(s167) ),
    introduced(definition,[new_symbols(definition,[spl0_791])],[avatar_definition]) ).

fof(f4446,plain,
    ( xuntil6(s167)
    | ~ spl0_791 ),
    inference(avatar_component_clause,[],[f4444]) ).

fof(f4448,definition,
    ( spl0_792
  <=> until5(s168) ),
    introduced(definition,[new_symbols(definition,[spl0_792])],[avatar_definition]) ).

fof(f4450,plain,
    ( until5(s168)
    | ~ spl0_792 ),
    inference(avatar_component_clause,[],[f4448]) ).

fof(f4451,plain,
    ( spl0_791
    | spl0_792 ),
    inference(avatar_split_clause,[],[f4442,f4448,f4444]) ).

fof(f4452,plain,
    ( until5(s169)
    | xuntil6(s168) ),
    inference(resolution,[],[f642,f939]) ).

fof(f4454,definition,
    ( spl0_793
  <=> xuntil6(s168) ),
    introduced(definition,[new_symbols(definition,[spl0_793])],[avatar_definition]) ).

fof(f4456,plain,
    ( xuntil6(s168)
    | ~ spl0_793 ),
    inference(avatar_component_clause,[],[f4454]) ).

fof(f4458,definition,
    ( spl0_794
  <=> until5(s169) ),
    introduced(definition,[new_symbols(definition,[spl0_794])],[avatar_definition]) ).

fof(f4460,plain,
    ( until5(s169)
    | ~ spl0_794 ),
    inference(avatar_component_clause,[],[f4458]) ).

fof(f4461,plain,
    ( spl0_793
    | spl0_794 ),
    inference(avatar_split_clause,[],[f4452,f4458,f4454]) ).

fof(f4462,plain,
    ( until5(s170)
    | xuntil6(s169) ),
    inference(resolution,[],[f643,f939]) ).

fof(f4464,definition,
    ( spl0_795
  <=> xuntil6(s169) ),
    introduced(definition,[new_symbols(definition,[spl0_795])],[avatar_definition]) ).

fof(f4466,plain,
    ( xuntil6(s169)
    | ~ spl0_795 ),
    inference(avatar_component_clause,[],[f4464]) ).

fof(f4468,definition,
    ( spl0_796
  <=> until5(s170) ),
    introduced(definition,[new_symbols(definition,[spl0_796])],[avatar_definition]) ).

fof(f4470,plain,
    ( until5(s170)
    | ~ spl0_796 ),
    inference(avatar_component_clause,[],[f4468]) ).

fof(f4471,plain,
    ( spl0_795
    | spl0_796 ),
    inference(avatar_split_clause,[],[f4462,f4468,f4464]) ).

fof(f4472,plain,
    ( until5(s171)
    | xuntil6(s170) ),
    inference(resolution,[],[f644,f939]) ).

fof(f4474,definition,
    ( spl0_797
  <=> xuntil6(s170) ),
    introduced(definition,[new_symbols(definition,[spl0_797])],[avatar_definition]) ).

fof(f4476,plain,
    ( xuntil6(s170)
    | ~ spl0_797 ),
    inference(avatar_component_clause,[],[f4474]) ).

fof(f4478,definition,
    ( spl0_798
  <=> until5(s171) ),
    introduced(definition,[new_symbols(definition,[spl0_798])],[avatar_definition]) ).

fof(f4480,plain,
    ( until5(s171)
    | ~ spl0_798 ),
    inference(avatar_component_clause,[],[f4478]) ).

fof(f4481,plain,
    ( spl0_797
    | spl0_798 ),
    inference(avatar_split_clause,[],[f4472,f4478,f4474]) ).

fof(f4482,plain,
    ( until5(s172)
    | xuntil6(s171) ),
    inference(resolution,[],[f645,f939]) ).

fof(f4484,definition,
    ( spl0_799
  <=> xuntil6(s171) ),
    introduced(definition,[new_symbols(definition,[spl0_799])],[avatar_definition]) ).

fof(f4486,plain,
    ( xuntil6(s171)
    | ~ spl0_799 ),
    inference(avatar_component_clause,[],[f4484]) ).

fof(f4488,definition,
    ( spl0_800
  <=> until5(s172) ),
    introduced(definition,[new_symbols(definition,[spl0_800])],[avatar_definition]) ).

fof(f4490,plain,
    ( until5(s172)
    | ~ spl0_800 ),
    inference(avatar_component_clause,[],[f4488]) ).

fof(f4491,plain,
    ( spl0_799
    | spl0_800 ),
    inference(avatar_split_clause,[],[f4482,f4488,f4484]) ).

fof(f4492,plain,
    ( until5(s173)
    | xuntil6(s172) ),
    inference(resolution,[],[f646,f939]) ).

fof(f4494,definition,
    ( spl0_801
  <=> xuntil6(s172) ),
    introduced(definition,[new_symbols(definition,[spl0_801])],[avatar_definition]) ).

fof(f4496,plain,
    ( xuntil6(s172)
    | ~ spl0_801 ),
    inference(avatar_component_clause,[],[f4494]) ).

fof(f4498,definition,
    ( spl0_802
  <=> until5(s173) ),
    introduced(definition,[new_symbols(definition,[spl0_802])],[avatar_definition]) ).

fof(f4500,plain,
    ( until5(s173)
    | ~ spl0_802 ),
    inference(avatar_component_clause,[],[f4498]) ).

fof(f4501,plain,
    ( spl0_801
    | spl0_802 ),
    inference(avatar_split_clause,[],[f4492,f4498,f4494]) ).

fof(f4502,plain,
    ( until5(s174)
    | xuntil6(s173) ),
    inference(resolution,[],[f647,f939]) ).

fof(f4504,definition,
    ( spl0_803
  <=> xuntil6(s173) ),
    introduced(definition,[new_symbols(definition,[spl0_803])],[avatar_definition]) ).

fof(f4506,plain,
    ( xuntil6(s173)
    | ~ spl0_803 ),
    inference(avatar_component_clause,[],[f4504]) ).

fof(f4508,definition,
    ( spl0_804
  <=> until5(s174) ),
    introduced(definition,[new_symbols(definition,[spl0_804])],[avatar_definition]) ).

fof(f4510,plain,
    ( until5(s174)
    | ~ spl0_804 ),
    inference(avatar_component_clause,[],[f4508]) ).

fof(f4511,plain,
    ( spl0_803
    | spl0_804 ),
    inference(avatar_split_clause,[],[f4502,f4508,f4504]) ).

fof(f4512,plain,
    ( until5(s175)
    | xuntil6(s174) ),
    inference(resolution,[],[f648,f939]) ).

fof(f4514,definition,
    ( spl0_805
  <=> xuntil6(s174) ),
    introduced(definition,[new_symbols(definition,[spl0_805])],[avatar_definition]) ).

fof(f4516,plain,
    ( xuntil6(s174)
    | ~ spl0_805 ),
    inference(avatar_component_clause,[],[f4514]) ).

fof(f4518,definition,
    ( spl0_806
  <=> until5(s175) ),
    introduced(definition,[new_symbols(definition,[spl0_806])],[avatar_definition]) ).

fof(f4520,plain,
    ( until5(s175)
    | ~ spl0_806 ),
    inference(avatar_component_clause,[],[f4518]) ).

fof(f4521,plain,
    ( spl0_805
    | spl0_806 ),
    inference(avatar_split_clause,[],[f4512,f4518,f4514]) ).

fof(f4522,plain,
    ( until5(s176)
    | xuntil6(s175) ),
    inference(resolution,[],[f649,f939]) ).

fof(f4524,definition,
    ( spl0_807
  <=> xuntil6(s175) ),
    introduced(definition,[new_symbols(definition,[spl0_807])],[avatar_definition]) ).

fof(f4526,plain,
    ( xuntil6(s175)
    | ~ spl0_807 ),
    inference(avatar_component_clause,[],[f4524]) ).

fof(f4528,definition,
    ( spl0_808
  <=> until5(s176) ),
    introduced(definition,[new_symbols(definition,[spl0_808])],[avatar_definition]) ).

fof(f4530,plain,
    ( until5(s176)
    | ~ spl0_808 ),
    inference(avatar_component_clause,[],[f4528]) ).

fof(f4531,plain,
    ( spl0_807
    | spl0_808 ),
    inference(avatar_split_clause,[],[f4522,f4528,f4524]) ).

fof(f4532,plain,
    ( until5(s177)
    | xuntil6(s176) ),
    inference(resolution,[],[f650,f939]) ).

fof(f4534,definition,
    ( spl0_809
  <=> xuntil6(s176) ),
    introduced(definition,[new_symbols(definition,[spl0_809])],[avatar_definition]) ).

fof(f4536,plain,
    ( xuntil6(s176)
    | ~ spl0_809 ),
    inference(avatar_component_clause,[],[f4534]) ).

fof(f4538,definition,
    ( spl0_810
  <=> until5(s177) ),
    introduced(definition,[new_symbols(definition,[spl0_810])],[avatar_definition]) ).

fof(f4540,plain,
    ( until5(s177)
    | ~ spl0_810 ),
    inference(avatar_component_clause,[],[f4538]) ).

fof(f4541,plain,
    ( spl0_809
    | spl0_810 ),
    inference(avatar_split_clause,[],[f4532,f4538,f4534]) ).

fof(f4542,plain,
    ( until5(s178)
    | xuntil6(s177) ),
    inference(resolution,[],[f651,f939]) ).

fof(f4544,definition,
    ( spl0_811
  <=> xuntil6(s177) ),
    introduced(definition,[new_symbols(definition,[spl0_811])],[avatar_definition]) ).

fof(f4546,plain,
    ( xuntil6(s177)
    | ~ spl0_811 ),
    inference(avatar_component_clause,[],[f4544]) ).

fof(f4548,definition,
    ( spl0_812
  <=> until5(s178) ),
    introduced(definition,[new_symbols(definition,[spl0_812])],[avatar_definition]) ).

fof(f4550,plain,
    ( until5(s178)
    | ~ spl0_812 ),
    inference(avatar_component_clause,[],[f4548]) ).

fof(f4551,plain,
    ( spl0_811
    | spl0_812 ),
    inference(avatar_split_clause,[],[f4542,f4548,f4544]) ).

fof(f4552,plain,
    ( until5(s179)
    | xuntil6(s178) ),
    inference(resolution,[],[f652,f939]) ).

fof(f4554,definition,
    ( spl0_813
  <=> xuntil6(s178) ),
    introduced(definition,[new_symbols(definition,[spl0_813])],[avatar_definition]) ).

fof(f4556,plain,
    ( xuntil6(s178)
    | ~ spl0_813 ),
    inference(avatar_component_clause,[],[f4554]) ).

fof(f4558,definition,
    ( spl0_814
  <=> until5(s179) ),
    introduced(definition,[new_symbols(definition,[spl0_814])],[avatar_definition]) ).

fof(f4560,plain,
    ( until5(s179)
    | ~ spl0_814 ),
    inference(avatar_component_clause,[],[f4558]) ).

fof(f4561,plain,
    ( spl0_813
    | spl0_814 ),
    inference(avatar_split_clause,[],[f4552,f4558,f4554]) ).

fof(f4562,plain,
    ( until5(s180)
    | xuntil6(s179) ),
    inference(resolution,[],[f653,f939]) ).

fof(f4564,definition,
    ( spl0_815
  <=> xuntil6(s179) ),
    introduced(definition,[new_symbols(definition,[spl0_815])],[avatar_definition]) ).

fof(f4566,plain,
    ( xuntil6(s179)
    | ~ spl0_815 ),
    inference(avatar_component_clause,[],[f4564]) ).

fof(f4568,definition,
    ( spl0_816
  <=> until5(s180) ),
    introduced(definition,[new_symbols(definition,[spl0_816])],[avatar_definition]) ).

fof(f4570,plain,
    ( until5(s180)
    | ~ spl0_816 ),
    inference(avatar_component_clause,[],[f4568]) ).

fof(f4571,plain,
    ( spl0_815
    | spl0_816 ),
    inference(avatar_split_clause,[],[f4562,f4568,f4564]) ).

fof(f4572,plain,
    ( until5(s181)
    | xuntil6(s180) ),
    inference(resolution,[],[f654,f939]) ).

fof(f4574,definition,
    ( spl0_817
  <=> xuntil6(s180) ),
    introduced(definition,[new_symbols(definition,[spl0_817])],[avatar_definition]) ).

fof(f4576,plain,
    ( xuntil6(s180)
    | ~ spl0_817 ),
    inference(avatar_component_clause,[],[f4574]) ).

fof(f4578,definition,
    ( spl0_818
  <=> until5(s181) ),
    introduced(definition,[new_symbols(definition,[spl0_818])],[avatar_definition]) ).

fof(f4580,plain,
    ( until5(s181)
    | ~ spl0_818 ),
    inference(avatar_component_clause,[],[f4578]) ).

fof(f4581,plain,
    ( spl0_817
    | spl0_818 ),
    inference(avatar_split_clause,[],[f4572,f4578,f4574]) ).

fof(f4582,plain,
    ( until5(s182)
    | xuntil6(s181) ),
    inference(resolution,[],[f655,f939]) ).

fof(f4584,definition,
    ( spl0_819
  <=> xuntil6(s181) ),
    introduced(definition,[new_symbols(definition,[spl0_819])],[avatar_definition]) ).

fof(f4586,plain,
    ( xuntil6(s181)
    | ~ spl0_819 ),
    inference(avatar_component_clause,[],[f4584]) ).

fof(f4588,definition,
    ( spl0_820
  <=> until5(s182) ),
    introduced(definition,[new_symbols(definition,[spl0_820])],[avatar_definition]) ).

fof(f4590,plain,
    ( until5(s182)
    | ~ spl0_820 ),
    inference(avatar_component_clause,[],[f4588]) ).

fof(f4591,plain,
    ( spl0_819
    | spl0_820 ),
    inference(avatar_split_clause,[],[f4582,f4588,f4584]) ).

fof(f4592,plain,
    ( until5(s183)
    | xuntil6(s182) ),
    inference(resolution,[],[f656,f939]) ).

fof(f4594,definition,
    ( spl0_821
  <=> xuntil6(s182) ),
    introduced(definition,[new_symbols(definition,[spl0_821])],[avatar_definition]) ).

fof(f4596,plain,
    ( xuntil6(s182)
    | ~ spl0_821 ),
    inference(avatar_component_clause,[],[f4594]) ).

fof(f4598,definition,
    ( spl0_822
  <=> until5(s183) ),
    introduced(definition,[new_symbols(definition,[spl0_822])],[avatar_definition]) ).

fof(f4600,plain,
    ( until5(s183)
    | ~ spl0_822 ),
    inference(avatar_component_clause,[],[f4598]) ).

fof(f4601,plain,
    ( spl0_821
    | spl0_822 ),
    inference(avatar_split_clause,[],[f4592,f4598,f4594]) ).

fof(f4602,plain,
    ( until5(s184)
    | xuntil6(s183) ),
    inference(resolution,[],[f657,f939]) ).

fof(f4604,definition,
    ( spl0_823
  <=> xuntil6(s183) ),
    introduced(definition,[new_symbols(definition,[spl0_823])],[avatar_definition]) ).

fof(f4606,plain,
    ( xuntil6(s183)
    | ~ spl0_823 ),
    inference(avatar_component_clause,[],[f4604]) ).

fof(f4608,definition,
    ( spl0_824
  <=> until5(s184) ),
    introduced(definition,[new_symbols(definition,[spl0_824])],[avatar_definition]) ).

fof(f4610,plain,
    ( until5(s184)
    | ~ spl0_824 ),
    inference(avatar_component_clause,[],[f4608]) ).

fof(f4611,plain,
    ( spl0_823
    | spl0_824 ),
    inference(avatar_split_clause,[],[f4602,f4608,f4604]) ).

fof(f4612,plain,
    ( until5(s185)
    | xuntil6(s184) ),
    inference(resolution,[],[f658,f939]) ).

fof(f4614,definition,
    ( spl0_825
  <=> xuntil6(s184) ),
    introduced(definition,[new_symbols(definition,[spl0_825])],[avatar_definition]) ).

fof(f4616,plain,
    ( xuntil6(s184)
    | ~ spl0_825 ),
    inference(avatar_component_clause,[],[f4614]) ).

fof(f4618,definition,
    ( spl0_826
  <=> until5(s185) ),
    introduced(definition,[new_symbols(definition,[spl0_826])],[avatar_definition]) ).

fof(f4620,plain,
    ( until5(s185)
    | ~ spl0_826 ),
    inference(avatar_component_clause,[],[f4618]) ).

fof(f4621,plain,
    ( spl0_825
    | spl0_826 ),
    inference(avatar_split_clause,[],[f4612,f4618,f4614]) ).

fof(f4622,plain,
    ( until5(s186)
    | xuntil6(s185) ),
    inference(resolution,[],[f659,f939]) ).

fof(f4624,definition,
    ( spl0_827
  <=> xuntil6(s185) ),
    introduced(definition,[new_symbols(definition,[spl0_827])],[avatar_definition]) ).

fof(f4626,plain,
    ( xuntil6(s185)
    | ~ spl0_827 ),
    inference(avatar_component_clause,[],[f4624]) ).

fof(f4628,definition,
    ( spl0_828
  <=> until5(s186) ),
    introduced(definition,[new_symbols(definition,[spl0_828])],[avatar_definition]) ).

fof(f4630,plain,
    ( until5(s186)
    | ~ spl0_828 ),
    inference(avatar_component_clause,[],[f4628]) ).

fof(f4631,plain,
    ( spl0_827
    | spl0_828 ),
    inference(avatar_split_clause,[],[f4622,f4628,f4624]) ).

fof(f4632,plain,
    ( until5(s187)
    | xuntil6(s186) ),
    inference(resolution,[],[f660,f939]) ).

fof(f4634,definition,
    ( spl0_829
  <=> xuntil6(s186) ),
    introduced(definition,[new_symbols(definition,[spl0_829])],[avatar_definition]) ).

fof(f4636,plain,
    ( xuntil6(s186)
    | ~ spl0_829 ),
    inference(avatar_component_clause,[],[f4634]) ).

fof(f4638,definition,
    ( spl0_830
  <=> until5(s187) ),
    introduced(definition,[new_symbols(definition,[spl0_830])],[avatar_definition]) ).

fof(f4640,plain,
    ( until5(s187)
    | ~ spl0_830 ),
    inference(avatar_component_clause,[],[f4638]) ).

fof(f4641,plain,
    ( spl0_829
    | spl0_830 ),
    inference(avatar_split_clause,[],[f4632,f4638,f4634]) ).

fof(f4642,plain,
    ( until5(s188)
    | xuntil6(s187) ),
    inference(resolution,[],[f661,f939]) ).

fof(f4644,definition,
    ( spl0_831
  <=> xuntil6(s187) ),
    introduced(definition,[new_symbols(definition,[spl0_831])],[avatar_definition]) ).

fof(f4646,plain,
    ( xuntil6(s187)
    | ~ spl0_831 ),
    inference(avatar_component_clause,[],[f4644]) ).

fof(f4648,definition,
    ( spl0_832
  <=> until5(s188) ),
    introduced(definition,[new_symbols(definition,[spl0_832])],[avatar_definition]) ).

fof(f4650,plain,
    ( until5(s188)
    | ~ spl0_832 ),
    inference(avatar_component_clause,[],[f4648]) ).

fof(f4651,plain,
    ( spl0_831
    | spl0_832 ),
    inference(avatar_split_clause,[],[f4642,f4648,f4644]) ).

fof(f4652,plain,
    ( until5(s189)
    | xuntil6(s188) ),
    inference(resolution,[],[f662,f939]) ).

fof(f4654,definition,
    ( spl0_833
  <=> xuntil6(s188) ),
    introduced(definition,[new_symbols(definition,[spl0_833])],[avatar_definition]) ).

fof(f4656,plain,
    ( xuntil6(s188)
    | ~ spl0_833 ),
    inference(avatar_component_clause,[],[f4654]) ).

fof(f4658,definition,
    ( spl0_834
  <=> until5(s189) ),
    introduced(definition,[new_symbols(definition,[spl0_834])],[avatar_definition]) ).

fof(f4660,plain,
    ( until5(s189)
    | ~ spl0_834 ),
    inference(avatar_component_clause,[],[f4658]) ).

fof(f4661,plain,
    ( spl0_833
    | spl0_834 ),
    inference(avatar_split_clause,[],[f4652,f4658,f4654]) ).

fof(f4662,plain,
    ( until5(s190)
    | xuntil6(s189) ),
    inference(resolution,[],[f663,f939]) ).

fof(f4664,definition,
    ( spl0_835
  <=> xuntil6(s189) ),
    introduced(definition,[new_symbols(definition,[spl0_835])],[avatar_definition]) ).

fof(f4666,plain,
    ( xuntil6(s189)
    | ~ spl0_835 ),
    inference(avatar_component_clause,[],[f4664]) ).

fof(f4668,definition,
    ( spl0_836
  <=> until5(s190) ),
    introduced(definition,[new_symbols(definition,[spl0_836])],[avatar_definition]) ).

fof(f4670,plain,
    ( until5(s190)
    | ~ spl0_836 ),
    inference(avatar_component_clause,[],[f4668]) ).

fof(f4671,plain,
    ( spl0_835
    | spl0_836 ),
    inference(avatar_split_clause,[],[f4662,f4668,f4664]) ).

fof(f4672,plain,
    ( until5(s191)
    | xuntil6(s190) ),
    inference(resolution,[],[f664,f939]) ).

fof(f4674,definition,
    ( spl0_837
  <=> xuntil6(s190) ),
    introduced(definition,[new_symbols(definition,[spl0_837])],[avatar_definition]) ).

fof(f4676,plain,
    ( xuntil6(s190)
    | ~ spl0_837 ),
    inference(avatar_component_clause,[],[f4674]) ).

fof(f4678,definition,
    ( spl0_838
  <=> until5(s191) ),
    introduced(definition,[new_symbols(definition,[spl0_838])],[avatar_definition]) ).

fof(f4680,plain,
    ( until5(s191)
    | ~ spl0_838 ),
    inference(avatar_component_clause,[],[f4678]) ).

fof(f4681,plain,
    ( spl0_837
    | spl0_838 ),
    inference(avatar_split_clause,[],[f4672,f4678,f4674]) ).

fof(f4682,plain,
    ( until5(s192)
    | xuntil6(s191) ),
    inference(resolution,[],[f665,f939]) ).

fof(f4684,definition,
    ( spl0_839
  <=> xuntil6(s191) ),
    introduced(definition,[new_symbols(definition,[spl0_839])],[avatar_definition]) ).

fof(f4686,plain,
    ( xuntil6(s191)
    | ~ spl0_839 ),
    inference(avatar_component_clause,[],[f4684]) ).

fof(f4688,definition,
    ( spl0_840
  <=> until5(s192) ),
    introduced(definition,[new_symbols(definition,[spl0_840])],[avatar_definition]) ).

fof(f4690,plain,
    ( until5(s192)
    | ~ spl0_840 ),
    inference(avatar_component_clause,[],[f4688]) ).

fof(f4691,plain,
    ( spl0_839
    | spl0_840 ),
    inference(avatar_split_clause,[],[f4682,f4688,f4684]) ).

fof(f4692,plain,
    ( until5(s193)
    | xuntil6(s192) ),
    inference(resolution,[],[f666,f939]) ).

fof(f4694,definition,
    ( spl0_841
  <=> xuntil6(s192) ),
    introduced(definition,[new_symbols(definition,[spl0_841])],[avatar_definition]) ).

fof(f4696,plain,
    ( xuntil6(s192)
    | ~ spl0_841 ),
    inference(avatar_component_clause,[],[f4694]) ).

fof(f4698,definition,
    ( spl0_842
  <=> until5(s193) ),
    introduced(definition,[new_symbols(definition,[spl0_842])],[avatar_definition]) ).

fof(f4700,plain,
    ( until5(s193)
    | ~ spl0_842 ),
    inference(avatar_component_clause,[],[f4698]) ).

fof(f4701,plain,
    ( spl0_841
    | spl0_842 ),
    inference(avatar_split_clause,[],[f4692,f4698,f4694]) ).

fof(f4702,plain,
    ( until5(s194)
    | xuntil6(s193) ),
    inference(resolution,[],[f667,f939]) ).

fof(f4704,definition,
    ( spl0_843
  <=> xuntil6(s193) ),
    introduced(definition,[new_symbols(definition,[spl0_843])],[avatar_definition]) ).

fof(f4706,plain,
    ( xuntil6(s193)
    | ~ spl0_843 ),
    inference(avatar_component_clause,[],[f4704]) ).

fof(f4708,definition,
    ( spl0_844
  <=> until5(s194) ),
    introduced(definition,[new_symbols(definition,[spl0_844])],[avatar_definition]) ).

fof(f4710,plain,
    ( until5(s194)
    | ~ spl0_844 ),
    inference(avatar_component_clause,[],[f4708]) ).

fof(f4711,plain,
    ( spl0_843
    | spl0_844 ),
    inference(avatar_split_clause,[],[f4702,f4708,f4704]) ).

fof(f4712,plain,
    ( until5(s195)
    | xuntil6(s194) ),
    inference(resolution,[],[f668,f939]) ).

fof(f4714,definition,
    ( spl0_845
  <=> xuntil6(s194) ),
    introduced(definition,[new_symbols(definition,[spl0_845])],[avatar_definition]) ).

fof(f4716,plain,
    ( xuntil6(s194)
    | ~ spl0_845 ),
    inference(avatar_component_clause,[],[f4714]) ).

fof(f4718,definition,
    ( spl0_846
  <=> until5(s195) ),
    introduced(definition,[new_symbols(definition,[spl0_846])],[avatar_definition]) ).

fof(f4720,plain,
    ( until5(s195)
    | ~ spl0_846 ),
    inference(avatar_component_clause,[],[f4718]) ).

fof(f4721,plain,
    ( spl0_845
    | spl0_846 ),
    inference(avatar_split_clause,[],[f4712,f4718,f4714]) ).

fof(f4722,plain,
    ( until5(s196)
    | xuntil6(s195) ),
    inference(resolution,[],[f669,f939]) ).

fof(f4724,definition,
    ( spl0_847
  <=> xuntil6(s195) ),
    introduced(definition,[new_symbols(definition,[spl0_847])],[avatar_definition]) ).

fof(f4726,plain,
    ( xuntil6(s195)
    | ~ spl0_847 ),
    inference(avatar_component_clause,[],[f4724]) ).

fof(f4728,definition,
    ( spl0_848
  <=> until5(s196) ),
    introduced(definition,[new_symbols(definition,[spl0_848])],[avatar_definition]) ).

fof(f4730,plain,
    ( until5(s196)
    | ~ spl0_848 ),
    inference(avatar_component_clause,[],[f4728]) ).

fof(f4731,plain,
    ( spl0_847
    | spl0_848 ),
    inference(avatar_split_clause,[],[f4722,f4728,f4724]) ).

fof(f4732,plain,
    ( until5(s197)
    | xuntil6(s196) ),
    inference(resolution,[],[f670,f939]) ).

fof(f4734,definition,
    ( spl0_849
  <=> xuntil6(s196) ),
    introduced(definition,[new_symbols(definition,[spl0_849])],[avatar_definition]) ).

fof(f4736,plain,
    ( xuntil6(s196)
    | ~ spl0_849 ),
    inference(avatar_component_clause,[],[f4734]) ).

fof(f4738,definition,
    ( spl0_850
  <=> until5(s197) ),
    introduced(definition,[new_symbols(definition,[spl0_850])],[avatar_definition]) ).

fof(f4740,plain,
    ( until5(s197)
    | ~ spl0_850 ),
    inference(avatar_component_clause,[],[f4738]) ).

fof(f4741,plain,
    ( spl0_849
    | spl0_850 ),
    inference(avatar_split_clause,[],[f4732,f4738,f4734]) ).

fof(f4742,plain,
    ( until5(s198)
    | xuntil6(s197) ),
    inference(resolution,[],[f671,f939]) ).

fof(f4744,definition,
    ( spl0_851
  <=> xuntil6(s197) ),
    introduced(definition,[new_symbols(definition,[spl0_851])],[avatar_definition]) ).

fof(f4746,plain,
    ( xuntil6(s197)
    | ~ spl0_851 ),
    inference(avatar_component_clause,[],[f4744]) ).

fof(f4748,definition,
    ( spl0_852
  <=> until5(s198) ),
    introduced(definition,[new_symbols(definition,[spl0_852])],[avatar_definition]) ).

fof(f4750,plain,
    ( until5(s198)
    | ~ spl0_852 ),
    inference(avatar_component_clause,[],[f4748]) ).

fof(f4751,plain,
    ( spl0_851
    | spl0_852 ),
    inference(avatar_split_clause,[],[f4742,f4748,f4744]) ).

fof(f4752,plain,
    ( until5(s199)
    | xuntil6(s198) ),
    inference(resolution,[],[f672,f939]) ).

fof(f4754,definition,
    ( spl0_853
  <=> xuntil6(s198) ),
    introduced(definition,[new_symbols(definition,[spl0_853])],[avatar_definition]) ).

fof(f4756,plain,
    ( xuntil6(s198)
    | ~ spl0_853 ),
    inference(avatar_component_clause,[],[f4754]) ).

fof(f4758,definition,
    ( spl0_854
  <=> until5(s199) ),
    introduced(definition,[new_symbols(definition,[spl0_854])],[avatar_definition]) ).

fof(f4760,plain,
    ( until5(s199)
    | ~ spl0_854 ),
    inference(avatar_component_clause,[],[f4758]) ).

fof(f4761,plain,
    ( spl0_853
    | spl0_854 ),
    inference(avatar_split_clause,[],[f4752,f4758,f4754]) ).

fof(f4762,plain,
    ( until5(s200)
    | xuntil6(s199) ),
    inference(resolution,[],[f673,f939]) ).

fof(f4764,definition,
    ( spl0_855
  <=> xuntil6(s199) ),
    introduced(definition,[new_symbols(definition,[spl0_855])],[avatar_definition]) ).

fof(f4766,plain,
    ( xuntil6(s199)
    | ~ spl0_855 ),
    inference(avatar_component_clause,[],[f4764]) ).

fof(f4768,definition,
    ( spl0_856
  <=> until5(s200) ),
    introduced(definition,[new_symbols(definition,[spl0_856])],[avatar_definition]) ).

fof(f4770,plain,
    ( until5(s200)
    | ~ spl0_856 ),
    inference(avatar_component_clause,[],[f4768]) ).

fof(f4771,plain,
    ( spl0_855
    | spl0_856 ),
    inference(avatar_split_clause,[],[f4762,f4768,f4764]) ).

fof(f4772,plain,
    ( until5(s201)
    | xuntil6(s200) ),
    inference(resolution,[],[f674,f939]) ).

fof(f4774,definition,
    ( spl0_857
  <=> xuntil6(s200) ),
    introduced(definition,[new_symbols(definition,[spl0_857])],[avatar_definition]) ).

fof(f4776,plain,
    ( xuntil6(s200)
    | ~ spl0_857 ),
    inference(avatar_component_clause,[],[f4774]) ).

fof(f4778,definition,
    ( spl0_858
  <=> until5(s201) ),
    introduced(definition,[new_symbols(definition,[spl0_858])],[avatar_definition]) ).

fof(f4780,plain,
    ( until5(s201)
    | ~ spl0_858 ),
    inference(avatar_component_clause,[],[f4778]) ).

fof(f4781,plain,
    ( spl0_857
    | spl0_858 ),
    inference(avatar_split_clause,[],[f4772,f4778,f4774]) ).

fof(f4782,plain,
    ( until5(s202)
    | xuntil6(s201) ),
    inference(resolution,[],[f675,f939]) ).

fof(f4784,definition,
    ( spl0_859
  <=> xuntil6(s201) ),
    introduced(definition,[new_symbols(definition,[spl0_859])],[avatar_definition]) ).

fof(f4786,plain,
    ( xuntil6(s201)
    | ~ spl0_859 ),
    inference(avatar_component_clause,[],[f4784]) ).

fof(f4788,definition,
    ( spl0_860
  <=> until5(s202) ),
    introduced(definition,[new_symbols(definition,[spl0_860])],[avatar_definition]) ).

fof(f4790,plain,
    ( until5(s202)
    | ~ spl0_860 ),
    inference(avatar_component_clause,[],[f4788]) ).

fof(f4791,plain,
    ( spl0_859
    | spl0_860 ),
    inference(avatar_split_clause,[],[f4782,f4788,f4784]) ).

fof(f4792,plain,
    ( until5(s203)
    | xuntil6(s202) ),
    inference(resolution,[],[f676,f939]) ).

fof(f4794,definition,
    ( spl0_861
  <=> xuntil6(s202) ),
    introduced(definition,[new_symbols(definition,[spl0_861])],[avatar_definition]) ).

fof(f4796,plain,
    ( xuntil6(s202)
    | ~ spl0_861 ),
    inference(avatar_component_clause,[],[f4794]) ).

fof(f4798,definition,
    ( spl0_862
  <=> until5(s203) ),
    introduced(definition,[new_symbols(definition,[spl0_862])],[avatar_definition]) ).

fof(f4800,plain,
    ( until5(s203)
    | ~ spl0_862 ),
    inference(avatar_component_clause,[],[f4798]) ).

fof(f4801,plain,
    ( spl0_861
    | spl0_862 ),
    inference(avatar_split_clause,[],[f4792,f4798,f4794]) ).

fof(f4802,plain,
    ( until5(s204)
    | xuntil6(s203) ),
    inference(resolution,[],[f677,f939]) ).

fof(f4804,definition,
    ( spl0_863
  <=> xuntil6(s203) ),
    introduced(definition,[new_symbols(definition,[spl0_863])],[avatar_definition]) ).

fof(f4806,plain,
    ( xuntil6(s203)
    | ~ spl0_863 ),
    inference(avatar_component_clause,[],[f4804]) ).

fof(f4808,definition,
    ( spl0_864
  <=> until5(s204) ),
    introduced(definition,[new_symbols(definition,[spl0_864])],[avatar_definition]) ).

fof(f4810,plain,
    ( until5(s204)
    | ~ spl0_864 ),
    inference(avatar_component_clause,[],[f4808]) ).

fof(f4811,plain,
    ( spl0_863
    | spl0_864 ),
    inference(avatar_split_clause,[],[f4802,f4808,f4804]) ).

fof(f4812,plain,
    ( until5(s205)
    | xuntil6(s204) ),
    inference(resolution,[],[f678,f939]) ).

fof(f4814,definition,
    ( spl0_865
  <=> xuntil6(s204) ),
    introduced(definition,[new_symbols(definition,[spl0_865])],[avatar_definition]) ).

fof(f4816,plain,
    ( xuntil6(s204)
    | ~ spl0_865 ),
    inference(avatar_component_clause,[],[f4814]) ).

fof(f4818,definition,
    ( spl0_866
  <=> until5(s205) ),
    introduced(definition,[new_symbols(definition,[spl0_866])],[avatar_definition]) ).

fof(f4820,plain,
    ( until5(s205)
    | ~ spl0_866 ),
    inference(avatar_component_clause,[],[f4818]) ).

fof(f4821,plain,
    ( spl0_865
    | spl0_866 ),
    inference(avatar_split_clause,[],[f4812,f4818,f4814]) ).

fof(f4822,plain,
    ( until5(s206)
    | xuntil6(s205) ),
    inference(resolution,[],[f679,f939]) ).

fof(f4824,definition,
    ( spl0_867
  <=> xuntil6(s205) ),
    introduced(definition,[new_symbols(definition,[spl0_867])],[avatar_definition]) ).

fof(f4826,plain,
    ( xuntil6(s205)
    | ~ spl0_867 ),
    inference(avatar_component_clause,[],[f4824]) ).

fof(f4828,definition,
    ( spl0_868
  <=> until5(s206) ),
    introduced(definition,[new_symbols(definition,[spl0_868])],[avatar_definition]) ).

fof(f4830,plain,
    ( until5(s206)
    | ~ spl0_868 ),
    inference(avatar_component_clause,[],[f4828]) ).

fof(f4831,plain,
    ( spl0_867
    | spl0_868 ),
    inference(avatar_split_clause,[],[f4822,f4828,f4824]) ).

fof(f4832,plain,
    ( until5(s207)
    | xuntil6(s206) ),
    inference(resolution,[],[f680,f939]) ).

fof(f4834,definition,
    ( spl0_869
  <=> xuntil6(s206) ),
    introduced(definition,[new_symbols(definition,[spl0_869])],[avatar_definition]) ).

fof(f4836,plain,
    ( xuntil6(s206)
    | ~ spl0_869 ),
    inference(avatar_component_clause,[],[f4834]) ).

fof(f4838,definition,
    ( spl0_870
  <=> until5(s207) ),
    introduced(definition,[new_symbols(definition,[spl0_870])],[avatar_definition]) ).

fof(f4840,plain,
    ( until5(s207)
    | ~ spl0_870 ),
    inference(avatar_component_clause,[],[f4838]) ).

fof(f4841,plain,
    ( spl0_869
    | spl0_870 ),
    inference(avatar_split_clause,[],[f4832,f4838,f4834]) ).

fof(f4842,plain,
    ( until5(s208)
    | xuntil6(s207) ),
    inference(resolution,[],[f681,f939]) ).

fof(f4844,definition,
    ( spl0_871
  <=> xuntil6(s207) ),
    introduced(definition,[new_symbols(definition,[spl0_871])],[avatar_definition]) ).

fof(f4846,plain,
    ( xuntil6(s207)
    | ~ spl0_871 ),
    inference(avatar_component_clause,[],[f4844]) ).

fof(f4848,definition,
    ( spl0_872
  <=> until5(s208) ),
    introduced(definition,[new_symbols(definition,[spl0_872])],[avatar_definition]) ).

fof(f4850,plain,
    ( until5(s208)
    | ~ spl0_872 ),
    inference(avatar_component_clause,[],[f4848]) ).

fof(f4851,plain,
    ( spl0_871
    | spl0_872 ),
    inference(avatar_split_clause,[],[f4842,f4848,f4844]) ).

fof(f4852,plain,
    ( until5(s209)
    | xuntil6(s208) ),
    inference(resolution,[],[f682,f939]) ).

fof(f4854,definition,
    ( spl0_873
  <=> xuntil6(s208) ),
    introduced(definition,[new_symbols(definition,[spl0_873])],[avatar_definition]) ).

fof(f4856,plain,
    ( xuntil6(s208)
    | ~ spl0_873 ),
    inference(avatar_component_clause,[],[f4854]) ).

fof(f4858,definition,
    ( spl0_874
  <=> until5(s209) ),
    introduced(definition,[new_symbols(definition,[spl0_874])],[avatar_definition]) ).

fof(f4860,plain,
    ( until5(s209)
    | ~ spl0_874 ),
    inference(avatar_component_clause,[],[f4858]) ).

fof(f4861,plain,
    ( spl0_873
    | spl0_874 ),
    inference(avatar_split_clause,[],[f4852,f4858,f4854]) ).

fof(f4862,plain,
    ( until5(s210)
    | xuntil6(s209) ),
    inference(resolution,[],[f683,f939]) ).

fof(f4864,definition,
    ( spl0_875
  <=> xuntil6(s209) ),
    introduced(definition,[new_symbols(definition,[spl0_875])],[avatar_definition]) ).

fof(f4866,plain,
    ( xuntil6(s209)
    | ~ spl0_875 ),
    inference(avatar_component_clause,[],[f4864]) ).

fof(f4868,definition,
    ( spl0_876
  <=> until5(s210) ),
    introduced(definition,[new_symbols(definition,[spl0_876])],[avatar_definition]) ).

fof(f4870,plain,
    ( until5(s210)
    | ~ spl0_876 ),
    inference(avatar_component_clause,[],[f4868]) ).

fof(f4871,plain,
    ( spl0_875
    | spl0_876 ),
    inference(avatar_split_clause,[],[f4862,f4868,f4864]) ).

fof(f4872,plain,
    ( until5(s211)
    | xuntil6(s210) ),
    inference(resolution,[],[f684,f939]) ).

fof(f4874,definition,
    ( spl0_877
  <=> xuntil6(s210) ),
    introduced(definition,[new_symbols(definition,[spl0_877])],[avatar_definition]) ).

fof(f4876,plain,
    ( xuntil6(s210)
    | ~ spl0_877 ),
    inference(avatar_component_clause,[],[f4874]) ).

fof(f4878,definition,
    ( spl0_878
  <=> until5(s211) ),
    introduced(definition,[new_symbols(definition,[spl0_878])],[avatar_definition]) ).

fof(f4880,plain,
    ( until5(s211)
    | ~ spl0_878 ),
    inference(avatar_component_clause,[],[f4878]) ).

fof(f4881,plain,
    ( spl0_877
    | spl0_878 ),
    inference(avatar_split_clause,[],[f4872,f4878,f4874]) ).

fof(f4882,plain,
    ( until5(s212)
    | xuntil6(s211) ),
    inference(resolution,[],[f685,f939]) ).

fof(f4884,definition,
    ( spl0_879
  <=> xuntil6(s211) ),
    introduced(definition,[new_symbols(definition,[spl0_879])],[avatar_definition]) ).

fof(f4886,plain,
    ( xuntil6(s211)
    | ~ spl0_879 ),
    inference(avatar_component_clause,[],[f4884]) ).

fof(f4888,definition,
    ( spl0_880
  <=> until5(s212) ),
    introduced(definition,[new_symbols(definition,[spl0_880])],[avatar_definition]) ).

fof(f4890,plain,
    ( until5(s212)
    | ~ spl0_880 ),
    inference(avatar_component_clause,[],[f4888]) ).

fof(f4891,plain,
    ( spl0_879
    | spl0_880 ),
    inference(avatar_split_clause,[],[f4882,f4888,f4884]) ).

fof(f4892,plain,
    ( until5(s213)
    | xuntil6(s212) ),
    inference(resolution,[],[f686,f939]) ).

fof(f4894,definition,
    ( spl0_881
  <=> xuntil6(s212) ),
    introduced(definition,[new_symbols(definition,[spl0_881])],[avatar_definition]) ).

fof(f4896,plain,
    ( xuntil6(s212)
    | ~ spl0_881 ),
    inference(avatar_component_clause,[],[f4894]) ).

fof(f4898,definition,
    ( spl0_882
  <=> until5(s213) ),
    introduced(definition,[new_symbols(definition,[spl0_882])],[avatar_definition]) ).

fof(f4900,plain,
    ( until5(s213)
    | ~ spl0_882 ),
    inference(avatar_component_clause,[],[f4898]) ).

fof(f4901,plain,
    ( spl0_881
    | spl0_882 ),
    inference(avatar_split_clause,[],[f4892,f4898,f4894]) ).

fof(f4902,plain,
    ( until5(s214)
    | xuntil6(s213) ),
    inference(resolution,[],[f687,f939]) ).

fof(f4904,definition,
    ( spl0_883
  <=> xuntil6(s213) ),
    introduced(definition,[new_symbols(definition,[spl0_883])],[avatar_definition]) ).

fof(f4906,plain,
    ( xuntil6(s213)
    | ~ spl0_883 ),
    inference(avatar_component_clause,[],[f4904]) ).

fof(f4908,definition,
    ( spl0_884
  <=> until5(s214) ),
    introduced(definition,[new_symbols(definition,[spl0_884])],[avatar_definition]) ).

fof(f4910,plain,
    ( until5(s214)
    | ~ spl0_884 ),
    inference(avatar_component_clause,[],[f4908]) ).

fof(f4911,plain,
    ( spl0_883
    | spl0_884 ),
    inference(avatar_split_clause,[],[f4902,f4908,f4904]) ).

fof(f4912,plain,
    ( until5(s215)
    | xuntil6(s214) ),
    inference(resolution,[],[f688,f939]) ).

fof(f4914,definition,
    ( spl0_885
  <=> xuntil6(s214) ),
    introduced(definition,[new_symbols(definition,[spl0_885])],[avatar_definition]) ).

fof(f4916,plain,
    ( xuntil6(s214)
    | ~ spl0_885 ),
    inference(avatar_component_clause,[],[f4914]) ).

fof(f4918,definition,
    ( spl0_886
  <=> until5(s215) ),
    introduced(definition,[new_symbols(definition,[spl0_886])],[avatar_definition]) ).

fof(f4920,plain,
    ( until5(s215)
    | ~ spl0_886 ),
    inference(avatar_component_clause,[],[f4918]) ).

fof(f4921,plain,
    ( spl0_885
    | spl0_886 ),
    inference(avatar_split_clause,[],[f4912,f4918,f4914]) ).

fof(f4922,plain,
    ( until5(s216)
    | xuntil6(s215) ),
    inference(resolution,[],[f689,f939]) ).

fof(f4924,definition,
    ( spl0_887
  <=> xuntil6(s215) ),
    introduced(definition,[new_symbols(definition,[spl0_887])],[avatar_definition]) ).

fof(f4926,plain,
    ( xuntil6(s215)
    | ~ spl0_887 ),
    inference(avatar_component_clause,[],[f4924]) ).

fof(f4928,definition,
    ( spl0_888
  <=> until5(s216) ),
    introduced(definition,[new_symbols(definition,[spl0_888])],[avatar_definition]) ).

fof(f4930,plain,
    ( until5(s216)
    | ~ spl0_888 ),
    inference(avatar_component_clause,[],[f4928]) ).

fof(f4931,plain,
    ( spl0_887
    | spl0_888 ),
    inference(avatar_split_clause,[],[f4922,f4928,f4924]) ).

fof(f4932,plain,
    ( until5(s217)
    | xuntil6(s216) ),
    inference(resolution,[],[f690,f939]) ).

fof(f4934,definition,
    ( spl0_889
  <=> xuntil6(s216) ),
    introduced(definition,[new_symbols(definition,[spl0_889])],[avatar_definition]) ).

fof(f4936,plain,
    ( xuntil6(s216)
    | ~ spl0_889 ),
    inference(avatar_component_clause,[],[f4934]) ).

fof(f4938,definition,
    ( spl0_890
  <=> until5(s217) ),
    introduced(definition,[new_symbols(definition,[spl0_890])],[avatar_definition]) ).

fof(f4940,plain,
    ( until5(s217)
    | ~ spl0_890 ),
    inference(avatar_component_clause,[],[f4938]) ).

fof(f4941,plain,
    ( spl0_889
    | spl0_890 ),
    inference(avatar_split_clause,[],[f4932,f4938,f4934]) ).

fof(f4942,plain,
    ( until5(s218)
    | xuntil6(s217) ),
    inference(resolution,[],[f691,f939]) ).

fof(f4944,definition,
    ( spl0_891
  <=> xuntil6(s217) ),
    introduced(definition,[new_symbols(definition,[spl0_891])],[avatar_definition]) ).

fof(f4946,plain,
    ( xuntil6(s217)
    | ~ spl0_891 ),
    inference(avatar_component_clause,[],[f4944]) ).

fof(f4948,definition,
    ( spl0_892
  <=> until5(s218) ),
    introduced(definition,[new_symbols(definition,[spl0_892])],[avatar_definition]) ).

fof(f4950,plain,
    ( until5(s218)
    | ~ spl0_892 ),
    inference(avatar_component_clause,[],[f4948]) ).

fof(f4951,plain,
    ( spl0_891
    | spl0_892 ),
    inference(avatar_split_clause,[],[f4942,f4948,f4944]) ).

fof(f4952,plain,
    ( until5(s219)
    | xuntil6(s218) ),
    inference(resolution,[],[f692,f939]) ).

fof(f4954,definition,
    ( spl0_893
  <=> xuntil6(s218) ),
    introduced(definition,[new_symbols(definition,[spl0_893])],[avatar_definition]) ).

fof(f4956,plain,
    ( xuntil6(s218)
    | ~ spl0_893 ),
    inference(avatar_component_clause,[],[f4954]) ).

fof(f4958,definition,
    ( spl0_894
  <=> until5(s219) ),
    introduced(definition,[new_symbols(definition,[spl0_894])],[avatar_definition]) ).

fof(f4960,plain,
    ( until5(s219)
    | ~ spl0_894 ),
    inference(avatar_component_clause,[],[f4958]) ).

fof(f4961,plain,
    ( spl0_893
    | spl0_894 ),
    inference(avatar_split_clause,[],[f4952,f4958,f4954]) ).

fof(f4962,plain,
    ( until5(s220)
    | xuntil6(s219) ),
    inference(resolution,[],[f693,f939]) ).

fof(f4964,definition,
    ( spl0_895
  <=> xuntil6(s219) ),
    introduced(definition,[new_symbols(definition,[spl0_895])],[avatar_definition]) ).

fof(f4966,plain,
    ( xuntil6(s219)
    | ~ spl0_895 ),
    inference(avatar_component_clause,[],[f4964]) ).

fof(f4968,definition,
    ( spl0_896
  <=> until5(s220) ),
    introduced(definition,[new_symbols(definition,[spl0_896])],[avatar_definition]) ).

fof(f4970,plain,
    ( until5(s220)
    | ~ spl0_896 ),
    inference(avatar_component_clause,[],[f4968]) ).

fof(f4971,plain,
    ( spl0_895
    | spl0_896 ),
    inference(avatar_split_clause,[],[f4962,f4968,f4964]) ).

fof(f4972,plain,
    ( until5(s221)
    | xuntil6(s220) ),
    inference(resolution,[],[f694,f939]) ).

fof(f4974,definition,
    ( spl0_897
  <=> xuntil6(s220) ),
    introduced(definition,[new_symbols(definition,[spl0_897])],[avatar_definition]) ).

fof(f4976,plain,
    ( xuntil6(s220)
    | ~ spl0_897 ),
    inference(avatar_component_clause,[],[f4974]) ).

fof(f4978,definition,
    ( spl0_898
  <=> until5(s221) ),
    introduced(definition,[new_symbols(definition,[spl0_898])],[avatar_definition]) ).

fof(f4980,plain,
    ( until5(s221)
    | ~ spl0_898 ),
    inference(avatar_component_clause,[],[f4978]) ).

fof(f4981,plain,
    ( spl0_897
    | spl0_898 ),
    inference(avatar_split_clause,[],[f4972,f4978,f4974]) ).

fof(f4982,plain,
    ( until5(s222)
    | xuntil6(s221) ),
    inference(resolution,[],[f695,f939]) ).

fof(f4984,definition,
    ( spl0_899
  <=> xuntil6(s221) ),
    introduced(definition,[new_symbols(definition,[spl0_899])],[avatar_definition]) ).

fof(f4986,plain,
    ( xuntil6(s221)
    | ~ spl0_899 ),
    inference(avatar_component_clause,[],[f4984]) ).

fof(f4988,definition,
    ( spl0_900
  <=> until5(s222) ),
    introduced(definition,[new_symbols(definition,[spl0_900])],[avatar_definition]) ).

fof(f4990,plain,
    ( until5(s222)
    | ~ spl0_900 ),
    inference(avatar_component_clause,[],[f4988]) ).

fof(f4991,plain,
    ( spl0_899
    | spl0_900 ),
    inference(avatar_split_clause,[],[f4982,f4988,f4984]) ).

fof(f4992,plain,
    ( until5(s223)
    | xuntil6(s222) ),
    inference(resolution,[],[f696,f939]) ).

fof(f4994,definition,
    ( spl0_901
  <=> xuntil6(s222) ),
    introduced(definition,[new_symbols(definition,[spl0_901])],[avatar_definition]) ).

fof(f4996,plain,
    ( xuntil6(s222)
    | ~ spl0_901 ),
    inference(avatar_component_clause,[],[f4994]) ).

fof(f4998,definition,
    ( spl0_902
  <=> until5(s223) ),
    introduced(definition,[new_symbols(definition,[spl0_902])],[avatar_definition]) ).

fof(f5000,plain,
    ( until5(s223)
    | ~ spl0_902 ),
    inference(avatar_component_clause,[],[f4998]) ).

fof(f5001,plain,
    ( spl0_901
    | spl0_902 ),
    inference(avatar_split_clause,[],[f4992,f4998,f4994]) ).

fof(f5002,plain,
    ( until5(s224)
    | xuntil6(s223) ),
    inference(resolution,[],[f697,f939]) ).

fof(f5004,definition,
    ( spl0_903
  <=> xuntil6(s223) ),
    introduced(definition,[new_symbols(definition,[spl0_903])],[avatar_definition]) ).

fof(f5006,plain,
    ( xuntil6(s223)
    | ~ spl0_903 ),
    inference(avatar_component_clause,[],[f5004]) ).

fof(f5008,definition,
    ( spl0_904
  <=> until5(s224) ),
    introduced(definition,[new_symbols(definition,[spl0_904])],[avatar_definition]) ).

fof(f5010,plain,
    ( until5(s224)
    | ~ spl0_904 ),
    inference(avatar_component_clause,[],[f5008]) ).

fof(f5011,plain,
    ( spl0_903
    | spl0_904 ),
    inference(avatar_split_clause,[],[f5002,f5008,f5004]) ).

fof(f5012,plain,
    ( until5(s225)
    | xuntil6(s224) ),
    inference(resolution,[],[f698,f939]) ).

fof(f5014,definition,
    ( spl0_905
  <=> xuntil6(s224) ),
    introduced(definition,[new_symbols(definition,[spl0_905])],[avatar_definition]) ).

fof(f5016,plain,
    ( xuntil6(s224)
    | ~ spl0_905 ),
    inference(avatar_component_clause,[],[f5014]) ).

fof(f5018,definition,
    ( spl0_906
  <=> until5(s225) ),
    introduced(definition,[new_symbols(definition,[spl0_906])],[avatar_definition]) ).

fof(f5020,plain,
    ( until5(s225)
    | ~ spl0_906 ),
    inference(avatar_component_clause,[],[f5018]) ).

fof(f5021,plain,
    ( spl0_905
    | spl0_906 ),
    inference(avatar_split_clause,[],[f5012,f5018,f5014]) ).

fof(f5022,plain,
    ( until5(s226)
    | xuntil6(s225) ),
    inference(resolution,[],[f699,f939]) ).

fof(f5024,definition,
    ( spl0_907
  <=> xuntil6(s225) ),
    introduced(definition,[new_symbols(definition,[spl0_907])],[avatar_definition]) ).

fof(f5026,plain,
    ( xuntil6(s225)
    | ~ spl0_907 ),
    inference(avatar_component_clause,[],[f5024]) ).

fof(f5028,definition,
    ( spl0_908
  <=> until5(s226) ),
    introduced(definition,[new_symbols(definition,[spl0_908])],[avatar_definition]) ).

fof(f5030,plain,
    ( until5(s226)
    | ~ spl0_908 ),
    inference(avatar_component_clause,[],[f5028]) ).

fof(f5031,plain,
    ( spl0_907
    | spl0_908 ),
    inference(avatar_split_clause,[],[f5022,f5028,f5024]) ).

fof(f5032,plain,
    ( until5(s227)
    | xuntil6(s226) ),
    inference(resolution,[],[f700,f939]) ).

fof(f5034,definition,
    ( spl0_909
  <=> xuntil6(s226) ),
    introduced(definition,[new_symbols(definition,[spl0_909])],[avatar_definition]) ).

fof(f5036,plain,
    ( xuntil6(s226)
    | ~ spl0_909 ),
    inference(avatar_component_clause,[],[f5034]) ).

fof(f5038,definition,
    ( spl0_910
  <=> until5(s227) ),
    introduced(definition,[new_symbols(definition,[spl0_910])],[avatar_definition]) ).

fof(f5040,plain,
    ( until5(s227)
    | ~ spl0_910 ),
    inference(avatar_component_clause,[],[f5038]) ).

fof(f5041,plain,
    ( spl0_909
    | spl0_910 ),
    inference(avatar_split_clause,[],[f5032,f5038,f5034]) ).

fof(f5042,plain,
    ( until5(s228)
    | xuntil6(s227) ),
    inference(resolution,[],[f701,f939]) ).

fof(f5044,definition,
    ( spl0_911
  <=> xuntil6(s227) ),
    introduced(definition,[new_symbols(definition,[spl0_911])],[avatar_definition]) ).

fof(f5046,plain,
    ( xuntil6(s227)
    | ~ spl0_911 ),
    inference(avatar_component_clause,[],[f5044]) ).

fof(f5048,definition,
    ( spl0_912
  <=> until5(s228) ),
    introduced(definition,[new_symbols(definition,[spl0_912])],[avatar_definition]) ).

fof(f5050,plain,
    ( until5(s228)
    | ~ spl0_912 ),
    inference(avatar_component_clause,[],[f5048]) ).

fof(f5051,plain,
    ( spl0_911
    | spl0_912 ),
    inference(avatar_split_clause,[],[f5042,f5048,f5044]) ).

fof(f5052,plain,
    ( until5(s229)
    | xuntil6(s228) ),
    inference(resolution,[],[f702,f939]) ).

fof(f5054,definition,
    ( spl0_913
  <=> xuntil6(s228) ),
    introduced(definition,[new_symbols(definition,[spl0_913])],[avatar_definition]) ).

fof(f5056,plain,
    ( xuntil6(s228)
    | ~ spl0_913 ),
    inference(avatar_component_clause,[],[f5054]) ).

fof(f5058,definition,
    ( spl0_914
  <=> until5(s229) ),
    introduced(definition,[new_symbols(definition,[spl0_914])],[avatar_definition]) ).

fof(f5060,plain,
    ( until5(s229)
    | ~ spl0_914 ),
    inference(avatar_component_clause,[],[f5058]) ).

fof(f5061,plain,
    ( spl0_913
    | spl0_914 ),
    inference(avatar_split_clause,[],[f5052,f5058,f5054]) ).

fof(f5062,plain,
    ( until5(s230)
    | xuntil6(s229) ),
    inference(resolution,[],[f703,f939]) ).

fof(f5064,definition,
    ( spl0_915
  <=> xuntil6(s229) ),
    introduced(definition,[new_symbols(definition,[spl0_915])],[avatar_definition]) ).

fof(f5066,plain,
    ( xuntil6(s229)
    | ~ spl0_915 ),
    inference(avatar_component_clause,[],[f5064]) ).

fof(f5068,definition,
    ( spl0_916
  <=> until5(s230) ),
    introduced(definition,[new_symbols(definition,[spl0_916])],[avatar_definition]) ).

fof(f5070,plain,
    ( until5(s230)
    | ~ spl0_916 ),
    inference(avatar_component_clause,[],[f5068]) ).

fof(f5071,plain,
    ( spl0_915
    | spl0_916 ),
    inference(avatar_split_clause,[],[f5062,f5068,f5064]) ).

fof(f5072,plain,
    ( until5(s231)
    | xuntil6(s230) ),
    inference(resolution,[],[f704,f939]) ).

fof(f5074,definition,
    ( spl0_917
  <=> xuntil6(s230) ),
    introduced(definition,[new_symbols(definition,[spl0_917])],[avatar_definition]) ).

fof(f5076,plain,
    ( xuntil6(s230)
    | ~ spl0_917 ),
    inference(avatar_component_clause,[],[f5074]) ).

fof(f5078,definition,
    ( spl0_918
  <=> until5(s231) ),
    introduced(definition,[new_symbols(definition,[spl0_918])],[avatar_definition]) ).

fof(f5080,plain,
    ( until5(s231)
    | ~ spl0_918 ),
    inference(avatar_component_clause,[],[f5078]) ).

fof(f5081,plain,
    ( spl0_917
    | spl0_918 ),
    inference(avatar_split_clause,[],[f5072,f5078,f5074]) ).

fof(f5082,plain,
    ( until5(s232)
    | xuntil6(s231) ),
    inference(resolution,[],[f705,f939]) ).

fof(f5084,definition,
    ( spl0_919
  <=> xuntil6(s231) ),
    introduced(definition,[new_symbols(definition,[spl0_919])],[avatar_definition]) ).

fof(f5086,plain,
    ( xuntil6(s231)
    | ~ spl0_919 ),
    inference(avatar_component_clause,[],[f5084]) ).

fof(f5088,definition,
    ( spl0_920
  <=> until5(s232) ),
    introduced(definition,[new_symbols(definition,[spl0_920])],[avatar_definition]) ).

fof(f5090,plain,
    ( until5(s232)
    | ~ spl0_920 ),
    inference(avatar_component_clause,[],[f5088]) ).

fof(f5091,plain,
    ( spl0_919
    | spl0_920 ),
    inference(avatar_split_clause,[],[f5082,f5088,f5084]) ).

fof(f5092,plain,
    ( until5(s233)
    | xuntil6(s232) ),
    inference(resolution,[],[f706,f939]) ).

fof(f5094,definition,
    ( spl0_921
  <=> xuntil6(s232) ),
    introduced(definition,[new_symbols(definition,[spl0_921])],[avatar_definition]) ).

fof(f5096,plain,
    ( xuntil6(s232)
    | ~ spl0_921 ),
    inference(avatar_component_clause,[],[f5094]) ).

fof(f5098,definition,
    ( spl0_922
  <=> until5(s233) ),
    introduced(definition,[new_symbols(definition,[spl0_922])],[avatar_definition]) ).

fof(f5100,plain,
    ( until5(s233)
    | ~ spl0_922 ),
    inference(avatar_component_clause,[],[f5098]) ).

fof(f5101,plain,
    ( spl0_921
    | spl0_922 ),
    inference(avatar_split_clause,[],[f5092,f5098,f5094]) ).

fof(f5102,plain,
    ( until5(s234)
    | xuntil6(s233) ),
    inference(resolution,[],[f707,f939]) ).

fof(f5104,definition,
    ( spl0_923
  <=> xuntil6(s233) ),
    introduced(definition,[new_symbols(definition,[spl0_923])],[avatar_definition]) ).

fof(f5106,plain,
    ( xuntil6(s233)
    | ~ spl0_923 ),
    inference(avatar_component_clause,[],[f5104]) ).

fof(f5108,definition,
    ( spl0_924
  <=> until5(s234) ),
    introduced(definition,[new_symbols(definition,[spl0_924])],[avatar_definition]) ).

fof(f5110,plain,
    ( until5(s234)
    | ~ spl0_924 ),
    inference(avatar_component_clause,[],[f5108]) ).

fof(f5111,plain,
    ( spl0_923
    | spl0_924 ),
    inference(avatar_split_clause,[],[f5102,f5108,f5104]) ).

fof(f5112,plain,
    ( until5(s235)
    | xuntil6(s234) ),
    inference(resolution,[],[f708,f939]) ).

fof(f5114,definition,
    ( spl0_925
  <=> xuntil6(s234) ),
    introduced(definition,[new_symbols(definition,[spl0_925])],[avatar_definition]) ).

fof(f5116,plain,
    ( xuntil6(s234)
    | ~ spl0_925 ),
    inference(avatar_component_clause,[],[f5114]) ).

fof(f5118,definition,
    ( spl0_926
  <=> until5(s235) ),
    introduced(definition,[new_symbols(definition,[spl0_926])],[avatar_definition]) ).

fof(f5120,plain,
    ( until5(s235)
    | ~ spl0_926 ),
    inference(avatar_component_clause,[],[f5118]) ).

fof(f5121,plain,
    ( spl0_925
    | spl0_926 ),
    inference(avatar_split_clause,[],[f5112,f5118,f5114]) ).

fof(f5122,plain,
    ( until5(s236)
    | xuntil6(s235) ),
    inference(resolution,[],[f709,f939]) ).

fof(f5124,definition,
    ( spl0_927
  <=> xuntil6(s235) ),
    introduced(definition,[new_symbols(definition,[spl0_927])],[avatar_definition]) ).

fof(f5126,plain,
    ( xuntil6(s235)
    | ~ spl0_927 ),
    inference(avatar_component_clause,[],[f5124]) ).

fof(f5128,definition,
    ( spl0_928
  <=> until5(s236) ),
    introduced(definition,[new_symbols(definition,[spl0_928])],[avatar_definition]) ).

fof(f5130,plain,
    ( until5(s236)
    | ~ spl0_928 ),
    inference(avatar_component_clause,[],[f5128]) ).

fof(f5131,plain,
    ( spl0_927
    | spl0_928 ),
    inference(avatar_split_clause,[],[f5122,f5128,f5124]) ).

fof(f5132,plain,
    ( until5(s237)
    | xuntil6(s236) ),
    inference(resolution,[],[f710,f939]) ).

fof(f5134,definition,
    ( spl0_929
  <=> xuntil6(s236) ),
    introduced(definition,[new_symbols(definition,[spl0_929])],[avatar_definition]) ).

fof(f5136,plain,
    ( xuntil6(s236)
    | ~ spl0_929 ),
    inference(avatar_component_clause,[],[f5134]) ).

fof(f5138,definition,
    ( spl0_930
  <=> until5(s237) ),
    introduced(definition,[new_symbols(definition,[spl0_930])],[avatar_definition]) ).

fof(f5140,plain,
    ( until5(s237)
    | ~ spl0_930 ),
    inference(avatar_component_clause,[],[f5138]) ).

fof(f5141,plain,
    ( spl0_929
    | spl0_930 ),
    inference(avatar_split_clause,[],[f5132,f5138,f5134]) ).

fof(f5142,plain,
    ( until5(s238)
    | xuntil6(s237) ),
    inference(resolution,[],[f711,f939]) ).

fof(f5144,definition,
    ( spl0_931
  <=> xuntil6(s237) ),
    introduced(definition,[new_symbols(definition,[spl0_931])],[avatar_definition]) ).

fof(f5146,plain,
    ( xuntil6(s237)
    | ~ spl0_931 ),
    inference(avatar_component_clause,[],[f5144]) ).

fof(f5148,definition,
    ( spl0_932
  <=> until5(s238) ),
    introduced(definition,[new_symbols(definition,[spl0_932])],[avatar_definition]) ).

fof(f5150,plain,
    ( until5(s238)
    | ~ spl0_932 ),
    inference(avatar_component_clause,[],[f5148]) ).

fof(f5151,plain,
    ( spl0_931
    | spl0_932 ),
    inference(avatar_split_clause,[],[f5142,f5148,f5144]) ).

fof(f5152,plain,
    ( until5(s239)
    | xuntil6(s238) ),
    inference(resolution,[],[f712,f939]) ).

fof(f5154,definition,
    ( spl0_933
  <=> xuntil6(s238) ),
    introduced(definition,[new_symbols(definition,[spl0_933])],[avatar_definition]) ).

fof(f5156,plain,
    ( xuntil6(s238)
    | ~ spl0_933 ),
    inference(avatar_component_clause,[],[f5154]) ).

fof(f5158,definition,
    ( spl0_934
  <=> until5(s239) ),
    introduced(definition,[new_symbols(definition,[spl0_934])],[avatar_definition]) ).

fof(f5160,plain,
    ( until5(s239)
    | ~ spl0_934 ),
    inference(avatar_component_clause,[],[f5158]) ).

fof(f5161,plain,
    ( spl0_933
    | spl0_934 ),
    inference(avatar_split_clause,[],[f5152,f5158,f5154]) ).

fof(f5162,plain,
    ( until5(s240)
    | xuntil6(s239) ),
    inference(resolution,[],[f713,f939]) ).

fof(f5164,definition,
    ( spl0_935
  <=> xuntil6(s239) ),
    introduced(definition,[new_symbols(definition,[spl0_935])],[avatar_definition]) ).

fof(f5166,plain,
    ( xuntil6(s239)
    | ~ spl0_935 ),
    inference(avatar_component_clause,[],[f5164]) ).

fof(f5168,definition,
    ( spl0_936
  <=> until5(s240) ),
    introduced(definition,[new_symbols(definition,[spl0_936])],[avatar_definition]) ).

fof(f5170,plain,
    ( until5(s240)
    | ~ spl0_936 ),
    inference(avatar_component_clause,[],[f5168]) ).

fof(f5171,plain,
    ( spl0_935
    | spl0_936 ),
    inference(avatar_split_clause,[],[f5162,f5168,f5164]) ).

fof(f5172,plain,
    ( until5(s241)
    | xuntil6(s240) ),
    inference(resolution,[],[f714,f939]) ).

fof(f5174,definition,
    ( spl0_937
  <=> xuntil6(s240) ),
    introduced(definition,[new_symbols(definition,[spl0_937])],[avatar_definition]) ).

fof(f5176,plain,
    ( xuntil6(s240)
    | ~ spl0_937 ),
    inference(avatar_component_clause,[],[f5174]) ).

fof(f5178,definition,
    ( spl0_938
  <=> until5(s241) ),
    introduced(definition,[new_symbols(definition,[spl0_938])],[avatar_definition]) ).

fof(f5180,plain,
    ( until5(s241)
    | ~ spl0_938 ),
    inference(avatar_component_clause,[],[f5178]) ).

fof(f5181,plain,
    ( spl0_937
    | spl0_938 ),
    inference(avatar_split_clause,[],[f5172,f5178,f5174]) ).

fof(f5182,plain,
    ( until5(s242)
    | xuntil6(s241) ),
    inference(resolution,[],[f715,f939]) ).

fof(f5184,definition,
    ( spl0_939
  <=> xuntil6(s241) ),
    introduced(definition,[new_symbols(definition,[spl0_939])],[avatar_definition]) ).

fof(f5186,plain,
    ( xuntil6(s241)
    | ~ spl0_939 ),
    inference(avatar_component_clause,[],[f5184]) ).

fof(f5188,definition,
    ( spl0_940
  <=> until5(s242) ),
    introduced(definition,[new_symbols(definition,[spl0_940])],[avatar_definition]) ).

fof(f5190,plain,
    ( until5(s242)
    | ~ spl0_940 ),
    inference(avatar_component_clause,[],[f5188]) ).

fof(f5191,plain,
    ( spl0_939
    | spl0_940 ),
    inference(avatar_split_clause,[],[f5182,f5188,f5184]) ).

fof(f5192,plain,
    ( until5(s243)
    | xuntil6(s242) ),
    inference(resolution,[],[f716,f939]) ).

fof(f5194,definition,
    ( spl0_941
  <=> xuntil6(s242) ),
    introduced(definition,[new_symbols(definition,[spl0_941])],[avatar_definition]) ).

fof(f5196,plain,
    ( xuntil6(s242)
    | ~ spl0_941 ),
    inference(avatar_component_clause,[],[f5194]) ).

fof(f5198,definition,
    ( spl0_942
  <=> until5(s243) ),
    introduced(definition,[new_symbols(definition,[spl0_942])],[avatar_definition]) ).

fof(f5200,plain,
    ( until5(s243)
    | ~ spl0_942 ),
    inference(avatar_component_clause,[],[f5198]) ).

fof(f5201,plain,
    ( spl0_941
    | spl0_942 ),
    inference(avatar_split_clause,[],[f5192,f5198,f5194]) ).

fof(f5202,plain,
    ( until5(s244)
    | xuntil6(s243) ),
    inference(resolution,[],[f717,f939]) ).

fof(f5204,definition,
    ( spl0_943
  <=> xuntil6(s243) ),
    introduced(definition,[new_symbols(definition,[spl0_943])],[avatar_definition]) ).

fof(f5206,plain,
    ( xuntil6(s243)
    | ~ spl0_943 ),
    inference(avatar_component_clause,[],[f5204]) ).

fof(f5208,definition,
    ( spl0_944
  <=> until5(s244) ),
    introduced(definition,[new_symbols(definition,[spl0_944])],[avatar_definition]) ).

fof(f5210,plain,
    ( until5(s244)
    | ~ spl0_944 ),
    inference(avatar_component_clause,[],[f5208]) ).

fof(f5211,plain,
    ( spl0_943
    | spl0_944 ),
    inference(avatar_split_clause,[],[f5202,f5208,f5204]) ).

fof(f5212,plain,
    ( until5(s245)
    | xuntil6(s244) ),
    inference(resolution,[],[f718,f939]) ).

fof(f5214,definition,
    ( spl0_945
  <=> xuntil6(s244) ),
    introduced(definition,[new_symbols(definition,[spl0_945])],[avatar_definition]) ).

fof(f5216,plain,
    ( xuntil6(s244)
    | ~ spl0_945 ),
    inference(avatar_component_clause,[],[f5214]) ).

fof(f5218,definition,
    ( spl0_946
  <=> until5(s245) ),
    introduced(definition,[new_symbols(definition,[spl0_946])],[avatar_definition]) ).

fof(f5220,plain,
    ( until5(s245)
    | ~ spl0_946 ),
    inference(avatar_component_clause,[],[f5218]) ).

fof(f5221,plain,
    ( spl0_945
    | spl0_946 ),
    inference(avatar_split_clause,[],[f5212,f5218,f5214]) ).

fof(f5222,plain,
    ( until5(s246)
    | xuntil6(s245) ),
    inference(resolution,[],[f719,f939]) ).

fof(f5224,definition,
    ( spl0_947
  <=> xuntil6(s245) ),
    introduced(definition,[new_symbols(definition,[spl0_947])],[avatar_definition]) ).

fof(f5226,plain,
    ( xuntil6(s245)
    | ~ spl0_947 ),
    inference(avatar_component_clause,[],[f5224]) ).

fof(f5228,definition,
    ( spl0_948
  <=> until5(s246) ),
    introduced(definition,[new_symbols(definition,[spl0_948])],[avatar_definition]) ).

fof(f5230,plain,
    ( until5(s246)
    | ~ spl0_948 ),
    inference(avatar_component_clause,[],[f5228]) ).

fof(f5231,plain,
    ( spl0_947
    | spl0_948 ),
    inference(avatar_split_clause,[],[f5222,f5228,f5224]) ).

fof(f5232,plain,
    ( until5(s247)
    | xuntil6(s246) ),
    inference(resolution,[],[f720,f939]) ).

fof(f5234,definition,
    ( spl0_949
  <=> xuntil6(s246) ),
    introduced(definition,[new_symbols(definition,[spl0_949])],[avatar_definition]) ).

fof(f5236,plain,
    ( xuntil6(s246)
    | ~ spl0_949 ),
    inference(avatar_component_clause,[],[f5234]) ).

fof(f5238,definition,
    ( spl0_950
  <=> until5(s247) ),
    introduced(definition,[new_symbols(definition,[spl0_950])],[avatar_definition]) ).

fof(f5240,plain,
    ( until5(s247)
    | ~ spl0_950 ),
    inference(avatar_component_clause,[],[f5238]) ).

fof(f5241,plain,
    ( spl0_949
    | spl0_950 ),
    inference(avatar_split_clause,[],[f5232,f5238,f5234]) ).

fof(f5242,plain,
    ( until5(s248)
    | xuntil6(s247) ),
    inference(resolution,[],[f721,f939]) ).

fof(f5244,definition,
    ( spl0_951
  <=> xuntil6(s247) ),
    introduced(definition,[new_symbols(definition,[spl0_951])],[avatar_definition]) ).

fof(f5246,plain,
    ( xuntil6(s247)
    | ~ spl0_951 ),
    inference(avatar_component_clause,[],[f5244]) ).

fof(f5248,definition,
    ( spl0_952
  <=> until5(s248) ),
    introduced(definition,[new_symbols(definition,[spl0_952])],[avatar_definition]) ).

fof(f5250,plain,
    ( until5(s248)
    | ~ spl0_952 ),
    inference(avatar_component_clause,[],[f5248]) ).

fof(f5251,plain,
    ( spl0_951
    | spl0_952 ),
    inference(avatar_split_clause,[],[f5242,f5248,f5244]) ).

fof(f5252,plain,
    ( until5(s249)
    | xuntil6(s248) ),
    inference(resolution,[],[f722,f939]) ).

fof(f5254,definition,
    ( spl0_953
  <=> xuntil6(s248) ),
    introduced(definition,[new_symbols(definition,[spl0_953])],[avatar_definition]) ).

fof(f5256,plain,
    ( xuntil6(s248)
    | ~ spl0_953 ),
    inference(avatar_component_clause,[],[f5254]) ).

fof(f5258,definition,
    ( spl0_954
  <=> until5(s249) ),
    introduced(definition,[new_symbols(definition,[spl0_954])],[avatar_definition]) ).

fof(f5260,plain,
    ( until5(s249)
    | ~ spl0_954 ),
    inference(avatar_component_clause,[],[f5258]) ).

fof(f5261,plain,
    ( spl0_953
    | spl0_954 ),
    inference(avatar_split_clause,[],[f5252,f5258,f5254]) ).

fof(f5262,plain,
    ( until5(s250)
    | xuntil6(s249) ),
    inference(resolution,[],[f723,f939]) ).

fof(f5264,definition,
    ( spl0_955
  <=> xuntil6(s249) ),
    introduced(definition,[new_symbols(definition,[spl0_955])],[avatar_definition]) ).

fof(f5266,plain,
    ( xuntil6(s249)
    | ~ spl0_955 ),
    inference(avatar_component_clause,[],[f5264]) ).

fof(f5268,definition,
    ( spl0_956
  <=> until5(s250) ),
    introduced(definition,[new_symbols(definition,[spl0_956])],[avatar_definition]) ).

fof(f5270,plain,
    ( until5(s250)
    | ~ spl0_956 ),
    inference(avatar_component_clause,[],[f5268]) ).

fof(f5271,plain,
    ( spl0_955
    | spl0_956 ),
    inference(avatar_split_clause,[],[f5262,f5268,f5264]) ).

fof(f5272,plain,
    ( until5(s251)
    | xuntil6(s250) ),
    inference(resolution,[],[f724,f939]) ).

fof(f5274,definition,
    ( spl0_957
  <=> xuntil6(s250) ),
    introduced(definition,[new_symbols(definition,[spl0_957])],[avatar_definition]) ).

fof(f5276,plain,
    ( xuntil6(s250)
    | ~ spl0_957 ),
    inference(avatar_component_clause,[],[f5274]) ).

fof(f5278,definition,
    ( spl0_958
  <=> until5(s251) ),
    introduced(definition,[new_symbols(definition,[spl0_958])],[avatar_definition]) ).

fof(f5280,plain,
    ( until5(s251)
    | ~ spl0_958 ),
    inference(avatar_component_clause,[],[f5278]) ).

fof(f5281,plain,
    ( spl0_957
    | spl0_958 ),
    inference(avatar_split_clause,[],[f5272,f5278,f5274]) ).

fof(f5282,plain,
    ( until5(s252)
    | xuntil6(s251) ),
    inference(resolution,[],[f725,f939]) ).

fof(f5284,definition,
    ( spl0_959
  <=> xuntil6(s251) ),
    introduced(definition,[new_symbols(definition,[spl0_959])],[avatar_definition]) ).

fof(f5286,plain,
    ( xuntil6(s251)
    | ~ spl0_959 ),
    inference(avatar_component_clause,[],[f5284]) ).

fof(f5288,definition,
    ( spl0_960
  <=> until5(s252) ),
    introduced(definition,[new_symbols(definition,[spl0_960])],[avatar_definition]) ).

fof(f5290,plain,
    ( until5(s252)
    | ~ spl0_960 ),
    inference(avatar_component_clause,[],[f5288]) ).

fof(f5291,plain,
    ( spl0_959
    | spl0_960 ),
    inference(avatar_split_clause,[],[f5282,f5288,f5284]) ).

fof(f5292,plain,
    ( until5(s253)
    | xuntil6(s252) ),
    inference(resolution,[],[f726,f939]) ).

fof(f5294,definition,
    ( spl0_961
  <=> xuntil6(s252) ),
    introduced(definition,[new_symbols(definition,[spl0_961])],[avatar_definition]) ).

fof(f5296,plain,
    ( xuntil6(s252)
    | ~ spl0_961 ),
    inference(avatar_component_clause,[],[f5294]) ).

fof(f5298,definition,
    ( spl0_962
  <=> until5(s253) ),
    introduced(definition,[new_symbols(definition,[spl0_962])],[avatar_definition]) ).

fof(f5300,plain,
    ( until5(s253)
    | ~ spl0_962 ),
    inference(avatar_component_clause,[],[f5298]) ).

fof(f5301,plain,
    ( spl0_961
    | spl0_962 ),
    inference(avatar_split_clause,[],[f5292,f5298,f5294]) ).

fof(f5302,plain,
    ( until5(s254)
    | xuntil6(s253) ),
    inference(resolution,[],[f727,f939]) ).

fof(f5304,definition,
    ( spl0_963
  <=> xuntil6(s253) ),
    introduced(definition,[new_symbols(definition,[spl0_963])],[avatar_definition]) ).

fof(f5306,plain,
    ( xuntil6(s253)
    | ~ spl0_963 ),
    inference(avatar_component_clause,[],[f5304]) ).

fof(f5308,definition,
    ( spl0_964
  <=> until5(s254) ),
    introduced(definition,[new_symbols(definition,[spl0_964])],[avatar_definition]) ).

fof(f5310,plain,
    ( until5(s254)
    | ~ spl0_964 ),
    inference(avatar_component_clause,[],[f5308]) ).

fof(f5311,plain,
    ( spl0_963
    | spl0_964 ),
    inference(avatar_split_clause,[],[f5302,f5308,f5304]) ).

fof(f5312,plain,
    ( until5(s255)
    | xuntil6(s254) ),
    inference(resolution,[],[f728,f939]) ).

fof(f5314,definition,
    ( spl0_965
  <=> xuntil6(s254) ),
    introduced(definition,[new_symbols(definition,[spl0_965])],[avatar_definition]) ).

fof(f5316,plain,
    ( xuntil6(s254)
    | ~ spl0_965 ),
    inference(avatar_component_clause,[],[f5314]) ).

fof(f5318,definition,
    ( spl0_966
  <=> until5(s255) ),
    introduced(definition,[new_symbols(definition,[spl0_966])],[avatar_definition]) ).

fof(f5320,plain,
    ( until5(s255)
    | ~ spl0_966 ),
    inference(avatar_component_clause,[],[f5318]) ).

fof(f5321,plain,
    ( spl0_965
    | spl0_966 ),
    inference(avatar_split_clause,[],[f5312,f5318,f5314]) ).

fof(f5322,plain,
    ( until5(s256)
    | xuntil6(s255) ),
    inference(resolution,[],[f729,f939]) ).

fof(f5324,definition,
    ( spl0_967
  <=> xuntil6(s255) ),
    introduced(definition,[new_symbols(definition,[spl0_967])],[avatar_definition]) ).

fof(f5326,plain,
    ( xuntil6(s255)
    | ~ spl0_967 ),
    inference(avatar_component_clause,[],[f5324]) ).

fof(f5328,definition,
    ( spl0_968
  <=> until5(s256) ),
    introduced(definition,[new_symbols(definition,[spl0_968])],[avatar_definition]) ).

fof(f5330,plain,
    ( until5(s256)
    | ~ spl0_968 ),
    inference(avatar_component_clause,[],[f5328]) ).

fof(f5331,plain,
    ( spl0_967
    | spl0_968 ),
    inference(avatar_split_clause,[],[f5322,f5328,f5324]) ).

fof(f5332,plain,
    ( until5(s257)
    | xuntil6(s256) ),
    inference(resolution,[],[f730,f939]) ).

fof(f5334,definition,
    ( spl0_969
  <=> xuntil6(s256) ),
    introduced(definition,[new_symbols(definition,[spl0_969])],[avatar_definition]) ).

fof(f5336,plain,
    ( xuntil6(s256)
    | ~ spl0_969 ),
    inference(avatar_component_clause,[],[f5334]) ).

fof(f5338,definition,
    ( spl0_970
  <=> until5(s257) ),
    introduced(definition,[new_symbols(definition,[spl0_970])],[avatar_definition]) ).

fof(f5340,plain,
    ( until5(s257)
    | ~ spl0_970 ),
    inference(avatar_component_clause,[],[f5338]) ).

fof(f5341,plain,
    ( spl0_969
    | spl0_970 ),
    inference(avatar_split_clause,[],[f5332,f5338,f5334]) ).

fof(f5342,plain,
    ( until5(s258)
    | xuntil6(s257) ),
    inference(resolution,[],[f731,f939]) ).

fof(f5344,definition,
    ( spl0_971
  <=> xuntil6(s257) ),
    introduced(definition,[new_symbols(definition,[spl0_971])],[avatar_definition]) ).

fof(f5346,plain,
    ( xuntil6(s257)
    | ~ spl0_971 ),
    inference(avatar_component_clause,[],[f5344]) ).

fof(f5348,definition,
    ( spl0_972
  <=> until5(s258) ),
    introduced(definition,[new_symbols(definition,[spl0_972])],[avatar_definition]) ).

fof(f5350,plain,
    ( until5(s258)
    | ~ spl0_972 ),
    inference(avatar_component_clause,[],[f5348]) ).

fof(f5351,plain,
    ( spl0_971
    | spl0_972 ),
    inference(avatar_split_clause,[],[f5342,f5348,f5344]) ).

fof(f5352,plain,
    ( until5(s259)
    | xuntil6(s258) ),
    inference(resolution,[],[f732,f939]) ).

fof(f5354,definition,
    ( spl0_973
  <=> xuntil6(s258) ),
    introduced(definition,[new_symbols(definition,[spl0_973])],[avatar_definition]) ).

fof(f5356,plain,
    ( xuntil6(s258)
    | ~ spl0_973 ),
    inference(avatar_component_clause,[],[f5354]) ).

fof(f5358,definition,
    ( spl0_974
  <=> until5(s259) ),
    introduced(definition,[new_symbols(definition,[spl0_974])],[avatar_definition]) ).

fof(f5360,plain,
    ( until5(s259)
    | ~ spl0_974 ),
    inference(avatar_component_clause,[],[f5358]) ).

fof(f5361,plain,
    ( spl0_973
    | spl0_974 ),
    inference(avatar_split_clause,[],[f5352,f5358,f5354]) ).

fof(f5362,plain,
    ( until5(s260)
    | xuntil6(s259) ),
    inference(resolution,[],[f733,f939]) ).

fof(f5364,definition,
    ( spl0_975
  <=> xuntil6(s259) ),
    introduced(definition,[new_symbols(definition,[spl0_975])],[avatar_definition]) ).

fof(f5366,plain,
    ( xuntil6(s259)
    | ~ spl0_975 ),
    inference(avatar_component_clause,[],[f5364]) ).

fof(f5368,definition,
    ( spl0_976
  <=> until5(s260) ),
    introduced(definition,[new_symbols(definition,[spl0_976])],[avatar_definition]) ).

fof(f5370,plain,
    ( until5(s260)
    | ~ spl0_976 ),
    inference(avatar_component_clause,[],[f5368]) ).

fof(f5371,plain,
    ( spl0_975
    | spl0_976 ),
    inference(avatar_split_clause,[],[f5362,f5368,f5364]) ).

fof(f5372,plain,
    ( until5(s261)
    | xuntil6(s260) ),
    inference(resolution,[],[f734,f939]) ).

fof(f5374,definition,
    ( spl0_977
  <=> xuntil6(s260) ),
    introduced(definition,[new_symbols(definition,[spl0_977])],[avatar_definition]) ).

fof(f5376,plain,
    ( xuntil6(s260)
    | ~ spl0_977 ),
    inference(avatar_component_clause,[],[f5374]) ).

fof(f5378,definition,
    ( spl0_978
  <=> until5(s261) ),
    introduced(definition,[new_symbols(definition,[spl0_978])],[avatar_definition]) ).

fof(f5380,plain,
    ( until5(s261)
    | ~ spl0_978 ),
    inference(avatar_component_clause,[],[f5378]) ).

fof(f5381,plain,
    ( spl0_977
    | spl0_978 ),
    inference(avatar_split_clause,[],[f5372,f5378,f5374]) ).

fof(f5382,plain,
    ( until5(s262)
    | xuntil6(s261) ),
    inference(resolution,[],[f735,f939]) ).

fof(f5384,definition,
    ( spl0_979
  <=> xuntil6(s261) ),
    introduced(definition,[new_symbols(definition,[spl0_979])],[avatar_definition]) ).

fof(f5386,plain,
    ( xuntil6(s261)
    | ~ spl0_979 ),
    inference(avatar_component_clause,[],[f5384]) ).

fof(f5388,definition,
    ( spl0_980
  <=> until5(s262) ),
    introduced(definition,[new_symbols(definition,[spl0_980])],[avatar_definition]) ).

fof(f5390,plain,
    ( until5(s262)
    | ~ spl0_980 ),
    inference(avatar_component_clause,[],[f5388]) ).

fof(f5391,plain,
    ( spl0_979
    | spl0_980 ),
    inference(avatar_split_clause,[],[f5382,f5388,f5384]) ).

fof(f5392,plain,
    ( until5(s263)
    | xuntil6(s262) ),
    inference(resolution,[],[f736,f939]) ).

fof(f5394,definition,
    ( spl0_981
  <=> xuntil6(s262) ),
    introduced(definition,[new_symbols(definition,[spl0_981])],[avatar_definition]) ).

fof(f5396,plain,
    ( xuntil6(s262)
    | ~ spl0_981 ),
    inference(avatar_component_clause,[],[f5394]) ).

fof(f5398,definition,
    ( spl0_982
  <=> until5(s263) ),
    introduced(definition,[new_symbols(definition,[spl0_982])],[avatar_definition]) ).

fof(f5400,plain,
    ( until5(s263)
    | ~ spl0_982 ),
    inference(avatar_component_clause,[],[f5398]) ).

fof(f5401,plain,
    ( spl0_981
    | spl0_982 ),
    inference(avatar_split_clause,[],[f5392,f5398,f5394]) ).

fof(f5402,plain,
    ( until5(s264)
    | xuntil6(s263) ),
    inference(resolution,[],[f737,f939]) ).

fof(f5404,definition,
    ( spl0_983
  <=> xuntil6(s263) ),
    introduced(definition,[new_symbols(definition,[spl0_983])],[avatar_definition]) ).

fof(f5406,plain,
    ( xuntil6(s263)
    | ~ spl0_983 ),
    inference(avatar_component_clause,[],[f5404]) ).

fof(f5408,definition,
    ( spl0_984
  <=> until5(s264) ),
    introduced(definition,[new_symbols(definition,[spl0_984])],[avatar_definition]) ).

fof(f5410,plain,
    ( until5(s264)
    | ~ spl0_984 ),
    inference(avatar_component_clause,[],[f5408]) ).

fof(f5411,plain,
    ( spl0_983
    | spl0_984 ),
    inference(avatar_split_clause,[],[f5402,f5408,f5404]) ).

fof(f5412,plain,
    ( until5(s265)
    | xuntil6(s264) ),
    inference(resolution,[],[f738,f939]) ).

fof(f5414,definition,
    ( spl0_985
  <=> xuntil6(s264) ),
    introduced(definition,[new_symbols(definition,[spl0_985])],[avatar_definition]) ).

fof(f5416,plain,
    ( xuntil6(s264)
    | ~ spl0_985 ),
    inference(avatar_component_clause,[],[f5414]) ).

fof(f5418,definition,
    ( spl0_986
  <=> until5(s265) ),
    introduced(definition,[new_symbols(definition,[spl0_986])],[avatar_definition]) ).

fof(f5420,plain,
    ( until5(s265)
    | ~ spl0_986 ),
    inference(avatar_component_clause,[],[f5418]) ).

fof(f5421,plain,
    ( spl0_985
    | spl0_986 ),
    inference(avatar_split_clause,[],[f5412,f5418,f5414]) ).

fof(f5422,plain,
    ( until5(s266)
    | xuntil6(s265) ),
    inference(resolution,[],[f739,f939]) ).

fof(f5424,definition,
    ( spl0_987
  <=> xuntil6(s265) ),
    introduced(definition,[new_symbols(definition,[spl0_987])],[avatar_definition]) ).

fof(f5426,plain,
    ( xuntil6(s265)
    | ~ spl0_987 ),
    inference(avatar_component_clause,[],[f5424]) ).

fof(f5428,definition,
    ( spl0_988
  <=> until5(s266) ),
    introduced(definition,[new_symbols(definition,[spl0_988])],[avatar_definition]) ).

fof(f5430,plain,
    ( until5(s266)
    | ~ spl0_988 ),
    inference(avatar_component_clause,[],[f5428]) ).

fof(f5431,plain,
    ( spl0_987
    | spl0_988 ),
    inference(avatar_split_clause,[],[f5422,f5428,f5424]) ).

fof(f5432,plain,
    ( until5(s267)
    | xuntil6(s266) ),
    inference(resolution,[],[f740,f939]) ).

fof(f5434,definition,
    ( spl0_989
  <=> xuntil6(s266) ),
    introduced(definition,[new_symbols(definition,[spl0_989])],[avatar_definition]) ).

fof(f5436,plain,
    ( xuntil6(s266)
    | ~ spl0_989 ),
    inference(avatar_component_clause,[],[f5434]) ).

fof(f5438,definition,
    ( spl0_990
  <=> until5(s267) ),
    introduced(definition,[new_symbols(definition,[spl0_990])],[avatar_definition]) ).

fof(f5440,plain,
    ( until5(s267)
    | ~ spl0_990 ),
    inference(avatar_component_clause,[],[f5438]) ).

fof(f5441,plain,
    ( spl0_989
    | spl0_990 ),
    inference(avatar_split_clause,[],[f5432,f5438,f5434]) ).

fof(f5442,plain,
    ( until5(s268)
    | xuntil6(s267) ),
    inference(resolution,[],[f741,f939]) ).

fof(f5444,definition,
    ( spl0_991
  <=> xuntil6(s267) ),
    introduced(definition,[new_symbols(definition,[spl0_991])],[avatar_definition]) ).

fof(f5446,plain,
    ( xuntil6(s267)
    | ~ spl0_991 ),
    inference(avatar_component_clause,[],[f5444]) ).

fof(f5448,definition,
    ( spl0_992
  <=> until5(s268) ),
    introduced(definition,[new_symbols(definition,[spl0_992])],[avatar_definition]) ).

fof(f5450,plain,
    ( until5(s268)
    | ~ spl0_992 ),
    inference(avatar_component_clause,[],[f5448]) ).

fof(f5451,plain,
    ( spl0_991
    | spl0_992 ),
    inference(avatar_split_clause,[],[f5442,f5448,f5444]) ).

fof(f5452,plain,
    ( until5(s269)
    | xuntil6(s268) ),
    inference(resolution,[],[f742,f939]) ).

fof(f5454,definition,
    ( spl0_993
  <=> xuntil6(s268) ),
    introduced(definition,[new_symbols(definition,[spl0_993])],[avatar_definition]) ).

fof(f5456,plain,
    ( xuntil6(s268)
    | ~ spl0_993 ),
    inference(avatar_component_clause,[],[f5454]) ).

fof(f5458,definition,
    ( spl0_994
  <=> until5(s269) ),
    introduced(definition,[new_symbols(definition,[spl0_994])],[avatar_definition]) ).

fof(f5460,plain,
    ( until5(s269)
    | ~ spl0_994 ),
    inference(avatar_component_clause,[],[f5458]) ).

fof(f5461,plain,
    ( spl0_993
    | spl0_994 ),
    inference(avatar_split_clause,[],[f5452,f5458,f5454]) ).

fof(f5462,plain,
    ( until5(s270)
    | xuntil6(s269) ),
    inference(resolution,[],[f743,f939]) ).

fof(f5464,definition,
    ( spl0_995
  <=> xuntil6(s269) ),
    introduced(definition,[new_symbols(definition,[spl0_995])],[avatar_definition]) ).

fof(f5466,plain,
    ( xuntil6(s269)
    | ~ spl0_995 ),
    inference(avatar_component_clause,[],[f5464]) ).

fof(f5468,definition,
    ( spl0_996
  <=> until5(s270) ),
    introduced(definition,[new_symbols(definition,[spl0_996])],[avatar_definition]) ).

fof(f5470,plain,
    ( until5(s270)
    | ~ spl0_996 ),
    inference(avatar_component_clause,[],[f5468]) ).

fof(f5471,plain,
    ( spl0_995
    | spl0_996 ),
    inference(avatar_split_clause,[],[f5462,f5468,f5464]) ).

fof(f5472,plain,
    ( until5(s271)
    | xuntil6(s270) ),
    inference(resolution,[],[f744,f939]) ).

fof(f5474,definition,
    ( spl0_997
  <=> xuntil6(s270) ),
    introduced(definition,[new_symbols(definition,[spl0_997])],[avatar_definition]) ).

fof(f5476,plain,
    ( xuntil6(s270)
    | ~ spl0_997 ),
    inference(avatar_component_clause,[],[f5474]) ).

fof(f5478,definition,
    ( spl0_998
  <=> until5(s271) ),
    introduced(definition,[new_symbols(definition,[spl0_998])],[avatar_definition]) ).

fof(f5480,plain,
    ( until5(s271)
    | ~ spl0_998 ),
    inference(avatar_component_clause,[],[f5478]) ).

fof(f5481,plain,
    ( spl0_997
    | spl0_998 ),
    inference(avatar_split_clause,[],[f5472,f5478,f5474]) ).

fof(f5482,plain,
    ( until5(s272)
    | xuntil6(s271) ),
    inference(resolution,[],[f745,f939]) ).

fof(f5484,definition,
    ( spl0_999
  <=> xuntil6(s271) ),
    introduced(definition,[new_symbols(definition,[spl0_999])],[avatar_definition]) ).

fof(f5486,plain,
    ( xuntil6(s271)
    | ~ spl0_999 ),
    inference(avatar_component_clause,[],[f5484]) ).

fof(f5488,definition,
    ( spl0_1000
  <=> until5(s272) ),
    introduced(definition,[new_symbols(definition,[spl0_1000])],[avatar_definition]) ).

fof(f5490,plain,
    ( until5(s272)
    | ~ spl0_1000 ),
    inference(avatar_component_clause,[],[f5488]) ).

fof(f5491,plain,
    ( spl0_999
    | spl0_1000 ),
    inference(avatar_split_clause,[],[f5482,f5488,f5484]) ).

fof(f5492,plain,
    ( until5(s273)
    | xuntil6(s272) ),
    inference(resolution,[],[f746,f939]) ).

fof(f5494,definition,
    ( spl0_1001
  <=> xuntil6(s272) ),
    introduced(definition,[new_symbols(definition,[spl0_1001])],[avatar_definition]) ).

fof(f5496,plain,
    ( xuntil6(s272)
    | ~ spl0_1001 ),
    inference(avatar_component_clause,[],[f5494]) ).

fof(f5498,definition,
    ( spl0_1002
  <=> until5(s273) ),
    introduced(definition,[new_symbols(definition,[spl0_1002])],[avatar_definition]) ).

fof(f5500,plain,
    ( until5(s273)
    | ~ spl0_1002 ),
    inference(avatar_component_clause,[],[f5498]) ).

fof(f5501,plain,
    ( spl0_1001
    | spl0_1002 ),
    inference(avatar_split_clause,[],[f5492,f5498,f5494]) ).

fof(f5502,plain,
    ( until5(s274)
    | xuntil6(s273) ),
    inference(resolution,[],[f747,f939]) ).

fof(f5504,definition,
    ( spl0_1003
  <=> xuntil6(s273) ),
    introduced(definition,[new_symbols(definition,[spl0_1003])],[avatar_definition]) ).

fof(f5506,plain,
    ( xuntil6(s273)
    | ~ spl0_1003 ),
    inference(avatar_component_clause,[],[f5504]) ).

fof(f5508,definition,
    ( spl0_1004
  <=> until5(s274) ),
    introduced(definition,[new_symbols(definition,[spl0_1004])],[avatar_definition]) ).

fof(f5510,plain,
    ( until5(s274)
    | ~ spl0_1004 ),
    inference(avatar_component_clause,[],[f5508]) ).

fof(f5511,plain,
    ( spl0_1003
    | spl0_1004 ),
    inference(avatar_split_clause,[],[f5502,f5508,f5504]) ).

fof(f5512,plain,
    ( until5(s275)
    | xuntil6(s274) ),
    inference(resolution,[],[f748,f939]) ).

fof(f5514,definition,
    ( spl0_1005
  <=> xuntil6(s274) ),
    introduced(definition,[new_symbols(definition,[spl0_1005])],[avatar_definition]) ).

fof(f5516,plain,
    ( xuntil6(s274)
    | ~ spl0_1005 ),
    inference(avatar_component_clause,[],[f5514]) ).

fof(f5518,definition,
    ( spl0_1006
  <=> until5(s275) ),
    introduced(definition,[new_symbols(definition,[spl0_1006])],[avatar_definition]) ).

fof(f5520,plain,
    ( until5(s275)
    | ~ spl0_1006 ),
    inference(avatar_component_clause,[],[f5518]) ).

fof(f5521,plain,
    ( spl0_1005
    | spl0_1006 ),
    inference(avatar_split_clause,[],[f5512,f5518,f5514]) ).

fof(f5522,plain,
    ( until5(s276)
    | xuntil6(s275) ),
    inference(resolution,[],[f749,f939]) ).

fof(f5524,definition,
    ( spl0_1007
  <=> xuntil6(s275) ),
    introduced(definition,[new_symbols(definition,[spl0_1007])],[avatar_definition]) ).

fof(f5526,plain,
    ( xuntil6(s275)
    | ~ spl0_1007 ),
    inference(avatar_component_clause,[],[f5524]) ).

fof(f5528,definition,
    ( spl0_1008
  <=> until5(s276) ),
    introduced(definition,[new_symbols(definition,[spl0_1008])],[avatar_definition]) ).

fof(f5530,plain,
    ( until5(s276)
    | ~ spl0_1008 ),
    inference(avatar_component_clause,[],[f5528]) ).

fof(f5531,plain,
    ( spl0_1007
    | spl0_1008 ),
    inference(avatar_split_clause,[],[f5522,f5528,f5524]) ).

fof(f5532,plain,
    ( until5(s277)
    | xuntil6(s276) ),
    inference(resolution,[],[f750,f939]) ).

fof(f5534,definition,
    ( spl0_1009
  <=> xuntil6(s276) ),
    introduced(definition,[new_symbols(definition,[spl0_1009])],[avatar_definition]) ).

fof(f5536,plain,
    ( xuntil6(s276)
    | ~ spl0_1009 ),
    inference(avatar_component_clause,[],[f5534]) ).

fof(f5538,definition,
    ( spl0_1010
  <=> until5(s277) ),
    introduced(definition,[new_symbols(definition,[spl0_1010])],[avatar_definition]) ).

fof(f5540,plain,
    ( until5(s277)
    | ~ spl0_1010 ),
    inference(avatar_component_clause,[],[f5538]) ).

fof(f5541,plain,
    ( spl0_1009
    | spl0_1010 ),
    inference(avatar_split_clause,[],[f5532,f5538,f5534]) ).

fof(f5542,plain,
    ( until5(s278)
    | xuntil6(s277) ),
    inference(resolution,[],[f751,f939]) ).

fof(f5544,definition,
    ( spl0_1011
  <=> xuntil6(s277) ),
    introduced(definition,[new_symbols(definition,[spl0_1011])],[avatar_definition]) ).

fof(f5546,plain,
    ( xuntil6(s277)
    | ~ spl0_1011 ),
    inference(avatar_component_clause,[],[f5544]) ).

fof(f5548,definition,
    ( spl0_1012
  <=> until5(s278) ),
    introduced(definition,[new_symbols(definition,[spl0_1012])],[avatar_definition]) ).

fof(f5550,plain,
    ( until5(s278)
    | ~ spl0_1012 ),
    inference(avatar_component_clause,[],[f5548]) ).

fof(f5551,plain,
    ( spl0_1011
    | spl0_1012 ),
    inference(avatar_split_clause,[],[f5542,f5548,f5544]) ).

fof(f5552,plain,
    ( until5(s279)
    | xuntil6(s278) ),
    inference(resolution,[],[f752,f939]) ).

fof(f5554,definition,
    ( spl0_1013
  <=> xuntil6(s278) ),
    introduced(definition,[new_symbols(definition,[spl0_1013])],[avatar_definition]) ).

fof(f5556,plain,
    ( xuntil6(s278)
    | ~ spl0_1013 ),
    inference(avatar_component_clause,[],[f5554]) ).

fof(f5558,definition,
    ( spl0_1014
  <=> until5(s279) ),
    introduced(definition,[new_symbols(definition,[spl0_1014])],[avatar_definition]) ).

fof(f5560,plain,
    ( until5(s279)
    | ~ spl0_1014 ),
    inference(avatar_component_clause,[],[f5558]) ).

fof(f5561,plain,
    ( spl0_1013
    | spl0_1014 ),
    inference(avatar_split_clause,[],[f5552,f5558,f5554]) ).

fof(f5562,plain,
    ( until5(s280)
    | xuntil6(s279) ),
    inference(resolution,[],[f753,f939]) ).

fof(f5564,definition,
    ( spl0_1015
  <=> xuntil6(s279) ),
    introduced(definition,[new_symbols(definition,[spl0_1015])],[avatar_definition]) ).

fof(f5566,plain,
    ( xuntil6(s279)
    | ~ spl0_1015 ),
    inference(avatar_component_clause,[],[f5564]) ).

fof(f5568,definition,
    ( spl0_1016
  <=> until5(s280) ),
    introduced(definition,[new_symbols(definition,[spl0_1016])],[avatar_definition]) ).

fof(f5570,plain,
    ( until5(s280)
    | ~ spl0_1016 ),
    inference(avatar_component_clause,[],[f5568]) ).

fof(f5571,plain,
    ( spl0_1015
    | spl0_1016 ),
    inference(avatar_split_clause,[],[f5562,f5568,f5564]) ).

fof(f5572,plain,
    ( until5(s281)
    | xuntil6(s280) ),
    inference(resolution,[],[f754,f939]) ).

fof(f5574,definition,
    ( spl0_1017
  <=> xuntil6(s280) ),
    introduced(definition,[new_symbols(definition,[spl0_1017])],[avatar_definition]) ).

fof(f5576,plain,
    ( xuntil6(s280)
    | ~ spl0_1017 ),
    inference(avatar_component_clause,[],[f5574]) ).

fof(f5578,definition,
    ( spl0_1018
  <=> until5(s281) ),
    introduced(definition,[new_symbols(definition,[spl0_1018])],[avatar_definition]) ).

fof(f5580,plain,
    ( until5(s281)
    | ~ spl0_1018 ),
    inference(avatar_component_clause,[],[f5578]) ).

fof(f5581,plain,
    ( spl0_1017
    | spl0_1018 ),
    inference(avatar_split_clause,[],[f5572,f5578,f5574]) ).

fof(f5582,plain,
    ( until5(s282)
    | xuntil6(s281) ),
    inference(resolution,[],[f755,f939]) ).

fof(f5584,definition,
    ( spl0_1019
  <=> xuntil6(s281) ),
    introduced(definition,[new_symbols(definition,[spl0_1019])],[avatar_definition]) ).

fof(f5586,plain,
    ( xuntil6(s281)
    | ~ spl0_1019 ),
    inference(avatar_component_clause,[],[f5584]) ).

fof(f5588,definition,
    ( spl0_1020
  <=> until5(s282) ),
    introduced(definition,[new_symbols(definition,[spl0_1020])],[avatar_definition]) ).

fof(f5590,plain,
    ( until5(s282)
    | ~ spl0_1020 ),
    inference(avatar_component_clause,[],[f5588]) ).

fof(f5591,plain,
    ( spl0_1019
    | spl0_1020 ),
    inference(avatar_split_clause,[],[f5582,f5588,f5584]) ).

fof(f5592,plain,
    ( until5(s283)
    | xuntil6(s282) ),
    inference(resolution,[],[f756,f939]) ).

fof(f5594,definition,
    ( spl0_1021
  <=> xuntil6(s282) ),
    introduced(definition,[new_symbols(definition,[spl0_1021])],[avatar_definition]) ).

fof(f5596,plain,
    ( xuntil6(s282)
    | ~ spl0_1021 ),
    inference(avatar_component_clause,[],[f5594]) ).

fof(f5598,definition,
    ( spl0_1022
  <=> until5(s283) ),
    introduced(definition,[new_symbols(definition,[spl0_1022])],[avatar_definition]) ).

fof(f5600,plain,
    ( until5(s283)
    | ~ spl0_1022 ),
    inference(avatar_component_clause,[],[f5598]) ).

fof(f5601,plain,
    ( spl0_1021
    | spl0_1022 ),
    inference(avatar_split_clause,[],[f5592,f5598,f5594]) ).

fof(f5602,plain,
    ( until5(s284)
    | xuntil6(s283) ),
    inference(resolution,[],[f757,f939]) ).

fof(f5604,definition,
    ( spl0_1023
  <=> xuntil6(s283) ),
    introduced(definition,[new_symbols(definition,[spl0_1023])],[avatar_definition]) ).

fof(f5606,plain,
    ( xuntil6(s283)
    | ~ spl0_1023 ),
    inference(avatar_component_clause,[],[f5604]) ).

fof(f5608,definition,
    ( spl0_1024
  <=> until5(s284) ),
    introduced(definition,[new_symbols(definition,[spl0_1024])],[avatar_definition]) ).

fof(f5610,plain,
    ( until5(s284)
    | ~ spl0_1024 ),
    inference(avatar_component_clause,[],[f5608]) ).

fof(f5611,plain,
    ( spl0_1023
    | spl0_1024 ),
    inference(avatar_split_clause,[],[f5602,f5608,f5604]) ).

fof(f5612,plain,
    ( until5(s285)
    | xuntil6(s284) ),
    inference(resolution,[],[f758,f939]) ).

fof(f5614,definition,
    ( spl0_1025
  <=> xuntil6(s284) ),
    introduced(definition,[new_symbols(definition,[spl0_1025])],[avatar_definition]) ).

fof(f5616,plain,
    ( xuntil6(s284)
    | ~ spl0_1025 ),
    inference(avatar_component_clause,[],[f5614]) ).

fof(f5618,definition,
    ( spl0_1026
  <=> until5(s285) ),
    introduced(definition,[new_symbols(definition,[spl0_1026])],[avatar_definition]) ).

fof(f5620,plain,
    ( until5(s285)
    | ~ spl0_1026 ),
    inference(avatar_component_clause,[],[f5618]) ).

fof(f5621,plain,
    ( spl0_1025
    | spl0_1026 ),
    inference(avatar_split_clause,[],[f5612,f5618,f5614]) ).

fof(f5622,plain,
    ( until5(s286)
    | xuntil6(s285) ),
    inference(resolution,[],[f759,f939]) ).

fof(f5624,definition,
    ( spl0_1027
  <=> xuntil6(s285) ),
    introduced(definition,[new_symbols(definition,[spl0_1027])],[avatar_definition]) ).

fof(f5626,plain,
    ( xuntil6(s285)
    | ~ spl0_1027 ),
    inference(avatar_component_clause,[],[f5624]) ).

fof(f5628,definition,
    ( spl0_1028
  <=> until5(s286) ),
    introduced(definition,[new_symbols(definition,[spl0_1028])],[avatar_definition]) ).

fof(f5630,plain,
    ( until5(s286)
    | ~ spl0_1028 ),
    inference(avatar_component_clause,[],[f5628]) ).

fof(f5631,plain,
    ( spl0_1027
    | spl0_1028 ),
    inference(avatar_split_clause,[],[f5622,f5628,f5624]) ).

fof(f5632,plain,
    ( until5(s287)
    | xuntil6(s286) ),
    inference(resolution,[],[f760,f939]) ).

fof(f5634,definition,
    ( spl0_1029
  <=> xuntil6(s286) ),
    introduced(definition,[new_symbols(definition,[spl0_1029])],[avatar_definition]) ).

fof(f5636,plain,
    ( xuntil6(s286)
    | ~ spl0_1029 ),
    inference(avatar_component_clause,[],[f5634]) ).

fof(f5638,definition,
    ( spl0_1030
  <=> until5(s287) ),
    introduced(definition,[new_symbols(definition,[spl0_1030])],[avatar_definition]) ).

fof(f5640,plain,
    ( until5(s287)
    | ~ spl0_1030 ),
    inference(avatar_component_clause,[],[f5638]) ).

fof(f5641,plain,
    ( spl0_1029
    | spl0_1030 ),
    inference(avatar_split_clause,[],[f5632,f5638,f5634]) ).

fof(f5642,plain,
    ( until5(s288)
    | xuntil6(s287) ),
    inference(resolution,[],[f761,f939]) ).

fof(f5644,definition,
    ( spl0_1031
  <=> xuntil6(s287) ),
    introduced(definition,[new_symbols(definition,[spl0_1031])],[avatar_definition]) ).

fof(f5646,plain,
    ( xuntil6(s287)
    | ~ spl0_1031 ),
    inference(avatar_component_clause,[],[f5644]) ).

fof(f5648,definition,
    ( spl0_1032
  <=> until5(s288) ),
    introduced(definition,[new_symbols(definition,[spl0_1032])],[avatar_definition]) ).

fof(f5650,plain,
    ( until5(s288)
    | ~ spl0_1032 ),
    inference(avatar_component_clause,[],[f5648]) ).

fof(f5651,plain,
    ( spl0_1031
    | spl0_1032 ),
    inference(avatar_split_clause,[],[f5642,f5648,f5644]) ).

fof(f5652,plain,
    ( until5(s289)
    | xuntil6(s288) ),
    inference(resolution,[],[f762,f939]) ).

fof(f5654,definition,
    ( spl0_1033
  <=> xuntil6(s288) ),
    introduced(definition,[new_symbols(definition,[spl0_1033])],[avatar_definition]) ).

fof(f5656,plain,
    ( xuntil6(s288)
    | ~ spl0_1033 ),
    inference(avatar_component_clause,[],[f5654]) ).

fof(f5658,definition,
    ( spl0_1034
  <=> until5(s289) ),
    introduced(definition,[new_symbols(definition,[spl0_1034])],[avatar_definition]) ).

fof(f5660,plain,
    ( until5(s289)
    | ~ spl0_1034 ),
    inference(avatar_component_clause,[],[f5658]) ).

fof(f5661,plain,
    ( spl0_1033
    | spl0_1034 ),
    inference(avatar_split_clause,[],[f5652,f5658,f5654]) ).

fof(f5662,plain,
    ( until5(s290)
    | xuntil6(s289) ),
    inference(resolution,[],[f763,f939]) ).

fof(f5664,definition,
    ( spl0_1035
  <=> xuntil6(s289) ),
    introduced(definition,[new_symbols(definition,[spl0_1035])],[avatar_definition]) ).

fof(f5666,plain,
    ( xuntil6(s289)
    | ~ spl0_1035 ),
    inference(avatar_component_clause,[],[f5664]) ).

fof(f5668,definition,
    ( spl0_1036
  <=> until5(s290) ),
    introduced(definition,[new_symbols(definition,[spl0_1036])],[avatar_definition]) ).

fof(f5670,plain,
    ( until5(s290)
    | ~ spl0_1036 ),
    inference(avatar_component_clause,[],[f5668]) ).

fof(f5671,plain,
    ( spl0_1035
    | spl0_1036 ),
    inference(avatar_split_clause,[],[f5662,f5668,f5664]) ).

fof(f5672,plain,
    ( until5(s291)
    | xuntil6(s290) ),
    inference(resolution,[],[f764,f939]) ).

fof(f5674,definition,
    ( spl0_1037
  <=> xuntil6(s290) ),
    introduced(definition,[new_symbols(definition,[spl0_1037])],[avatar_definition]) ).

fof(f5676,plain,
    ( xuntil6(s290)
    | ~ spl0_1037 ),
    inference(avatar_component_clause,[],[f5674]) ).

fof(f5678,definition,
    ( spl0_1038
  <=> until5(s291) ),
    introduced(definition,[new_symbols(definition,[spl0_1038])],[avatar_definition]) ).

fof(f5680,plain,
    ( until5(s291)
    | ~ spl0_1038 ),
    inference(avatar_component_clause,[],[f5678]) ).

fof(f5681,plain,
    ( spl0_1037
    | spl0_1038 ),
    inference(avatar_split_clause,[],[f5672,f5678,f5674]) ).

fof(f5682,plain,
    ( until5(s292)
    | xuntil6(s291) ),
    inference(resolution,[],[f765,f939]) ).

fof(f5684,definition,
    ( spl0_1039
  <=> xuntil6(s291) ),
    introduced(definition,[new_symbols(definition,[spl0_1039])],[avatar_definition]) ).

fof(f5686,plain,
    ( xuntil6(s291)
    | ~ spl0_1039 ),
    inference(avatar_component_clause,[],[f5684]) ).

fof(f5688,definition,
    ( spl0_1040
  <=> until5(s292) ),
    introduced(definition,[new_symbols(definition,[spl0_1040])],[avatar_definition]) ).

fof(f5690,plain,
    ( until5(s292)
    | ~ spl0_1040 ),
    inference(avatar_component_clause,[],[f5688]) ).

fof(f5691,plain,
    ( spl0_1039
    | spl0_1040 ),
    inference(avatar_split_clause,[],[f5682,f5688,f5684]) ).

fof(f5692,plain,
    ( until5(s293)
    | xuntil6(s292) ),
    inference(resolution,[],[f766,f939]) ).

fof(f5694,definition,
    ( spl0_1041
  <=> xuntil6(s292) ),
    introduced(definition,[new_symbols(definition,[spl0_1041])],[avatar_definition]) ).

fof(f5696,plain,
    ( xuntil6(s292)
    | ~ spl0_1041 ),
    inference(avatar_component_clause,[],[f5694]) ).

fof(f5698,definition,
    ( spl0_1042
  <=> until5(s293) ),
    introduced(definition,[new_symbols(definition,[spl0_1042])],[avatar_definition]) ).

fof(f5700,plain,
    ( until5(s293)
    | ~ spl0_1042 ),
    inference(avatar_component_clause,[],[f5698]) ).

fof(f5701,plain,
    ( spl0_1041
    | spl0_1042 ),
    inference(avatar_split_clause,[],[f5692,f5698,f5694]) ).

fof(f5702,plain,
    ( until5(s294)
    | xuntil6(s293) ),
    inference(resolution,[],[f767,f939]) ).

fof(f5704,definition,
    ( spl0_1043
  <=> xuntil6(s293) ),
    introduced(definition,[new_symbols(definition,[spl0_1043])],[avatar_definition]) ).

fof(f5706,plain,
    ( xuntil6(s293)
    | ~ spl0_1043 ),
    inference(avatar_component_clause,[],[f5704]) ).

fof(f5708,definition,
    ( spl0_1044
  <=> until5(s294) ),
    introduced(definition,[new_symbols(definition,[spl0_1044])],[avatar_definition]) ).

fof(f5710,plain,
    ( until5(s294)
    | ~ spl0_1044 ),
    inference(avatar_component_clause,[],[f5708]) ).

fof(f5711,plain,
    ( spl0_1043
    | spl0_1044 ),
    inference(avatar_split_clause,[],[f5702,f5708,f5704]) ).

fof(f5712,plain,
    ( until5(s295)
    | xuntil6(s294) ),
    inference(resolution,[],[f768,f939]) ).

fof(f5714,definition,
    ( spl0_1045
  <=> xuntil6(s294) ),
    introduced(definition,[new_symbols(definition,[spl0_1045])],[avatar_definition]) ).

fof(f5716,plain,
    ( xuntil6(s294)
    | ~ spl0_1045 ),
    inference(avatar_component_clause,[],[f5714]) ).

fof(f5718,definition,
    ( spl0_1046
  <=> until5(s295) ),
    introduced(definition,[new_symbols(definition,[spl0_1046])],[avatar_definition]) ).

fof(f5720,plain,
    ( until5(s295)
    | ~ spl0_1046 ),
    inference(avatar_component_clause,[],[f5718]) ).

fof(f5721,plain,
    ( spl0_1045
    | spl0_1046 ),
    inference(avatar_split_clause,[],[f5712,f5718,f5714]) ).

fof(f5722,plain,
    ( until5(s296)
    | xuntil6(s295) ),
    inference(resolution,[],[f769,f939]) ).

fof(f5724,definition,
    ( spl0_1047
  <=> xuntil6(s295) ),
    introduced(definition,[new_symbols(definition,[spl0_1047])],[avatar_definition]) ).

fof(f5726,plain,
    ( xuntil6(s295)
    | ~ spl0_1047 ),
    inference(avatar_component_clause,[],[f5724]) ).

fof(f5728,definition,
    ( spl0_1048
  <=> until5(s296) ),
    introduced(definition,[new_symbols(definition,[spl0_1048])],[avatar_definition]) ).

fof(f5730,plain,
    ( until5(s296)
    | ~ spl0_1048 ),
    inference(avatar_component_clause,[],[f5728]) ).

fof(f5731,plain,
    ( spl0_1047
    | spl0_1048 ),
    inference(avatar_split_clause,[],[f5722,f5728,f5724]) ).

fof(f5732,plain,
    ( until5(s297)
    | xuntil6(s296) ),
    inference(resolution,[],[f770,f939]) ).

fof(f5734,definition,
    ( spl0_1049
  <=> xuntil6(s296) ),
    introduced(definition,[new_symbols(definition,[spl0_1049])],[avatar_definition]) ).

fof(f5736,plain,
    ( xuntil6(s296)
    | ~ spl0_1049 ),
    inference(avatar_component_clause,[],[f5734]) ).

fof(f5738,definition,
    ( spl0_1050
  <=> until5(s297) ),
    introduced(definition,[new_symbols(definition,[spl0_1050])],[avatar_definition]) ).

fof(f5740,plain,
    ( until5(s297)
    | ~ spl0_1050 ),
    inference(avatar_component_clause,[],[f5738]) ).

fof(f5741,plain,
    ( spl0_1049
    | spl0_1050 ),
    inference(avatar_split_clause,[],[f5732,f5738,f5734]) ).

fof(f5742,plain,
    ( until5(s298)
    | xuntil6(s297) ),
    inference(resolution,[],[f771,f939]) ).

fof(f5744,definition,
    ( spl0_1051
  <=> xuntil6(s297) ),
    introduced(definition,[new_symbols(definition,[spl0_1051])],[avatar_definition]) ).

fof(f5746,plain,
    ( xuntil6(s297)
    | ~ spl0_1051 ),
    inference(avatar_component_clause,[],[f5744]) ).

fof(f5748,definition,
    ( spl0_1052
  <=> until5(s298) ),
    introduced(definition,[new_symbols(definition,[spl0_1052])],[avatar_definition]) ).

fof(f5750,plain,
    ( until5(s298)
    | ~ spl0_1052 ),
    inference(avatar_component_clause,[],[f5748]) ).

fof(f5751,plain,
    ( spl0_1051
    | spl0_1052 ),
    inference(avatar_split_clause,[],[f5742,f5748,f5744]) ).

fof(f5752,plain,
    ( until5(s299)
    | xuntil6(s298) ),
    inference(resolution,[],[f772,f939]) ).

fof(f5754,definition,
    ( spl0_1053
  <=> xuntil6(s298) ),
    introduced(definition,[new_symbols(definition,[spl0_1053])],[avatar_definition]) ).

fof(f5756,plain,
    ( xuntil6(s298)
    | ~ spl0_1053 ),
    inference(avatar_component_clause,[],[f5754]) ).

fof(f5758,definition,
    ( spl0_1054
  <=> until5(s299) ),
    introduced(definition,[new_symbols(definition,[spl0_1054])],[avatar_definition]) ).

fof(f5760,plain,
    ( until5(s299)
    | ~ spl0_1054 ),
    inference(avatar_component_clause,[],[f5758]) ).

fof(f5761,plain,
    ( spl0_1053
    | spl0_1054 ),
    inference(avatar_split_clause,[],[f5752,f5758,f5754]) ).

fof(f5762,plain,
    ( until5(s300)
    | xuntil6(s299) ),
    inference(resolution,[],[f773,f939]) ).

fof(f5764,definition,
    ( spl0_1055
  <=> xuntil6(s299) ),
    introduced(definition,[new_symbols(definition,[spl0_1055])],[avatar_definition]) ).

fof(f5766,plain,
    ( xuntil6(s299)
    | ~ spl0_1055 ),
    inference(avatar_component_clause,[],[f5764]) ).

fof(f5768,definition,
    ( spl0_1056
  <=> until5(s300) ),
    introduced(definition,[new_symbols(definition,[spl0_1056])],[avatar_definition]) ).

fof(f5770,plain,
    ( until5(s300)
    | ~ spl0_1056 ),
    inference(avatar_component_clause,[],[f5768]) ).

fof(f5771,plain,
    ( spl0_1055
    | spl0_1056 ),
    inference(avatar_split_clause,[],[f5762,f5768,f5764]) ).

fof(f5772,plain,
    ( until5(s301)
    | xuntil6(s300) ),
    inference(resolution,[],[f774,f939]) ).

fof(f5774,definition,
    ( spl0_1057
  <=> xuntil6(s300) ),
    introduced(definition,[new_symbols(definition,[spl0_1057])],[avatar_definition]) ).

fof(f5776,plain,
    ( xuntil6(s300)
    | ~ spl0_1057 ),
    inference(avatar_component_clause,[],[f5774]) ).

fof(f5778,definition,
    ( spl0_1058
  <=> until5(s301) ),
    introduced(definition,[new_symbols(definition,[spl0_1058])],[avatar_definition]) ).

fof(f5780,plain,
    ( until5(s301)
    | ~ spl0_1058 ),
    inference(avatar_component_clause,[],[f5778]) ).

fof(f5781,plain,
    ( spl0_1057
    | spl0_1058 ),
    inference(avatar_split_clause,[],[f5772,f5778,f5774]) ).

fof(f5782,plain,
    ( until5(s302)
    | xuntil6(s301) ),
    inference(resolution,[],[f775,f939]) ).

fof(f5784,definition,
    ( spl0_1059
  <=> xuntil6(s301) ),
    introduced(definition,[new_symbols(definition,[spl0_1059])],[avatar_definition]) ).

fof(f5786,plain,
    ( xuntil6(s301)
    | ~ spl0_1059 ),
    inference(avatar_component_clause,[],[f5784]) ).

fof(f5788,definition,
    ( spl0_1060
  <=> until5(s302) ),
    introduced(definition,[new_symbols(definition,[spl0_1060])],[avatar_definition]) ).

fof(f5790,plain,
    ( until5(s302)
    | ~ spl0_1060 ),
    inference(avatar_component_clause,[],[f5788]) ).

fof(f5791,plain,
    ( spl0_1059
    | spl0_1060 ),
    inference(avatar_split_clause,[],[f5782,f5788,f5784]) ).

fof(f5792,plain,
    ( until5(s303)
    | xuntil6(s302) ),
    inference(resolution,[],[f776,f939]) ).

fof(f5794,definition,
    ( spl0_1061
  <=> xuntil6(s302) ),
    introduced(definition,[new_symbols(definition,[spl0_1061])],[avatar_definition]) ).

fof(f5796,plain,
    ( xuntil6(s302)
    | ~ spl0_1061 ),
    inference(avatar_component_clause,[],[f5794]) ).

fof(f5798,definition,
    ( spl0_1062
  <=> until5(s303) ),
    introduced(definition,[new_symbols(definition,[spl0_1062])],[avatar_definition]) ).

fof(f5800,plain,
    ( until5(s303)
    | ~ spl0_1062 ),
    inference(avatar_component_clause,[],[f5798]) ).

fof(f5801,plain,
    ( spl0_1061
    | spl0_1062 ),
    inference(avatar_split_clause,[],[f5792,f5798,f5794]) ).

fof(f5802,plain,
    ( until5(s304)
    | xuntil6(s303) ),
    inference(resolution,[],[f777,f939]) ).

fof(f5804,definition,
    ( spl0_1063
  <=> xuntil6(s303) ),
    introduced(definition,[new_symbols(definition,[spl0_1063])],[avatar_definition]) ).

fof(f5806,plain,
    ( xuntil6(s303)
    | ~ spl0_1063 ),
    inference(avatar_component_clause,[],[f5804]) ).

fof(f5808,definition,
    ( spl0_1064
  <=> until5(s304) ),
    introduced(definition,[new_symbols(definition,[spl0_1064])],[avatar_definition]) ).

fof(f5810,plain,
    ( until5(s304)
    | ~ spl0_1064 ),
    inference(avatar_component_clause,[],[f5808]) ).

fof(f5811,plain,
    ( spl0_1063
    | spl0_1064 ),
    inference(avatar_split_clause,[],[f5802,f5808,f5804]) ).

fof(f5812,plain,
    ( until5(s305)
    | xuntil6(s304) ),
    inference(resolution,[],[f778,f939]) ).

fof(f5814,definition,
    ( spl0_1065
  <=> xuntil6(s304) ),
    introduced(definition,[new_symbols(definition,[spl0_1065])],[avatar_definition]) ).

fof(f5816,plain,
    ( xuntil6(s304)
    | ~ spl0_1065 ),
    inference(avatar_component_clause,[],[f5814]) ).

fof(f5818,definition,
    ( spl0_1066
  <=> until5(s305) ),
    introduced(definition,[new_symbols(definition,[spl0_1066])],[avatar_definition]) ).

fof(f5820,plain,
    ( until5(s305)
    | ~ spl0_1066 ),
    inference(avatar_component_clause,[],[f5818]) ).

fof(f5821,plain,
    ( spl0_1065
    | spl0_1066 ),
    inference(avatar_split_clause,[],[f5812,f5818,f5814]) ).

fof(f5822,plain,
    ( until5(s306)
    | xuntil6(s305) ),
    inference(resolution,[],[f779,f939]) ).

fof(f5824,definition,
    ( spl0_1067
  <=> xuntil6(s305) ),
    introduced(definition,[new_symbols(definition,[spl0_1067])],[avatar_definition]) ).

fof(f5826,plain,
    ( xuntil6(s305)
    | ~ spl0_1067 ),
    inference(avatar_component_clause,[],[f5824]) ).

fof(f5828,definition,
    ( spl0_1068
  <=> until5(s306) ),
    introduced(definition,[new_symbols(definition,[spl0_1068])],[avatar_definition]) ).

fof(f5830,plain,
    ( until5(s306)
    | ~ spl0_1068 ),
    inference(avatar_component_clause,[],[f5828]) ).

fof(f5831,plain,
    ( spl0_1067
    | spl0_1068 ),
    inference(avatar_split_clause,[],[f5822,f5828,f5824]) ).

fof(f5832,plain,
    ( until5(s307)
    | xuntil6(s306) ),
    inference(resolution,[],[f780,f939]) ).

fof(f5834,definition,
    ( spl0_1069
  <=> xuntil6(s306) ),
    introduced(definition,[new_symbols(definition,[spl0_1069])],[avatar_definition]) ).

fof(f5836,plain,
    ( xuntil6(s306)
    | ~ spl0_1069 ),
    inference(avatar_component_clause,[],[f5834]) ).

fof(f5838,definition,
    ( spl0_1070
  <=> until5(s307) ),
    introduced(definition,[new_symbols(definition,[spl0_1070])],[avatar_definition]) ).

fof(f5840,plain,
    ( until5(s307)
    | ~ spl0_1070 ),
    inference(avatar_component_clause,[],[f5838]) ).

fof(f5841,plain,
    ( spl0_1069
    | spl0_1070 ),
    inference(avatar_split_clause,[],[f5832,f5838,f5834]) ).

fof(f5842,plain,
    ( until5(s308)
    | xuntil6(s307) ),
    inference(resolution,[],[f781,f939]) ).

fof(f5844,definition,
    ( spl0_1071
  <=> xuntil6(s307) ),
    introduced(definition,[new_symbols(definition,[spl0_1071])],[avatar_definition]) ).

fof(f5846,plain,
    ( xuntil6(s307)
    | ~ spl0_1071 ),
    inference(avatar_component_clause,[],[f5844]) ).

fof(f5848,definition,
    ( spl0_1072
  <=> until5(s308) ),
    introduced(definition,[new_symbols(definition,[spl0_1072])],[avatar_definition]) ).

fof(f5850,plain,
    ( until5(s308)
    | ~ spl0_1072 ),
    inference(avatar_component_clause,[],[f5848]) ).

fof(f5851,plain,
    ( spl0_1071
    | spl0_1072 ),
    inference(avatar_split_clause,[],[f5842,f5848,f5844]) ).

fof(f5852,plain,
    ( until5(s309)
    | xuntil6(s308) ),
    inference(resolution,[],[f782,f939]) ).

fof(f5854,definition,
    ( spl0_1073
  <=> xuntil6(s308) ),
    introduced(definition,[new_symbols(definition,[spl0_1073])],[avatar_definition]) ).

fof(f5856,plain,
    ( xuntil6(s308)
    | ~ spl0_1073 ),
    inference(avatar_component_clause,[],[f5854]) ).

fof(f5858,definition,
    ( spl0_1074
  <=> until5(s309) ),
    introduced(definition,[new_symbols(definition,[spl0_1074])],[avatar_definition]) ).

fof(f5860,plain,
    ( until5(s309)
    | ~ spl0_1074 ),
    inference(avatar_component_clause,[],[f5858]) ).

fof(f5861,plain,
    ( spl0_1073
    | spl0_1074 ),
    inference(avatar_split_clause,[],[f5852,f5858,f5854]) ).

fof(f5862,plain,
    ( until5(s310)
    | xuntil6(s309) ),
    inference(resolution,[],[f783,f939]) ).

fof(f5864,definition,
    ( spl0_1075
  <=> xuntil6(s309) ),
    introduced(definition,[new_symbols(definition,[spl0_1075])],[avatar_definition]) ).

fof(f5866,plain,
    ( xuntil6(s309)
    | ~ spl0_1075 ),
    inference(avatar_component_clause,[],[f5864]) ).

fof(f5868,definition,
    ( spl0_1076
  <=> until5(s310) ),
    introduced(definition,[new_symbols(definition,[spl0_1076])],[avatar_definition]) ).

fof(f5870,plain,
    ( until5(s310)
    | ~ spl0_1076 ),
    inference(avatar_component_clause,[],[f5868]) ).

fof(f5871,plain,
    ( spl0_1075
    | spl0_1076 ),
    inference(avatar_split_clause,[],[f5862,f5868,f5864]) ).

fof(f5872,plain,
    ( until5(s311)
    | xuntil6(s310) ),
    inference(resolution,[],[f784,f939]) ).

fof(f5874,definition,
    ( spl0_1077
  <=> xuntil6(s310) ),
    introduced(definition,[new_symbols(definition,[spl0_1077])],[avatar_definition]) ).

fof(f5876,plain,
    ( xuntil6(s310)
    | ~ spl0_1077 ),
    inference(avatar_component_clause,[],[f5874]) ).

fof(f5878,definition,
    ( spl0_1078
  <=> until5(s311) ),
    introduced(definition,[new_symbols(definition,[spl0_1078])],[avatar_definition]) ).

fof(f5880,plain,
    ( until5(s311)
    | ~ spl0_1078 ),
    inference(avatar_component_clause,[],[f5878]) ).

fof(f5881,plain,
    ( spl0_1077
    | spl0_1078 ),
    inference(avatar_split_clause,[],[f5872,f5878,f5874]) ).

fof(f5882,plain,
    ( until5(s312)
    | xuntil6(s311) ),
    inference(resolution,[],[f785,f939]) ).

fof(f5884,definition,
    ( spl0_1079
  <=> xuntil6(s311) ),
    introduced(definition,[new_symbols(definition,[spl0_1079])],[avatar_definition]) ).

fof(f5886,plain,
    ( xuntil6(s311)
    | ~ spl0_1079 ),
    inference(avatar_component_clause,[],[f5884]) ).

fof(f5888,definition,
    ( spl0_1080
  <=> until5(s312) ),
    introduced(definition,[new_symbols(definition,[spl0_1080])],[avatar_definition]) ).

fof(f5890,plain,
    ( until5(s312)
    | ~ spl0_1080 ),
    inference(avatar_component_clause,[],[f5888]) ).

fof(f5891,plain,
    ( spl0_1079
    | spl0_1080 ),
    inference(avatar_split_clause,[],[f5882,f5888,f5884]) ).

fof(f5892,plain,
    ( until5(s313)
    | xuntil6(s312) ),
    inference(resolution,[],[f786,f939]) ).

fof(f5894,definition,
    ( spl0_1081
  <=> xuntil6(s312) ),
    introduced(definition,[new_symbols(definition,[spl0_1081])],[avatar_definition]) ).

fof(f5896,plain,
    ( xuntil6(s312)
    | ~ spl0_1081 ),
    inference(avatar_component_clause,[],[f5894]) ).

fof(f5898,definition,
    ( spl0_1082
  <=> until5(s313) ),
    introduced(definition,[new_symbols(definition,[spl0_1082])],[avatar_definition]) ).

fof(f5900,plain,
    ( until5(s313)
    | ~ spl0_1082 ),
    inference(avatar_component_clause,[],[f5898]) ).

fof(f5901,plain,
    ( spl0_1081
    | spl0_1082 ),
    inference(avatar_split_clause,[],[f5892,f5898,f5894]) ).

fof(f5902,plain,
    ( until5(s314)
    | xuntil6(s313) ),
    inference(resolution,[],[f787,f939]) ).

fof(f5904,definition,
    ( spl0_1083
  <=> xuntil6(s313) ),
    introduced(definition,[new_symbols(definition,[spl0_1083])],[avatar_definition]) ).

fof(f5906,plain,
    ( xuntil6(s313)
    | ~ spl0_1083 ),
    inference(avatar_component_clause,[],[f5904]) ).

fof(f5908,definition,
    ( spl0_1084
  <=> until5(s314) ),
    introduced(definition,[new_symbols(definition,[spl0_1084])],[avatar_definition]) ).

fof(f5910,plain,
    ( until5(s314)
    | ~ spl0_1084 ),
    inference(avatar_component_clause,[],[f5908]) ).

fof(f5911,plain,
    ( spl0_1083
    | spl0_1084 ),
    inference(avatar_split_clause,[],[f5902,f5908,f5904]) ).

fof(f5912,plain,
    ( until5(s315)
    | xuntil6(s314) ),
    inference(resolution,[],[f788,f939]) ).

fof(f5914,definition,
    ( spl0_1085
  <=> xuntil6(s314) ),
    introduced(definition,[new_symbols(definition,[spl0_1085])],[avatar_definition]) ).

fof(f5916,plain,
    ( xuntil6(s314)
    | ~ spl0_1085 ),
    inference(avatar_component_clause,[],[f5914]) ).

fof(f5918,definition,
    ( spl0_1086
  <=> until5(s315) ),
    introduced(definition,[new_symbols(definition,[spl0_1086])],[avatar_definition]) ).

fof(f5920,plain,
    ( until5(s315)
    | ~ spl0_1086 ),
    inference(avatar_component_clause,[],[f5918]) ).

fof(f5921,plain,
    ( spl0_1085
    | spl0_1086 ),
    inference(avatar_split_clause,[],[f5912,f5918,f5914]) ).

fof(f5922,plain,
    ( until5(s316)
    | xuntil6(s315) ),
    inference(resolution,[],[f789,f939]) ).

fof(f5924,definition,
    ( spl0_1087
  <=> xuntil6(s315) ),
    introduced(definition,[new_symbols(definition,[spl0_1087])],[avatar_definition]) ).

fof(f5926,plain,
    ( xuntil6(s315)
    | ~ spl0_1087 ),
    inference(avatar_component_clause,[],[f5924]) ).

fof(f5928,definition,
    ( spl0_1088
  <=> until5(s316) ),
    introduced(definition,[new_symbols(definition,[spl0_1088])],[avatar_definition]) ).

fof(f5930,plain,
    ( until5(s316)
    | ~ spl0_1088 ),
    inference(avatar_component_clause,[],[f5928]) ).

fof(f5931,plain,
    ( spl0_1087
    | spl0_1088 ),
    inference(avatar_split_clause,[],[f5922,f5928,f5924]) ).

fof(f5932,plain,
    ( until5(s317)
    | xuntil6(s316) ),
    inference(resolution,[],[f790,f939]) ).

fof(f5934,definition,
    ( spl0_1089
  <=> xuntil6(s316) ),
    introduced(definition,[new_symbols(definition,[spl0_1089])],[avatar_definition]) ).

fof(f5936,plain,
    ( xuntil6(s316)
    | ~ spl0_1089 ),
    inference(avatar_component_clause,[],[f5934]) ).

fof(f5938,definition,
    ( spl0_1090
  <=> until5(s317) ),
    introduced(definition,[new_symbols(definition,[spl0_1090])],[avatar_definition]) ).

fof(f5940,plain,
    ( until5(s317)
    | ~ spl0_1090 ),
    inference(avatar_component_clause,[],[f5938]) ).

fof(f5941,plain,
    ( spl0_1089
    | spl0_1090 ),
    inference(avatar_split_clause,[],[f5932,f5938,f5934]) ).

fof(f5942,plain,
    ( until5(s318)
    | xuntil6(s317) ),
    inference(resolution,[],[f791,f939]) ).

fof(f5944,definition,
    ( spl0_1091
  <=> xuntil6(s317) ),
    introduced(definition,[new_symbols(definition,[spl0_1091])],[avatar_definition]) ).

fof(f5946,plain,
    ( xuntil6(s317)
    | ~ spl0_1091 ),
    inference(avatar_component_clause,[],[f5944]) ).

fof(f5948,definition,
    ( spl0_1092
  <=> until5(s318) ),
    introduced(definition,[new_symbols(definition,[spl0_1092])],[avatar_definition]) ).

fof(f5950,plain,
    ( until5(s318)
    | ~ spl0_1092 ),
    inference(avatar_component_clause,[],[f5948]) ).

fof(f5951,plain,
    ( spl0_1091
    | spl0_1092 ),
    inference(avatar_split_clause,[],[f5942,f5948,f5944]) ).

fof(f5952,plain,
    ( until5(s319)
    | xuntil6(s318) ),
    inference(resolution,[],[f792,f939]) ).

fof(f5954,definition,
    ( spl0_1093
  <=> xuntil6(s318) ),
    introduced(definition,[new_symbols(definition,[spl0_1093])],[avatar_definition]) ).

fof(f5956,plain,
    ( xuntil6(s318)
    | ~ spl0_1093 ),
    inference(avatar_component_clause,[],[f5954]) ).

fof(f5958,definition,
    ( spl0_1094
  <=> until5(s319) ),
    introduced(definition,[new_symbols(definition,[spl0_1094])],[avatar_definition]) ).

fof(f5960,plain,
    ( until5(s319)
    | ~ spl0_1094 ),
    inference(avatar_component_clause,[],[f5958]) ).

fof(f5961,plain,
    ( spl0_1093
    | spl0_1094 ),
    inference(avatar_split_clause,[],[f5952,f5958,f5954]) ).

fof(f5962,plain,
    ( until5(s320)
    | xuntil6(s319) ),
    inference(resolution,[],[f793,f939]) ).

fof(f5964,definition,
    ( spl0_1095
  <=> xuntil6(s319) ),
    introduced(definition,[new_symbols(definition,[spl0_1095])],[avatar_definition]) ).

fof(f5966,plain,
    ( xuntil6(s319)
    | ~ spl0_1095 ),
    inference(avatar_component_clause,[],[f5964]) ).

fof(f5968,definition,
    ( spl0_1096
  <=> until5(s320) ),
    introduced(definition,[new_symbols(definition,[spl0_1096])],[avatar_definition]) ).

fof(f5970,plain,
    ( until5(s320)
    | ~ spl0_1096 ),
    inference(avatar_component_clause,[],[f5968]) ).

fof(f5971,plain,
    ( spl0_1095
    | spl0_1096 ),
    inference(avatar_split_clause,[],[f5962,f5968,f5964]) ).

fof(f5972,plain,
    ( until5(s321)
    | xuntil6(s320) ),
    inference(resolution,[],[f794,f939]) ).

fof(f5974,definition,
    ( spl0_1097
  <=> xuntil6(s320) ),
    introduced(definition,[new_symbols(definition,[spl0_1097])],[avatar_definition]) ).

fof(f5976,plain,
    ( xuntil6(s320)
    | ~ spl0_1097 ),
    inference(avatar_component_clause,[],[f5974]) ).

fof(f5978,definition,
    ( spl0_1098
  <=> until5(s321) ),
    introduced(definition,[new_symbols(definition,[spl0_1098])],[avatar_definition]) ).

fof(f5980,plain,
    ( until5(s321)
    | ~ spl0_1098 ),
    inference(avatar_component_clause,[],[f5978]) ).

fof(f5981,plain,
    ( spl0_1097
    | spl0_1098 ),
    inference(avatar_split_clause,[],[f5972,f5978,f5974]) ).

fof(f5982,plain,
    ( until5(s322)
    | xuntil6(s321) ),
    inference(resolution,[],[f795,f939]) ).

fof(f5984,definition,
    ( spl0_1099
  <=> xuntil6(s321) ),
    introduced(definition,[new_symbols(definition,[spl0_1099])],[avatar_definition]) ).

fof(f5986,plain,
    ( xuntil6(s321)
    | ~ spl0_1099 ),
    inference(avatar_component_clause,[],[f5984]) ).

fof(f5988,definition,
    ( spl0_1100
  <=> until5(s322) ),
    introduced(definition,[new_symbols(definition,[spl0_1100])],[avatar_definition]) ).

fof(f5990,plain,
    ( until5(s322)
    | ~ spl0_1100 ),
    inference(avatar_component_clause,[],[f5988]) ).

fof(f5991,plain,
    ( spl0_1099
    | spl0_1100 ),
    inference(avatar_split_clause,[],[f5982,f5988,f5984]) ).

fof(f5992,plain,
    ( until5(s323)
    | xuntil6(s322) ),
    inference(resolution,[],[f796,f939]) ).

fof(f5994,definition,
    ( spl0_1101
  <=> xuntil6(s322) ),
    introduced(definition,[new_symbols(definition,[spl0_1101])],[avatar_definition]) ).

fof(f5996,plain,
    ( xuntil6(s322)
    | ~ spl0_1101 ),
    inference(avatar_component_clause,[],[f5994]) ).

fof(f5998,definition,
    ( spl0_1102
  <=> until5(s323) ),
    introduced(definition,[new_symbols(definition,[spl0_1102])],[avatar_definition]) ).

fof(f6000,plain,
    ( until5(s323)
    | ~ spl0_1102 ),
    inference(avatar_component_clause,[],[f5998]) ).

fof(f6001,plain,
    ( spl0_1101
    | spl0_1102 ),
    inference(avatar_split_clause,[],[f5992,f5998,f5994]) ).

fof(f6002,plain,
    ( until5(s324)
    | xuntil6(s323) ),
    inference(resolution,[],[f797,f939]) ).

fof(f6004,definition,
    ( spl0_1103
  <=> xuntil6(s323) ),
    introduced(definition,[new_symbols(definition,[spl0_1103])],[avatar_definition]) ).

fof(f6006,plain,
    ( xuntil6(s323)
    | ~ spl0_1103 ),
    inference(avatar_component_clause,[],[f6004]) ).

fof(f6008,definition,
    ( spl0_1104
  <=> until5(s324) ),
    introduced(definition,[new_symbols(definition,[spl0_1104])],[avatar_definition]) ).

fof(f6010,plain,
    ( until5(s324)
    | ~ spl0_1104 ),
    inference(avatar_component_clause,[],[f6008]) ).

fof(f6011,plain,
    ( spl0_1103
    | spl0_1104 ),
    inference(avatar_split_clause,[],[f6002,f6008,f6004]) ).

fof(f6012,plain,
    ( until5(s325)
    | xuntil6(s324) ),
    inference(resolution,[],[f798,f939]) ).

fof(f6014,definition,
    ( spl0_1105
  <=> xuntil6(s324) ),
    introduced(definition,[new_symbols(definition,[spl0_1105])],[avatar_definition]) ).

fof(f6016,plain,
    ( xuntil6(s324)
    | ~ spl0_1105 ),
    inference(avatar_component_clause,[],[f6014]) ).

fof(f6018,definition,
    ( spl0_1106
  <=> until5(s325) ),
    introduced(definition,[new_symbols(definition,[spl0_1106])],[avatar_definition]) ).

fof(f6020,plain,
    ( until5(s325)
    | ~ spl0_1106 ),
    inference(avatar_component_clause,[],[f6018]) ).

fof(f6021,plain,
    ( spl0_1105
    | spl0_1106 ),
    inference(avatar_split_clause,[],[f6012,f6018,f6014]) ).

fof(f6022,plain,
    ( until5(s326)
    | xuntil6(s325) ),
    inference(resolution,[],[f799,f939]) ).

fof(f6024,definition,
    ( spl0_1107
  <=> xuntil6(s325) ),
    introduced(definition,[new_symbols(definition,[spl0_1107])],[avatar_definition]) ).

fof(f6026,plain,
    ( xuntil6(s325)
    | ~ spl0_1107 ),
    inference(avatar_component_clause,[],[f6024]) ).

fof(f6028,definition,
    ( spl0_1108
  <=> until5(s326) ),
    introduced(definition,[new_symbols(definition,[spl0_1108])],[avatar_definition]) ).

fof(f6030,plain,
    ( until5(s326)
    | ~ spl0_1108 ),
    inference(avatar_component_clause,[],[f6028]) ).

fof(f6031,plain,
    ( spl0_1107
    | spl0_1108 ),
    inference(avatar_split_clause,[],[f6022,f6028,f6024]) ).

fof(f6032,plain,
    ( until5(s327)
    | xuntil6(s326) ),
    inference(resolution,[],[f800,f939]) ).

fof(f6034,definition,
    ( spl0_1109
  <=> xuntil6(s326) ),
    introduced(definition,[new_symbols(definition,[spl0_1109])],[avatar_definition]) ).

fof(f6036,plain,
    ( xuntil6(s326)
    | ~ spl0_1109 ),
    inference(avatar_component_clause,[],[f6034]) ).

fof(f6038,definition,
    ( spl0_1110
  <=> until5(s327) ),
    introduced(definition,[new_symbols(definition,[spl0_1110])],[avatar_definition]) ).

fof(f6040,plain,
    ( until5(s327)
    | ~ spl0_1110 ),
    inference(avatar_component_clause,[],[f6038]) ).

fof(f6041,plain,
    ( spl0_1109
    | spl0_1110 ),
    inference(avatar_split_clause,[],[f6032,f6038,f6034]) ).

fof(f6042,plain,
    ( until5(s328)
    | xuntil6(s327) ),
    inference(resolution,[],[f801,f939]) ).

fof(f6044,definition,
    ( spl0_1111
  <=> xuntil6(s327) ),
    introduced(definition,[new_symbols(definition,[spl0_1111])],[avatar_definition]) ).

fof(f6046,plain,
    ( xuntil6(s327)
    | ~ spl0_1111 ),
    inference(avatar_component_clause,[],[f6044]) ).

fof(f6048,definition,
    ( spl0_1112
  <=> until5(s328) ),
    introduced(definition,[new_symbols(definition,[spl0_1112])],[avatar_definition]) ).

fof(f6050,plain,
    ( until5(s328)
    | ~ spl0_1112 ),
    inference(avatar_component_clause,[],[f6048]) ).

fof(f6051,plain,
    ( spl0_1111
    | spl0_1112 ),
    inference(avatar_split_clause,[],[f6042,f6048,f6044]) ).

fof(f6052,plain,
    ( until5(s329)
    | xuntil6(s328) ),
    inference(resolution,[],[f802,f939]) ).

fof(f6054,definition,
    ( spl0_1113
  <=> xuntil6(s328) ),
    introduced(definition,[new_symbols(definition,[spl0_1113])],[avatar_definition]) ).

fof(f6056,plain,
    ( xuntil6(s328)
    | ~ spl0_1113 ),
    inference(avatar_component_clause,[],[f6054]) ).

fof(f6058,definition,
    ( spl0_1114
  <=> until5(s329) ),
    introduced(definition,[new_symbols(definition,[spl0_1114])],[avatar_definition]) ).

fof(f6060,plain,
    ( until5(s329)
    | ~ spl0_1114 ),
    inference(avatar_component_clause,[],[f6058]) ).

fof(f6061,plain,
    ( spl0_1113
    | spl0_1114 ),
    inference(avatar_split_clause,[],[f6052,f6058,f6054]) ).

fof(f6062,plain,
    ( until5(s330)
    | xuntil6(s329) ),
    inference(resolution,[],[f803,f939]) ).

fof(f6064,definition,
    ( spl0_1115
  <=> xuntil6(s329) ),
    introduced(definition,[new_symbols(definition,[spl0_1115])],[avatar_definition]) ).

fof(f6066,plain,
    ( xuntil6(s329)
    | ~ spl0_1115 ),
    inference(avatar_component_clause,[],[f6064]) ).

fof(f6068,definition,
    ( spl0_1116
  <=> until5(s330) ),
    introduced(definition,[new_symbols(definition,[spl0_1116])],[avatar_definition]) ).

fof(f6070,plain,
    ( until5(s330)
    | ~ spl0_1116 ),
    inference(avatar_component_clause,[],[f6068]) ).

fof(f6071,plain,
    ( spl0_1115
    | spl0_1116 ),
    inference(avatar_split_clause,[],[f6062,f6068,f6064]) ).

fof(f6072,plain,
    ( until5(s331)
    | xuntil6(s330) ),
    inference(resolution,[],[f804,f939]) ).

fof(f6074,definition,
    ( spl0_1117
  <=> xuntil6(s330) ),
    introduced(definition,[new_symbols(definition,[spl0_1117])],[avatar_definition]) ).

fof(f6076,plain,
    ( xuntil6(s330)
    | ~ spl0_1117 ),
    inference(avatar_component_clause,[],[f6074]) ).

fof(f6078,definition,
    ( spl0_1118
  <=> until5(s331) ),
    introduced(definition,[new_symbols(definition,[spl0_1118])],[avatar_definition]) ).

fof(f6080,plain,
    ( until5(s331)
    | ~ spl0_1118 ),
    inference(avatar_component_clause,[],[f6078]) ).

fof(f6081,plain,
    ( spl0_1117
    | spl0_1118 ),
    inference(avatar_split_clause,[],[f6072,f6078,f6074]) ).

fof(f6082,plain,
    ( until5(s332)
    | xuntil6(s331) ),
    inference(resolution,[],[f805,f939]) ).

fof(f6084,definition,
    ( spl0_1119
  <=> xuntil6(s331) ),
    introduced(definition,[new_symbols(definition,[spl0_1119])],[avatar_definition]) ).

fof(f6086,plain,
    ( xuntil6(s331)
    | ~ spl0_1119 ),
    inference(avatar_component_clause,[],[f6084]) ).

fof(f6088,definition,
    ( spl0_1120
  <=> until5(s332) ),
    introduced(definition,[new_symbols(definition,[spl0_1120])],[avatar_definition]) ).

fof(f6090,plain,
    ( until5(s332)
    | ~ spl0_1120 ),
    inference(avatar_component_clause,[],[f6088]) ).

fof(f6091,plain,
    ( spl0_1119
    | spl0_1120 ),
    inference(avatar_split_clause,[],[f6082,f6088,f6084]) ).

fof(f6092,plain,
    ( until5(s333)
    | xuntil6(s332) ),
    inference(resolution,[],[f806,f939]) ).

fof(f6094,definition,
    ( spl0_1121
  <=> xuntil6(s332) ),
    introduced(definition,[new_symbols(definition,[spl0_1121])],[avatar_definition]) ).

fof(f6096,plain,
    ( xuntil6(s332)
    | ~ spl0_1121 ),
    inference(avatar_component_clause,[],[f6094]) ).

fof(f6098,definition,
    ( spl0_1122
  <=> until5(s333) ),
    introduced(definition,[new_symbols(definition,[spl0_1122])],[avatar_definition]) ).

fof(f6100,plain,
    ( until5(s333)
    | ~ spl0_1122 ),
    inference(avatar_component_clause,[],[f6098]) ).

fof(f6101,plain,
    ( spl0_1121
    | spl0_1122 ),
    inference(avatar_split_clause,[],[f6092,f6098,f6094]) ).

fof(f6102,plain,
    ( until5(s334)
    | xuntil6(s333) ),
    inference(resolution,[],[f807,f939]) ).

fof(f6104,definition,
    ( spl0_1123
  <=> xuntil6(s333) ),
    introduced(definition,[new_symbols(definition,[spl0_1123])],[avatar_definition]) ).

fof(f6106,plain,
    ( xuntil6(s333)
    | ~ spl0_1123 ),
    inference(avatar_component_clause,[],[f6104]) ).

fof(f6108,definition,
    ( spl0_1124
  <=> until5(s334) ),
    introduced(definition,[new_symbols(definition,[spl0_1124])],[avatar_definition]) ).

fof(f6110,plain,
    ( until5(s334)
    | ~ spl0_1124 ),
    inference(avatar_component_clause,[],[f6108]) ).

fof(f6111,plain,
    ( spl0_1123
    | spl0_1124 ),
    inference(avatar_split_clause,[],[f6102,f6108,f6104]) ).

fof(f6112,plain,
    ( until5(s335)
    | xuntil6(s334) ),
    inference(resolution,[],[f808,f939]) ).

fof(f6114,definition,
    ( spl0_1125
  <=> xuntil6(s334) ),
    introduced(definition,[new_symbols(definition,[spl0_1125])],[avatar_definition]) ).

fof(f6116,plain,
    ( xuntil6(s334)
    | ~ spl0_1125 ),
    inference(avatar_component_clause,[],[f6114]) ).

fof(f6118,definition,
    ( spl0_1126
  <=> until5(s335) ),
    introduced(definition,[new_symbols(definition,[spl0_1126])],[avatar_definition]) ).

fof(f6120,plain,
    ( until5(s335)
    | ~ spl0_1126 ),
    inference(avatar_component_clause,[],[f6118]) ).

fof(f6121,plain,
    ( spl0_1125
    | spl0_1126 ),
    inference(avatar_split_clause,[],[f6112,f6118,f6114]) ).

fof(f6122,plain,
    ( until5(s336)
    | xuntil6(s335) ),
    inference(resolution,[],[f809,f939]) ).

fof(f6124,definition,
    ( spl0_1127
  <=> xuntil6(s335) ),
    introduced(definition,[new_symbols(definition,[spl0_1127])],[avatar_definition]) ).

fof(f6126,plain,
    ( xuntil6(s335)
    | ~ spl0_1127 ),
    inference(avatar_component_clause,[],[f6124]) ).

fof(f6128,definition,
    ( spl0_1128
  <=> until5(s336) ),
    introduced(definition,[new_symbols(definition,[spl0_1128])],[avatar_definition]) ).

fof(f6130,plain,
    ( until5(s336)
    | ~ spl0_1128 ),
    inference(avatar_component_clause,[],[f6128]) ).

fof(f6131,plain,
    ( spl0_1127
    | spl0_1128 ),
    inference(avatar_split_clause,[],[f6122,f6128,f6124]) ).

fof(f6132,plain,
    ( until5(s337)
    | xuntil6(s336) ),
    inference(resolution,[],[f810,f939]) ).

fof(f6134,definition,
    ( spl0_1129
  <=> xuntil6(s336) ),
    introduced(definition,[new_symbols(definition,[spl0_1129])],[avatar_definition]) ).

fof(f6136,plain,
    ( xuntil6(s336)
    | ~ spl0_1129 ),
    inference(avatar_component_clause,[],[f6134]) ).

fof(f6138,definition,
    ( spl0_1130
  <=> until5(s337) ),
    introduced(definition,[new_symbols(definition,[spl0_1130])],[avatar_definition]) ).

fof(f6140,plain,
    ( until5(s337)
    | ~ spl0_1130 ),
    inference(avatar_component_clause,[],[f6138]) ).

fof(f6141,plain,
    ( spl0_1129
    | spl0_1130 ),
    inference(avatar_split_clause,[],[f6132,f6138,f6134]) ).

fof(f6142,plain,
    ( until5(s338)
    | xuntil6(s337) ),
    inference(resolution,[],[f811,f939]) ).

fof(f6144,definition,
    ( spl0_1131
  <=> xuntil6(s337) ),
    introduced(definition,[new_symbols(definition,[spl0_1131])],[avatar_definition]) ).

fof(f6146,plain,
    ( xuntil6(s337)
    | ~ spl0_1131 ),
    inference(avatar_component_clause,[],[f6144]) ).

fof(f6148,definition,
    ( spl0_1132
  <=> until5(s338) ),
    introduced(definition,[new_symbols(definition,[spl0_1132])],[avatar_definition]) ).

fof(f6150,plain,
    ( until5(s338)
    | ~ spl0_1132 ),
    inference(avatar_component_clause,[],[f6148]) ).

fof(f6151,plain,
    ( spl0_1131
    | spl0_1132 ),
    inference(avatar_split_clause,[],[f6142,f6148,f6144]) ).

fof(f6152,plain,
    ( until5(s339)
    | xuntil6(s338) ),
    inference(resolution,[],[f812,f939]) ).

fof(f6154,definition,
    ( spl0_1133
  <=> xuntil6(s338) ),
    introduced(definition,[new_symbols(definition,[spl0_1133])],[avatar_definition]) ).

fof(f6156,plain,
    ( xuntil6(s338)
    | ~ spl0_1133 ),
    inference(avatar_component_clause,[],[f6154]) ).

fof(f6158,definition,
    ( spl0_1134
  <=> until5(s339) ),
    introduced(definition,[new_symbols(definition,[spl0_1134])],[avatar_definition]) ).

fof(f6160,plain,
    ( until5(s339)
    | ~ spl0_1134 ),
    inference(avatar_component_clause,[],[f6158]) ).

fof(f6161,plain,
    ( spl0_1133
    | spl0_1134 ),
    inference(avatar_split_clause,[],[f6152,f6158,f6154]) ).

fof(f6162,plain,
    ( until5(s340)
    | xuntil6(s339) ),
    inference(resolution,[],[f813,f939]) ).

fof(f6164,definition,
    ( spl0_1135
  <=> xuntil6(s339) ),
    introduced(definition,[new_symbols(definition,[spl0_1135])],[avatar_definition]) ).

fof(f6166,plain,
    ( xuntil6(s339)
    | ~ spl0_1135 ),
    inference(avatar_component_clause,[],[f6164]) ).

fof(f6168,definition,
    ( spl0_1136
  <=> until5(s340) ),
    introduced(definition,[new_symbols(definition,[spl0_1136])],[avatar_definition]) ).

fof(f6170,plain,
    ( until5(s340)
    | ~ spl0_1136 ),
    inference(avatar_component_clause,[],[f6168]) ).

fof(f6171,plain,
    ( spl0_1135
    | spl0_1136 ),
    inference(avatar_split_clause,[],[f6162,f6168,f6164]) ).

fof(f6172,plain,
    ( until5(s341)
    | xuntil6(s340) ),
    inference(resolution,[],[f814,f939]) ).

fof(f6174,definition,
    ( spl0_1137
  <=> xuntil6(s340) ),
    introduced(definition,[new_symbols(definition,[spl0_1137])],[avatar_definition]) ).

fof(f6176,plain,
    ( xuntil6(s340)
    | ~ spl0_1137 ),
    inference(avatar_component_clause,[],[f6174]) ).

fof(f6178,definition,
    ( spl0_1138
  <=> until5(s341) ),
    introduced(definition,[new_symbols(definition,[spl0_1138])],[avatar_definition]) ).

fof(f6180,plain,
    ( until5(s341)
    | ~ spl0_1138 ),
    inference(avatar_component_clause,[],[f6178]) ).

fof(f6181,plain,
    ( spl0_1137
    | spl0_1138 ),
    inference(avatar_split_clause,[],[f6172,f6178,f6174]) ).

fof(f6182,plain,
    ( until5(s342)
    | xuntil6(s341) ),
    inference(resolution,[],[f815,f939]) ).

fof(f6184,definition,
    ( spl0_1139
  <=> xuntil6(s341) ),
    introduced(definition,[new_symbols(definition,[spl0_1139])],[avatar_definition]) ).

fof(f6186,plain,
    ( xuntil6(s341)
    | ~ spl0_1139 ),
    inference(avatar_component_clause,[],[f6184]) ).

fof(f6188,definition,
    ( spl0_1140
  <=> until5(s342) ),
    introduced(definition,[new_symbols(definition,[spl0_1140])],[avatar_definition]) ).

fof(f6190,plain,
    ( until5(s342)
    | ~ spl0_1140 ),
    inference(avatar_component_clause,[],[f6188]) ).

fof(f6191,plain,
    ( spl0_1139
    | spl0_1140 ),
    inference(avatar_split_clause,[],[f6182,f6188,f6184]) ).

fof(f6192,plain,
    ( until5(s343)
    | xuntil6(s342) ),
    inference(resolution,[],[f816,f939]) ).

fof(f6194,definition,
    ( spl0_1141
  <=> xuntil6(s342) ),
    introduced(definition,[new_symbols(definition,[spl0_1141])],[avatar_definition]) ).

fof(f6196,plain,
    ( xuntil6(s342)
    | ~ spl0_1141 ),
    inference(avatar_component_clause,[],[f6194]) ).

fof(f6198,definition,
    ( spl0_1142
  <=> until5(s343) ),
    introduced(definition,[new_symbols(definition,[spl0_1142])],[avatar_definition]) ).

fof(f6200,plain,
    ( until5(s343)
    | ~ spl0_1142 ),
    inference(avatar_component_clause,[],[f6198]) ).

fof(f6201,plain,
    ( spl0_1141
    | spl0_1142 ),
    inference(avatar_split_clause,[],[f6192,f6198,f6194]) ).

fof(f6202,plain,
    ( until5(s344)
    | xuntil6(s343) ),
    inference(resolution,[],[f817,f939]) ).

fof(f6204,definition,
    ( spl0_1143
  <=> xuntil6(s343) ),
    introduced(definition,[new_symbols(definition,[spl0_1143])],[avatar_definition]) ).

fof(f6206,plain,
    ( xuntil6(s343)
    | ~ spl0_1143 ),
    inference(avatar_component_clause,[],[f6204]) ).

fof(f6208,definition,
    ( spl0_1144
  <=> until5(s344) ),
    introduced(definition,[new_symbols(definition,[spl0_1144])],[avatar_definition]) ).

fof(f6210,plain,
    ( until5(s344)
    | ~ spl0_1144 ),
    inference(avatar_component_clause,[],[f6208]) ).

fof(f6211,plain,
    ( spl0_1143
    | spl0_1144 ),
    inference(avatar_split_clause,[],[f6202,f6208,f6204]) ).

fof(f6212,plain,
    ( until5(s345)
    | xuntil6(s344) ),
    inference(resolution,[],[f818,f939]) ).

fof(f6214,definition,
    ( spl0_1145
  <=> xuntil6(s344) ),
    introduced(definition,[new_symbols(definition,[spl0_1145])],[avatar_definition]) ).

fof(f6216,plain,
    ( xuntil6(s344)
    | ~ spl0_1145 ),
    inference(avatar_component_clause,[],[f6214]) ).

fof(f6218,definition,
    ( spl0_1146
  <=> until5(s345) ),
    introduced(definition,[new_symbols(definition,[spl0_1146])],[avatar_definition]) ).

fof(f6220,plain,
    ( until5(s345)
    | ~ spl0_1146 ),
    inference(avatar_component_clause,[],[f6218]) ).

fof(f6221,plain,
    ( spl0_1145
    | spl0_1146 ),
    inference(avatar_split_clause,[],[f6212,f6218,f6214]) ).

fof(f6222,plain,
    ( until5(s346)
    | xuntil6(s345) ),
    inference(resolution,[],[f819,f939]) ).

fof(f6224,definition,
    ( spl0_1147
  <=> xuntil6(s345) ),
    introduced(definition,[new_symbols(definition,[spl0_1147])],[avatar_definition]) ).

fof(f6226,plain,
    ( xuntil6(s345)
    | ~ spl0_1147 ),
    inference(avatar_component_clause,[],[f6224]) ).

fof(f6228,definition,
    ( spl0_1148
  <=> until5(s346) ),
    introduced(definition,[new_symbols(definition,[spl0_1148])],[avatar_definition]) ).

fof(f6230,plain,
    ( until5(s346)
    | ~ spl0_1148 ),
    inference(avatar_component_clause,[],[f6228]) ).

fof(f6231,plain,
    ( spl0_1147
    | spl0_1148 ),
    inference(avatar_split_clause,[],[f6222,f6228,f6224]) ).

fof(f6232,plain,
    ( until5(s347)
    | xuntil6(s346) ),
    inference(resolution,[],[f820,f939]) ).

fof(f6234,definition,
    ( spl0_1149
  <=> xuntil6(s346) ),
    introduced(definition,[new_symbols(definition,[spl0_1149])],[avatar_definition]) ).

fof(f6236,plain,
    ( xuntil6(s346)
    | ~ spl0_1149 ),
    inference(avatar_component_clause,[],[f6234]) ).

fof(f6238,definition,
    ( spl0_1150
  <=> until5(s347) ),
    introduced(definition,[new_symbols(definition,[spl0_1150])],[avatar_definition]) ).

fof(f6240,plain,
    ( until5(s347)
    | ~ spl0_1150 ),
    inference(avatar_component_clause,[],[f6238]) ).

fof(f6241,plain,
    ( spl0_1149
    | spl0_1150 ),
    inference(avatar_split_clause,[],[f6232,f6238,f6234]) ).

fof(f6242,plain,
    ( until5(s348)
    | xuntil6(s347) ),
    inference(resolution,[],[f821,f939]) ).

fof(f6244,definition,
    ( spl0_1151
  <=> xuntil6(s347) ),
    introduced(definition,[new_symbols(definition,[spl0_1151])],[avatar_definition]) ).

fof(f6246,plain,
    ( xuntil6(s347)
    | ~ spl0_1151 ),
    inference(avatar_component_clause,[],[f6244]) ).

fof(f6248,definition,
    ( spl0_1152
  <=> until5(s348) ),
    introduced(definition,[new_symbols(definition,[spl0_1152])],[avatar_definition]) ).

fof(f6250,plain,
    ( until5(s348)
    | ~ spl0_1152 ),
    inference(avatar_component_clause,[],[f6248]) ).

fof(f6251,plain,
    ( spl0_1151
    | spl0_1152 ),
    inference(avatar_split_clause,[],[f6242,f6248,f6244]) ).

fof(f6252,plain,
    ( until5(s349)
    | xuntil6(s348) ),
    inference(resolution,[],[f822,f939]) ).

fof(f6254,definition,
    ( spl0_1153
  <=> xuntil6(s348) ),
    introduced(definition,[new_symbols(definition,[spl0_1153])],[avatar_definition]) ).

fof(f6256,plain,
    ( xuntil6(s348)
    | ~ spl0_1153 ),
    inference(avatar_component_clause,[],[f6254]) ).

fof(f6258,definition,
    ( spl0_1154
  <=> until5(s349) ),
    introduced(definition,[new_symbols(definition,[spl0_1154])],[avatar_definition]) ).

fof(f6260,plain,
    ( until5(s349)
    | ~ spl0_1154 ),
    inference(avatar_component_clause,[],[f6258]) ).

fof(f6261,plain,
    ( spl0_1153
    | spl0_1154 ),
    inference(avatar_split_clause,[],[f6252,f6258,f6254]) ).

fof(f6262,plain,
    ( until5(s350)
    | xuntil6(s349) ),
    inference(resolution,[],[f823,f939]) ).

fof(f6264,definition,
    ( spl0_1155
  <=> xuntil6(s349) ),
    introduced(definition,[new_symbols(definition,[spl0_1155])],[avatar_definition]) ).

fof(f6266,plain,
    ( xuntil6(s349)
    | ~ spl0_1155 ),
    inference(avatar_component_clause,[],[f6264]) ).

fof(f6268,definition,
    ( spl0_1156
  <=> until5(s350) ),
    introduced(definition,[new_symbols(definition,[spl0_1156])],[avatar_definition]) ).

fof(f6270,plain,
    ( until5(s350)
    | ~ spl0_1156 ),
    inference(avatar_component_clause,[],[f6268]) ).

fof(f6271,plain,
    ( spl0_1155
    | spl0_1156 ),
    inference(avatar_split_clause,[],[f6262,f6268,f6264]) ).

fof(f6272,plain,
    ( until5(s351)
    | xuntil6(s350) ),
    inference(resolution,[],[f824,f939]) ).

fof(f6274,definition,
    ( spl0_1157
  <=> xuntil6(s350) ),
    introduced(definition,[new_symbols(definition,[spl0_1157])],[avatar_definition]) ).

fof(f6276,plain,
    ( xuntil6(s350)
    | ~ spl0_1157 ),
    inference(avatar_component_clause,[],[f6274]) ).

fof(f6278,definition,
    ( spl0_1158
  <=> until5(s351) ),
    introduced(definition,[new_symbols(definition,[spl0_1158])],[avatar_definition]) ).

fof(f6280,plain,
    ( until5(s351)
    | ~ spl0_1158 ),
    inference(avatar_component_clause,[],[f6278]) ).

fof(f6281,plain,
    ( spl0_1157
    | spl0_1158 ),
    inference(avatar_split_clause,[],[f6272,f6278,f6274]) ).

fof(f6282,plain,
    ( until5(s352)
    | xuntil6(s351) ),
    inference(resolution,[],[f825,f939]) ).

fof(f6284,definition,
    ( spl0_1159
  <=> xuntil6(s351) ),
    introduced(definition,[new_symbols(definition,[spl0_1159])],[avatar_definition]) ).

fof(f6286,plain,
    ( xuntil6(s351)
    | ~ spl0_1159 ),
    inference(avatar_component_clause,[],[f6284]) ).

fof(f6288,definition,
    ( spl0_1160
  <=> until5(s352) ),
    introduced(definition,[new_symbols(definition,[spl0_1160])],[avatar_definition]) ).

fof(f6290,plain,
    ( until5(s352)
    | ~ spl0_1160 ),
    inference(avatar_component_clause,[],[f6288]) ).

fof(f6291,plain,
    ( spl0_1159
    | spl0_1160 ),
    inference(avatar_split_clause,[],[f6282,f6288,f6284]) ).

fof(f6292,plain,
    ( until5(s353)
    | xuntil6(s352) ),
    inference(resolution,[],[f826,f939]) ).

fof(f6294,definition,
    ( spl0_1161
  <=> xuntil6(s352) ),
    introduced(definition,[new_symbols(definition,[spl0_1161])],[avatar_definition]) ).

fof(f6296,plain,
    ( xuntil6(s352)
    | ~ spl0_1161 ),
    inference(avatar_component_clause,[],[f6294]) ).

fof(f6298,definition,
    ( spl0_1162
  <=> until5(s353) ),
    introduced(definition,[new_symbols(definition,[spl0_1162])],[avatar_definition]) ).

fof(f6300,plain,
    ( until5(s353)
    | ~ spl0_1162 ),
    inference(avatar_component_clause,[],[f6298]) ).

fof(f6301,plain,
    ( spl0_1161
    | spl0_1162 ),
    inference(avatar_split_clause,[],[f6292,f6298,f6294]) ).

fof(f6302,plain,
    ( until5(s354)
    | xuntil6(s353) ),
    inference(resolution,[],[f827,f939]) ).

fof(f6304,definition,
    ( spl0_1163
  <=> xuntil6(s353) ),
    introduced(definition,[new_symbols(definition,[spl0_1163])],[avatar_definition]) ).

fof(f6306,plain,
    ( xuntil6(s353)
    | ~ spl0_1163 ),
    inference(avatar_component_clause,[],[f6304]) ).

fof(f6308,definition,
    ( spl0_1164
  <=> until5(s354) ),
    introduced(definition,[new_symbols(definition,[spl0_1164])],[avatar_definition]) ).

fof(f6310,plain,
    ( until5(s354)
    | ~ spl0_1164 ),
    inference(avatar_component_clause,[],[f6308]) ).

fof(f6311,plain,
    ( spl0_1163
    | spl0_1164 ),
    inference(avatar_split_clause,[],[f6302,f6308,f6304]) ).

fof(f6312,plain,
    ( until5(s355)
    | xuntil6(s354) ),
    inference(resolution,[],[f828,f939]) ).

fof(f6314,definition,
    ( spl0_1165
  <=> xuntil6(s354) ),
    introduced(definition,[new_symbols(definition,[spl0_1165])],[avatar_definition]) ).

fof(f6316,plain,
    ( xuntil6(s354)
    | ~ spl0_1165 ),
    inference(avatar_component_clause,[],[f6314]) ).

fof(f6318,definition,
    ( spl0_1166
  <=> until5(s355) ),
    introduced(definition,[new_symbols(definition,[spl0_1166])],[avatar_definition]) ).

fof(f6320,plain,
    ( until5(s355)
    | ~ spl0_1166 ),
    inference(avatar_component_clause,[],[f6318]) ).

fof(f6321,plain,
    ( spl0_1165
    | spl0_1166 ),
    inference(avatar_split_clause,[],[f6312,f6318,f6314]) ).

fof(f6322,plain,
    ( until5(s356)
    | xuntil6(s355) ),
    inference(resolution,[],[f829,f939]) ).

fof(f6324,definition,
    ( spl0_1167
  <=> xuntil6(s355) ),
    introduced(definition,[new_symbols(definition,[spl0_1167])],[avatar_definition]) ).

fof(f6326,plain,
    ( xuntil6(s355)
    | ~ spl0_1167 ),
    inference(avatar_component_clause,[],[f6324]) ).

fof(f6328,definition,
    ( spl0_1168
  <=> until5(s356) ),
    introduced(definition,[new_symbols(definition,[spl0_1168])],[avatar_definition]) ).

fof(f6330,plain,
    ( until5(s356)
    | ~ spl0_1168 ),
    inference(avatar_component_clause,[],[f6328]) ).

fof(f6331,plain,
    ( spl0_1167
    | spl0_1168 ),
    inference(avatar_split_clause,[],[f6322,f6328,f6324]) ).

fof(f6332,plain,
    ( until5(s357)
    | xuntil6(s356) ),
    inference(resolution,[],[f830,f939]) ).

fof(f6334,definition,
    ( spl0_1169
  <=> xuntil6(s356) ),
    introduced(definition,[new_symbols(definition,[spl0_1169])],[avatar_definition]) ).

fof(f6336,plain,
    ( xuntil6(s356)
    | ~ spl0_1169 ),
    inference(avatar_component_clause,[],[f6334]) ).

fof(f6338,definition,
    ( spl0_1170
  <=> until5(s357) ),
    introduced(definition,[new_symbols(definition,[spl0_1170])],[avatar_definition]) ).

fof(f6340,plain,
    ( until5(s357)
    | ~ spl0_1170 ),
    inference(avatar_component_clause,[],[f6338]) ).

fof(f6341,plain,
    ( spl0_1169
    | spl0_1170 ),
    inference(avatar_split_clause,[],[f6332,f6338,f6334]) ).

fof(f6342,plain,
    ( until5(s358)
    | xuntil6(s357) ),
    inference(resolution,[],[f831,f939]) ).

fof(f6344,definition,
    ( spl0_1171
  <=> xuntil6(s357) ),
    introduced(definition,[new_symbols(definition,[spl0_1171])],[avatar_definition]) ).

fof(f6346,plain,
    ( xuntil6(s357)
    | ~ spl0_1171 ),
    inference(avatar_component_clause,[],[f6344]) ).

fof(f6348,definition,
    ( spl0_1172
  <=> until5(s358) ),
    introduced(definition,[new_symbols(definition,[spl0_1172])],[avatar_definition]) ).

fof(f6350,plain,
    ( until5(s358)
    | ~ spl0_1172 ),
    inference(avatar_component_clause,[],[f6348]) ).

fof(f6351,plain,
    ( spl0_1171
    | spl0_1172 ),
    inference(avatar_split_clause,[],[f6342,f6348,f6344]) ).

fof(f6352,plain,
    ( until5(s359)
    | xuntil6(s358) ),
    inference(resolution,[],[f832,f939]) ).

fof(f6354,definition,
    ( spl0_1173
  <=> xuntil6(s358) ),
    introduced(definition,[new_symbols(definition,[spl0_1173])],[avatar_definition]) ).

fof(f6356,plain,
    ( xuntil6(s358)
    | ~ spl0_1173 ),
    inference(avatar_component_clause,[],[f6354]) ).

fof(f6358,definition,
    ( spl0_1174
  <=> until5(s359) ),
    introduced(definition,[new_symbols(definition,[spl0_1174])],[avatar_definition]) ).

fof(f6360,plain,
    ( until5(s359)
    | ~ spl0_1174 ),
    inference(avatar_component_clause,[],[f6358]) ).

fof(f6361,plain,
    ( spl0_1173
    | spl0_1174 ),
    inference(avatar_split_clause,[],[f6352,f6358,f6354]) ).

fof(f6362,plain,
    ( until5(s360)
    | xuntil6(s359) ),
    inference(resolution,[],[f833,f939]) ).

fof(f6364,definition,
    ( spl0_1175
  <=> xuntil6(s359) ),
    introduced(definition,[new_symbols(definition,[spl0_1175])],[avatar_definition]) ).

fof(f6366,plain,
    ( xuntil6(s359)
    | ~ spl0_1175 ),
    inference(avatar_component_clause,[],[f6364]) ).

fof(f6368,definition,
    ( spl0_1176
  <=> until5(s360) ),
    introduced(definition,[new_symbols(definition,[spl0_1176])],[avatar_definition]) ).

fof(f6370,plain,
    ( until5(s360)
    | ~ spl0_1176 ),
    inference(avatar_component_clause,[],[f6368]) ).

fof(f6371,plain,
    ( spl0_1175
    | spl0_1176 ),
    inference(avatar_split_clause,[],[f6362,f6368,f6364]) ).

fof(f6372,plain,
    ( until5(s361)
    | xuntil6(s360) ),
    inference(resolution,[],[f834,f939]) ).

fof(f6374,definition,
    ( spl0_1177
  <=> xuntil6(s360) ),
    introduced(definition,[new_symbols(definition,[spl0_1177])],[avatar_definition]) ).

fof(f6376,plain,
    ( xuntil6(s360)
    | ~ spl0_1177 ),
    inference(avatar_component_clause,[],[f6374]) ).

fof(f6378,definition,
    ( spl0_1178
  <=> until5(s361) ),
    introduced(definition,[new_symbols(definition,[spl0_1178])],[avatar_definition]) ).

fof(f6380,plain,
    ( until5(s361)
    | ~ spl0_1178 ),
    inference(avatar_component_clause,[],[f6378]) ).

fof(f6381,plain,
    ( spl0_1177
    | spl0_1178 ),
    inference(avatar_split_clause,[],[f6372,f6378,f6374]) ).

fof(f6382,plain,
    ( until5(s362)
    | xuntil6(s361) ),
    inference(resolution,[],[f835,f939]) ).

fof(f6384,definition,
    ( spl0_1179
  <=> xuntil6(s361) ),
    introduced(definition,[new_symbols(definition,[spl0_1179])],[avatar_definition]) ).

fof(f6386,plain,
    ( xuntil6(s361)
    | ~ spl0_1179 ),
    inference(avatar_component_clause,[],[f6384]) ).

fof(f6388,definition,
    ( spl0_1180
  <=> until5(s362) ),
    introduced(definition,[new_symbols(definition,[spl0_1180])],[avatar_definition]) ).

fof(f6390,plain,
    ( until5(s362)
    | ~ spl0_1180 ),
    inference(avatar_component_clause,[],[f6388]) ).

fof(f6391,plain,
    ( spl0_1179
    | spl0_1180 ),
    inference(avatar_split_clause,[],[f6382,f6388,f6384]) ).

fof(f6392,plain,
    ( until5(s363)
    | xuntil6(s362) ),
    inference(resolution,[],[f836,f939]) ).

fof(f6394,definition,
    ( spl0_1181
  <=> xuntil6(s362) ),
    introduced(definition,[new_symbols(definition,[spl0_1181])],[avatar_definition]) ).

fof(f6396,plain,
    ( xuntil6(s362)
    | ~ spl0_1181 ),
    inference(avatar_component_clause,[],[f6394]) ).

fof(f6398,definition,
    ( spl0_1182
  <=> until5(s363) ),
    introduced(definition,[new_symbols(definition,[spl0_1182])],[avatar_definition]) ).

fof(f6400,plain,
    ( until5(s363)
    | ~ spl0_1182 ),
    inference(avatar_component_clause,[],[f6398]) ).

fof(f6401,plain,
    ( spl0_1181
    | spl0_1182 ),
    inference(avatar_split_clause,[],[f6392,f6398,f6394]) ).

fof(f6402,plain,
    ( until5(s364)
    | xuntil6(s363) ),
    inference(resolution,[],[f837,f939]) ).

fof(f6404,definition,
    ( spl0_1183
  <=> xuntil6(s363) ),
    introduced(definition,[new_symbols(definition,[spl0_1183])],[avatar_definition]) ).

fof(f6406,plain,
    ( xuntil6(s363)
    | ~ spl0_1183 ),
    inference(avatar_component_clause,[],[f6404]) ).

fof(f6408,definition,
    ( spl0_1184
  <=> until5(s364) ),
    introduced(definition,[new_symbols(definition,[spl0_1184])],[avatar_definition]) ).

fof(f6410,plain,
    ( until5(s364)
    | ~ spl0_1184 ),
    inference(avatar_component_clause,[],[f6408]) ).

fof(f6411,plain,
    ( spl0_1183
    | spl0_1184 ),
    inference(avatar_split_clause,[],[f6402,f6408,f6404]) ).

fof(f6412,plain,
    ( until5(s365)
    | xuntil6(s364) ),
    inference(resolution,[],[f838,f939]) ).

fof(f6414,definition,
    ( spl0_1185
  <=> xuntil6(s364) ),
    introduced(definition,[new_symbols(definition,[spl0_1185])],[avatar_definition]) ).

fof(f6416,plain,
    ( xuntil6(s364)
    | ~ spl0_1185 ),
    inference(avatar_component_clause,[],[f6414]) ).

fof(f6418,definition,
    ( spl0_1186
  <=> until5(s365) ),
    introduced(definition,[new_symbols(definition,[spl0_1186])],[avatar_definition]) ).

fof(f6420,plain,
    ( until5(s365)
    | ~ spl0_1186 ),
    inference(avatar_component_clause,[],[f6418]) ).

fof(f6421,plain,
    ( spl0_1185
    | spl0_1186 ),
    inference(avatar_split_clause,[],[f6412,f6418,f6414]) ).

fof(f6422,plain,
    ( until5(s366)
    | xuntil6(s365) ),
    inference(resolution,[],[f839,f939]) ).

fof(f6424,definition,
    ( spl0_1187
  <=> xuntil6(s365) ),
    introduced(definition,[new_symbols(definition,[spl0_1187])],[avatar_definition]) ).

fof(f6426,plain,
    ( xuntil6(s365)
    | ~ spl0_1187 ),
    inference(avatar_component_clause,[],[f6424]) ).

fof(f6428,definition,
    ( spl0_1188
  <=> until5(s366) ),
    introduced(definition,[new_symbols(definition,[spl0_1188])],[avatar_definition]) ).

fof(f6430,plain,
    ( until5(s366)
    | ~ spl0_1188 ),
    inference(avatar_component_clause,[],[f6428]) ).

fof(f6431,plain,
    ( spl0_1187
    | spl0_1188 ),
    inference(avatar_split_clause,[],[f6422,f6428,f6424]) ).

fof(f6432,plain,
    ( until5(s367)
    | xuntil6(s366) ),
    inference(resolution,[],[f840,f939]) ).

fof(f6434,definition,
    ( spl0_1189
  <=> xuntil6(s366) ),
    introduced(definition,[new_symbols(definition,[spl0_1189])],[avatar_definition]) ).

fof(f6436,plain,
    ( xuntil6(s366)
    | ~ spl0_1189 ),
    inference(avatar_component_clause,[],[f6434]) ).

fof(f6438,definition,
    ( spl0_1190
  <=> until5(s367) ),
    introduced(definition,[new_symbols(definition,[spl0_1190])],[avatar_definition]) ).

fof(f6440,plain,
    ( until5(s367)
    | ~ spl0_1190 ),
    inference(avatar_component_clause,[],[f6438]) ).

fof(f6441,plain,
    ( spl0_1189
    | spl0_1190 ),
    inference(avatar_split_clause,[],[f6432,f6438,f6434]) ).

fof(f6442,plain,
    ( until5(s368)
    | xuntil6(s367) ),
    inference(resolution,[],[f841,f939]) ).

fof(f6444,definition,
    ( spl0_1191
  <=> xuntil6(s367) ),
    introduced(definition,[new_symbols(definition,[spl0_1191])],[avatar_definition]) ).

fof(f6446,plain,
    ( xuntil6(s367)
    | ~ spl0_1191 ),
    inference(avatar_component_clause,[],[f6444]) ).

fof(f6448,definition,
    ( spl0_1192
  <=> until5(s368) ),
    introduced(definition,[new_symbols(definition,[spl0_1192])],[avatar_definition]) ).

fof(f6450,plain,
    ( until5(s368)
    | ~ spl0_1192 ),
    inference(avatar_component_clause,[],[f6448]) ).

fof(f6451,plain,
    ( spl0_1191
    | spl0_1192 ),
    inference(avatar_split_clause,[],[f6442,f6448,f6444]) ).

fof(f6452,plain,
    ( until5(s369)
    | xuntil6(s368) ),
    inference(resolution,[],[f842,f939]) ).

fof(f6454,definition,
    ( spl0_1193
  <=> xuntil6(s368) ),
    introduced(definition,[new_symbols(definition,[spl0_1193])],[avatar_definition]) ).

fof(f6456,plain,
    ( xuntil6(s368)
    | ~ spl0_1193 ),
    inference(avatar_component_clause,[],[f6454]) ).

fof(f6458,definition,
    ( spl0_1194
  <=> until5(s369) ),
    introduced(definition,[new_symbols(definition,[spl0_1194])],[avatar_definition]) ).

fof(f6460,plain,
    ( until5(s369)
    | ~ spl0_1194 ),
    inference(avatar_component_clause,[],[f6458]) ).

fof(f6461,plain,
    ( spl0_1193
    | spl0_1194 ),
    inference(avatar_split_clause,[],[f6452,f6458,f6454]) ).

fof(f6462,plain,
    ( until5(s370)
    | xuntil6(s369) ),
    inference(resolution,[],[f843,f939]) ).

fof(f6464,definition,
    ( spl0_1195
  <=> xuntil6(s369) ),
    introduced(definition,[new_symbols(definition,[spl0_1195])],[avatar_definition]) ).

fof(f6466,plain,
    ( xuntil6(s369)
    | ~ spl0_1195 ),
    inference(avatar_component_clause,[],[f6464]) ).

fof(f6468,definition,
    ( spl0_1196
  <=> until5(s370) ),
    introduced(definition,[new_symbols(definition,[spl0_1196])],[avatar_definition]) ).

fof(f6470,plain,
    ( until5(s370)
    | ~ spl0_1196 ),
    inference(avatar_component_clause,[],[f6468]) ).

fof(f6471,plain,
    ( spl0_1195
    | spl0_1196 ),
    inference(avatar_split_clause,[],[f6462,f6468,f6464]) ).

fof(f6472,plain,
    ( until5(s371)
    | xuntil6(s370) ),
    inference(resolution,[],[f844,f939]) ).

fof(f6474,definition,
    ( spl0_1197
  <=> xuntil6(s370) ),
    introduced(definition,[new_symbols(definition,[spl0_1197])],[avatar_definition]) ).

fof(f6476,plain,
    ( xuntil6(s370)
    | ~ spl0_1197 ),
    inference(avatar_component_clause,[],[f6474]) ).

fof(f6478,definition,
    ( spl0_1198
  <=> until5(s371) ),
    introduced(definition,[new_symbols(definition,[spl0_1198])],[avatar_definition]) ).

fof(f6480,plain,
    ( until5(s371)
    | ~ spl0_1198 ),
    inference(avatar_component_clause,[],[f6478]) ).

fof(f6481,plain,
    ( spl0_1197
    | spl0_1198 ),
    inference(avatar_split_clause,[],[f6472,f6478,f6474]) ).

fof(f6482,plain,
    ( until5(s372)
    | xuntil6(s371) ),
    inference(resolution,[],[f845,f939]) ).

fof(f6484,definition,
    ( spl0_1199
  <=> xuntil6(s371) ),
    introduced(definition,[new_symbols(definition,[spl0_1199])],[avatar_definition]) ).

fof(f6486,plain,
    ( xuntil6(s371)
    | ~ spl0_1199 ),
    inference(avatar_component_clause,[],[f6484]) ).

fof(f6488,definition,
    ( spl0_1200
  <=> until5(s372) ),
    introduced(definition,[new_symbols(definition,[spl0_1200])],[avatar_definition]) ).

fof(f6490,plain,
    ( until5(s372)
    | ~ spl0_1200 ),
    inference(avatar_component_clause,[],[f6488]) ).

fof(f6491,plain,
    ( spl0_1199
    | spl0_1200 ),
    inference(avatar_split_clause,[],[f6482,f6488,f6484]) ).

fof(f6492,plain,
    ( until5(s373)
    | xuntil6(s372) ),
    inference(resolution,[],[f846,f939]) ).

fof(f6494,definition,
    ( spl0_1201
  <=> xuntil6(s372) ),
    introduced(definition,[new_symbols(definition,[spl0_1201])],[avatar_definition]) ).

fof(f6496,plain,
    ( xuntil6(s372)
    | ~ spl0_1201 ),
    inference(avatar_component_clause,[],[f6494]) ).

fof(f6498,definition,
    ( spl0_1202
  <=> until5(s373) ),
    introduced(definition,[new_symbols(definition,[spl0_1202])],[avatar_definition]) ).

fof(f6500,plain,
    ( until5(s373)
    | ~ spl0_1202 ),
    inference(avatar_component_clause,[],[f6498]) ).

fof(f6501,plain,
    ( spl0_1201
    | spl0_1202 ),
    inference(avatar_split_clause,[],[f6492,f6498,f6494]) ).

fof(f6502,plain,
    ( until5(s374)
    | xuntil6(s373) ),
    inference(resolution,[],[f847,f939]) ).

fof(f6504,definition,
    ( spl0_1203
  <=> xuntil6(s373) ),
    introduced(definition,[new_symbols(definition,[spl0_1203])],[avatar_definition]) ).

fof(f6506,plain,
    ( xuntil6(s373)
    | ~ spl0_1203 ),
    inference(avatar_component_clause,[],[f6504]) ).

fof(f6508,definition,
    ( spl0_1204
  <=> until5(s374) ),
    introduced(definition,[new_symbols(definition,[spl0_1204])],[avatar_definition]) ).

fof(f6510,plain,
    ( until5(s374)
    | ~ spl0_1204 ),
    inference(avatar_component_clause,[],[f6508]) ).

fof(f6511,plain,
    ( spl0_1203
    | spl0_1204 ),
    inference(avatar_split_clause,[],[f6502,f6508,f6504]) ).

fof(f6512,plain,
    ( until5(s375)
    | xuntil6(s374) ),
    inference(resolution,[],[f848,f939]) ).

fof(f6514,definition,
    ( spl0_1205
  <=> xuntil6(s374) ),
    introduced(definition,[new_symbols(definition,[spl0_1205])],[avatar_definition]) ).

fof(f6516,plain,
    ( xuntil6(s374)
    | ~ spl0_1205 ),
    inference(avatar_component_clause,[],[f6514]) ).

fof(f6518,definition,
    ( spl0_1206
  <=> until5(s375) ),
    introduced(definition,[new_symbols(definition,[spl0_1206])],[avatar_definition]) ).

fof(f6520,plain,
    ( until5(s375)
    | ~ spl0_1206 ),
    inference(avatar_component_clause,[],[f6518]) ).

fof(f6521,plain,
    ( spl0_1205
    | spl0_1206 ),
    inference(avatar_split_clause,[],[f6512,f6518,f6514]) ).

fof(f6522,plain,
    ( until5(s376)
    | xuntil6(s375) ),
    inference(resolution,[],[f849,f939]) ).

fof(f6524,definition,
    ( spl0_1207
  <=> xuntil6(s375) ),
    introduced(definition,[new_symbols(definition,[spl0_1207])],[avatar_definition]) ).

fof(f6526,plain,
    ( xuntil6(s375)
    | ~ spl0_1207 ),
    inference(avatar_component_clause,[],[f6524]) ).

fof(f6528,definition,
    ( spl0_1208
  <=> until5(s376) ),
    introduced(definition,[new_symbols(definition,[spl0_1208])],[avatar_definition]) ).

fof(f6530,plain,
    ( until5(s376)
    | ~ spl0_1208 ),
    inference(avatar_component_clause,[],[f6528]) ).

fof(f6531,plain,
    ( spl0_1207
    | spl0_1208 ),
    inference(avatar_split_clause,[],[f6522,f6528,f6524]) ).

fof(f6532,plain,
    ( until5(s377)
    | xuntil6(s376) ),
    inference(resolution,[],[f850,f939]) ).

fof(f6534,definition,
    ( spl0_1209
  <=> xuntil6(s376) ),
    introduced(definition,[new_symbols(definition,[spl0_1209])],[avatar_definition]) ).

fof(f6536,plain,
    ( xuntil6(s376)
    | ~ spl0_1209 ),
    inference(avatar_component_clause,[],[f6534]) ).

fof(f6538,definition,
    ( spl0_1210
  <=> until5(s377) ),
    introduced(definition,[new_symbols(definition,[spl0_1210])],[avatar_definition]) ).

fof(f6540,plain,
    ( until5(s377)
    | ~ spl0_1210 ),
    inference(avatar_component_clause,[],[f6538]) ).

fof(f6541,plain,
    ( spl0_1209
    | spl0_1210 ),
    inference(avatar_split_clause,[],[f6532,f6538,f6534]) ).

fof(f6542,plain,
    ( until5(s378)
    | xuntil6(s377) ),
    inference(resolution,[],[f851,f939]) ).

fof(f6544,definition,
    ( spl0_1211
  <=> xuntil6(s377) ),
    introduced(definition,[new_symbols(definition,[spl0_1211])],[avatar_definition]) ).

fof(f6546,plain,
    ( xuntil6(s377)
    | ~ spl0_1211 ),
    inference(avatar_component_clause,[],[f6544]) ).

fof(f6548,definition,
    ( spl0_1212
  <=> until5(s378) ),
    introduced(definition,[new_symbols(definition,[spl0_1212])],[avatar_definition]) ).

fof(f6550,plain,
    ( until5(s378)
    | ~ spl0_1212 ),
    inference(avatar_component_clause,[],[f6548]) ).

fof(f6551,plain,
    ( spl0_1211
    | spl0_1212 ),
    inference(avatar_split_clause,[],[f6542,f6548,f6544]) ).

fof(f6552,plain,
    ( until5(s379)
    | xuntil6(s378) ),
    inference(resolution,[],[f852,f939]) ).

fof(f6554,definition,
    ( spl0_1213
  <=> xuntil6(s378) ),
    introduced(definition,[new_symbols(definition,[spl0_1213])],[avatar_definition]) ).

fof(f6556,plain,
    ( xuntil6(s378)
    | ~ spl0_1213 ),
    inference(avatar_component_clause,[],[f6554]) ).

fof(f6558,definition,
    ( spl0_1214
  <=> until5(s379) ),
    introduced(definition,[new_symbols(definition,[spl0_1214])],[avatar_definition]) ).

fof(f6560,plain,
    ( until5(s379)
    | ~ spl0_1214 ),
    inference(avatar_component_clause,[],[f6558]) ).

fof(f6561,plain,
    ( spl0_1213
    | spl0_1214 ),
    inference(avatar_split_clause,[],[f6552,f6558,f6554]) ).

fof(f6562,plain,
    ( until5(s380)
    | xuntil6(s379) ),
    inference(resolution,[],[f853,f939]) ).

fof(f6564,definition,
    ( spl0_1215
  <=> xuntil6(s379) ),
    introduced(definition,[new_symbols(definition,[spl0_1215])],[avatar_definition]) ).

fof(f6566,plain,
    ( xuntil6(s379)
    | ~ spl0_1215 ),
    inference(avatar_component_clause,[],[f6564]) ).

fof(f6568,definition,
    ( spl0_1216
  <=> until5(s380) ),
    introduced(definition,[new_symbols(definition,[spl0_1216])],[avatar_definition]) ).

fof(f6570,plain,
    ( until5(s380)
    | ~ spl0_1216 ),
    inference(avatar_component_clause,[],[f6568]) ).

fof(f6571,plain,
    ( spl0_1215
    | spl0_1216 ),
    inference(avatar_split_clause,[],[f6562,f6568,f6564]) ).

fof(f6572,plain,
    ( until5(s381)
    | xuntil6(s380) ),
    inference(resolution,[],[f854,f939]) ).

fof(f6574,definition,
    ( spl0_1217
  <=> xuntil6(s380) ),
    introduced(definition,[new_symbols(definition,[spl0_1217])],[avatar_definition]) ).

fof(f6576,plain,
    ( xuntil6(s380)
    | ~ spl0_1217 ),
    inference(avatar_component_clause,[],[f6574]) ).

fof(f6578,definition,
    ( spl0_1218
  <=> until5(s381) ),
    introduced(definition,[new_symbols(definition,[spl0_1218])],[avatar_definition]) ).

fof(f6580,plain,
    ( until5(s381)
    | ~ spl0_1218 ),
    inference(avatar_component_clause,[],[f6578]) ).

fof(f6581,plain,
    ( spl0_1217
    | spl0_1218 ),
    inference(avatar_split_clause,[],[f6572,f6578,f6574]) ).

fof(f6582,plain,
    ( until5(s382)
    | xuntil6(s381) ),
    inference(resolution,[],[f855,f939]) ).

fof(f6584,definition,
    ( spl0_1219
  <=> xuntil6(s381) ),
    introduced(definition,[new_symbols(definition,[spl0_1219])],[avatar_definition]) ).

fof(f6586,plain,
    ( xuntil6(s381)
    | ~ spl0_1219 ),
    inference(avatar_component_clause,[],[f6584]) ).

fof(f6588,definition,
    ( spl0_1220
  <=> until5(s382) ),
    introduced(definition,[new_symbols(definition,[spl0_1220])],[avatar_definition]) ).

fof(f6590,plain,
    ( until5(s382)
    | ~ spl0_1220 ),
    inference(avatar_component_clause,[],[f6588]) ).

fof(f6591,plain,
    ( spl0_1219
    | spl0_1220 ),
    inference(avatar_split_clause,[],[f6582,f6588,f6584]) ).

fof(f6592,plain,
    ( until5(s383)
    | xuntil6(s382) ),
    inference(resolution,[],[f856,f939]) ).

fof(f6594,definition,
    ( spl0_1221
  <=> xuntil6(s382) ),
    introduced(definition,[new_symbols(definition,[spl0_1221])],[avatar_definition]) ).

fof(f6596,plain,
    ( xuntil6(s382)
    | ~ spl0_1221 ),
    inference(avatar_component_clause,[],[f6594]) ).

fof(f6598,definition,
    ( spl0_1222
  <=> until5(s383) ),
    introduced(definition,[new_symbols(definition,[spl0_1222])],[avatar_definition]) ).

fof(f6600,plain,
    ( until5(s383)
    | ~ spl0_1222 ),
    inference(avatar_component_clause,[],[f6598]) ).

fof(f6601,plain,
    ( spl0_1221
    | spl0_1222 ),
    inference(avatar_split_clause,[],[f6592,f6598,f6594]) ).

fof(f6602,plain,
    ( until5(s384)
    | xuntil6(s383) ),
    inference(resolution,[],[f857,f939]) ).

fof(f6604,definition,
    ( spl0_1223
  <=> xuntil6(s383) ),
    introduced(definition,[new_symbols(definition,[spl0_1223])],[avatar_definition]) ).

fof(f6606,plain,
    ( xuntil6(s383)
    | ~ spl0_1223 ),
    inference(avatar_component_clause,[],[f6604]) ).

fof(f6608,definition,
    ( spl0_1224
  <=> until5(s384) ),
    introduced(definition,[new_symbols(definition,[spl0_1224])],[avatar_definition]) ).

fof(f6610,plain,
    ( until5(s384)
    | ~ spl0_1224 ),
    inference(avatar_component_clause,[],[f6608]) ).

fof(f6611,plain,
    ( spl0_1223
    | spl0_1224 ),
    inference(avatar_split_clause,[],[f6602,f6608,f6604]) ).

fof(f6612,plain,
    ( until5(s385)
    | xuntil6(s384) ),
    inference(resolution,[],[f858,f939]) ).

fof(f6614,definition,
    ( spl0_1225
  <=> xuntil6(s384) ),
    introduced(definition,[new_symbols(definition,[spl0_1225])],[avatar_definition]) ).

fof(f6616,plain,
    ( xuntil6(s384)
    | ~ spl0_1225 ),
    inference(avatar_component_clause,[],[f6614]) ).

fof(f6618,definition,
    ( spl0_1226
  <=> until5(s385) ),
    introduced(definition,[new_symbols(definition,[spl0_1226])],[avatar_definition]) ).

fof(f6620,plain,
    ( until5(s385)
    | ~ spl0_1226 ),
    inference(avatar_component_clause,[],[f6618]) ).

fof(f6621,plain,
    ( spl0_1225
    | spl0_1226 ),
    inference(avatar_split_clause,[],[f6612,f6618,f6614]) ).

fof(f6622,plain,
    ( until5(s386)
    | xuntil6(s385) ),
    inference(resolution,[],[f859,f939]) ).

fof(f6624,definition,
    ( spl0_1227
  <=> xuntil6(s385) ),
    introduced(definition,[new_symbols(definition,[spl0_1227])],[avatar_definition]) ).

fof(f6626,plain,
    ( xuntil6(s385)
    | ~ spl0_1227 ),
    inference(avatar_component_clause,[],[f6624]) ).

fof(f6628,definition,
    ( spl0_1228
  <=> until5(s386) ),
    introduced(definition,[new_symbols(definition,[spl0_1228])],[avatar_definition]) ).

fof(f6630,plain,
    ( until5(s386)
    | ~ spl0_1228 ),
    inference(avatar_component_clause,[],[f6628]) ).

fof(f6631,plain,
    ( spl0_1227
    | spl0_1228 ),
    inference(avatar_split_clause,[],[f6622,f6628,f6624]) ).

fof(f6632,plain,
    ( until5(s387)
    | xuntil6(s386) ),
    inference(resolution,[],[f860,f939]) ).

fof(f6634,definition,
    ( spl0_1229
  <=> xuntil6(s386) ),
    introduced(definition,[new_symbols(definition,[spl0_1229])],[avatar_definition]) ).

fof(f6636,plain,
    ( xuntil6(s386)
    | ~ spl0_1229 ),
    inference(avatar_component_clause,[],[f6634]) ).

fof(f6638,definition,
    ( spl0_1230
  <=> until5(s387) ),
    introduced(definition,[new_symbols(definition,[spl0_1230])],[avatar_definition]) ).

fof(f6640,plain,
    ( until5(s387)
    | ~ spl0_1230 ),
    inference(avatar_component_clause,[],[f6638]) ).

fof(f6641,plain,
    ( spl0_1229
    | spl0_1230 ),
    inference(avatar_split_clause,[],[f6632,f6638,f6634]) ).

fof(f6642,plain,
    ( until5(s388)
    | xuntil6(s387) ),
    inference(resolution,[],[f861,f939]) ).

fof(f6644,definition,
    ( spl0_1231
  <=> xuntil6(s387) ),
    introduced(definition,[new_symbols(definition,[spl0_1231])],[avatar_definition]) ).

fof(f6646,plain,
    ( xuntil6(s387)
    | ~ spl0_1231 ),
    inference(avatar_component_clause,[],[f6644]) ).

fof(f6648,definition,
    ( spl0_1232
  <=> until5(s388) ),
    introduced(definition,[new_symbols(definition,[spl0_1232])],[avatar_definition]) ).

fof(f6650,plain,
    ( until5(s388)
    | ~ spl0_1232 ),
    inference(avatar_component_clause,[],[f6648]) ).

fof(f6651,plain,
    ( spl0_1231
    | spl0_1232 ),
    inference(avatar_split_clause,[],[f6642,f6648,f6644]) ).

fof(f6652,plain,
    ( until5(s389)
    | xuntil6(s388) ),
    inference(resolution,[],[f862,f939]) ).

fof(f6654,definition,
    ( spl0_1233
  <=> xuntil6(s388) ),
    introduced(definition,[new_symbols(definition,[spl0_1233])],[avatar_definition]) ).

fof(f6656,plain,
    ( xuntil6(s388)
    | ~ spl0_1233 ),
    inference(avatar_component_clause,[],[f6654]) ).

fof(f6658,definition,
    ( spl0_1234
  <=> until5(s389) ),
    introduced(definition,[new_symbols(definition,[spl0_1234])],[avatar_definition]) ).

fof(f6660,plain,
    ( until5(s389)
    | ~ spl0_1234 ),
    inference(avatar_component_clause,[],[f6658]) ).

fof(f6661,plain,
    ( spl0_1233
    | spl0_1234 ),
    inference(avatar_split_clause,[],[f6652,f6658,f6654]) ).

fof(f6662,plain,
    ( until5(s390)
    | xuntil6(s389) ),
    inference(resolution,[],[f863,f939]) ).

fof(f6664,definition,
    ( spl0_1235
  <=> xuntil6(s389) ),
    introduced(definition,[new_symbols(definition,[spl0_1235])],[avatar_definition]) ).

fof(f6666,plain,
    ( xuntil6(s389)
    | ~ spl0_1235 ),
    inference(avatar_component_clause,[],[f6664]) ).

fof(f6668,definition,
    ( spl0_1236
  <=> until5(s390) ),
    introduced(definition,[new_symbols(definition,[spl0_1236])],[avatar_definition]) ).

fof(f6670,plain,
    ( until5(s390)
    | ~ spl0_1236 ),
    inference(avatar_component_clause,[],[f6668]) ).

fof(f6671,plain,
    ( spl0_1235
    | spl0_1236 ),
    inference(avatar_split_clause,[],[f6662,f6668,f6664]) ).

fof(f6672,plain,
    ( until5(s391)
    | xuntil6(s390) ),
    inference(resolution,[],[f864,f939]) ).

fof(f6674,definition,
    ( spl0_1237
  <=> xuntil6(s390) ),
    introduced(definition,[new_symbols(definition,[spl0_1237])],[avatar_definition]) ).

fof(f6676,plain,
    ( xuntil6(s390)
    | ~ spl0_1237 ),
    inference(avatar_component_clause,[],[f6674]) ).

fof(f6678,definition,
    ( spl0_1238
  <=> until5(s391) ),
    introduced(definition,[new_symbols(definition,[spl0_1238])],[avatar_definition]) ).

fof(f6680,plain,
    ( until5(s391)
    | ~ spl0_1238 ),
    inference(avatar_component_clause,[],[f6678]) ).

fof(f6681,plain,
    ( spl0_1237
    | spl0_1238 ),
    inference(avatar_split_clause,[],[f6672,f6678,f6674]) ).

fof(f6682,plain,
    ( until5(s392)
    | xuntil6(s391) ),
    inference(resolution,[],[f865,f939]) ).

fof(f6684,definition,
    ( spl0_1239
  <=> xuntil6(s391) ),
    introduced(definition,[new_symbols(definition,[spl0_1239])],[avatar_definition]) ).

fof(f6686,plain,
    ( xuntil6(s391)
    | ~ spl0_1239 ),
    inference(avatar_component_clause,[],[f6684]) ).

fof(f6688,definition,
    ( spl0_1240
  <=> until5(s392) ),
    introduced(definition,[new_symbols(definition,[spl0_1240])],[avatar_definition]) ).

fof(f6690,plain,
    ( until5(s392)
    | ~ spl0_1240 ),
    inference(avatar_component_clause,[],[f6688]) ).

fof(f6691,plain,
    ( spl0_1239
    | spl0_1240 ),
    inference(avatar_split_clause,[],[f6682,f6688,f6684]) ).

fof(f6692,plain,
    ( until5(s393)
    | xuntil6(s392) ),
    inference(resolution,[],[f866,f939]) ).

fof(f6694,definition,
    ( spl0_1241
  <=> xuntil6(s392) ),
    introduced(definition,[new_symbols(definition,[spl0_1241])],[avatar_definition]) ).

fof(f6696,plain,
    ( xuntil6(s392)
    | ~ spl0_1241 ),
    inference(avatar_component_clause,[],[f6694]) ).

fof(f6698,definition,
    ( spl0_1242
  <=> until5(s393) ),
    introduced(definition,[new_symbols(definition,[spl0_1242])],[avatar_definition]) ).

fof(f6700,plain,
    ( until5(s393)
    | ~ spl0_1242 ),
    inference(avatar_component_clause,[],[f6698]) ).

fof(f6701,plain,
    ( spl0_1241
    | spl0_1242 ),
    inference(avatar_split_clause,[],[f6692,f6698,f6694]) ).

fof(f6702,plain,
    ( until5(s394)
    | xuntil6(s393) ),
    inference(resolution,[],[f867,f939]) ).

fof(f6704,definition,
    ( spl0_1243
  <=> xuntil6(s393) ),
    introduced(definition,[new_symbols(definition,[spl0_1243])],[avatar_definition]) ).

fof(f6706,plain,
    ( xuntil6(s393)
    | ~ spl0_1243 ),
    inference(avatar_component_clause,[],[f6704]) ).

fof(f6708,definition,
    ( spl0_1244
  <=> until5(s394) ),
    introduced(definition,[new_symbols(definition,[spl0_1244])],[avatar_definition]) ).

fof(f6710,plain,
    ( until5(s394)
    | ~ spl0_1244 ),
    inference(avatar_component_clause,[],[f6708]) ).

fof(f6711,plain,
    ( spl0_1243
    | spl0_1244 ),
    inference(avatar_split_clause,[],[f6702,f6708,f6704]) ).

fof(f6712,plain,
    ( until5(s395)
    | xuntil6(s394) ),
    inference(resolution,[],[f868,f939]) ).

fof(f6714,definition,
    ( spl0_1245
  <=> xuntil6(s394) ),
    introduced(definition,[new_symbols(definition,[spl0_1245])],[avatar_definition]) ).

fof(f6716,plain,
    ( xuntil6(s394)
    | ~ spl0_1245 ),
    inference(avatar_component_clause,[],[f6714]) ).

fof(f6718,definition,
    ( spl0_1246
  <=> until5(s395) ),
    introduced(definition,[new_symbols(definition,[spl0_1246])],[avatar_definition]) ).

fof(f6720,plain,
    ( until5(s395)
    | ~ spl0_1246 ),
    inference(avatar_component_clause,[],[f6718]) ).

fof(f6721,plain,
    ( spl0_1245
    | spl0_1246 ),
    inference(avatar_split_clause,[],[f6712,f6718,f6714]) ).

fof(f6722,plain,
    ( until5(s396)
    | xuntil6(s395) ),
    inference(resolution,[],[f869,f939]) ).

fof(f6724,definition,
    ( spl0_1247
  <=> xuntil6(s395) ),
    introduced(definition,[new_symbols(definition,[spl0_1247])],[avatar_definition]) ).

fof(f6726,plain,
    ( xuntil6(s395)
    | ~ spl0_1247 ),
    inference(avatar_component_clause,[],[f6724]) ).

fof(f6728,definition,
    ( spl0_1248
  <=> until5(s396) ),
    introduced(definition,[new_symbols(definition,[spl0_1248])],[avatar_definition]) ).

fof(f6730,plain,
    ( until5(s396)
    | ~ spl0_1248 ),
    inference(avatar_component_clause,[],[f6728]) ).

fof(f6731,plain,
    ( spl0_1247
    | spl0_1248 ),
    inference(avatar_split_clause,[],[f6722,f6728,f6724]) ).

fof(f6732,plain,
    ( until5(s397)
    | xuntil6(s396) ),
    inference(resolution,[],[f870,f939]) ).

fof(f6734,definition,
    ( spl0_1249
  <=> xuntil6(s396) ),
    introduced(definition,[new_symbols(definition,[spl0_1249])],[avatar_definition]) ).

fof(f6736,plain,
    ( xuntil6(s396)
    | ~ spl0_1249 ),
    inference(avatar_component_clause,[],[f6734]) ).

fof(f6738,definition,
    ( spl0_1250
  <=> until5(s397) ),
    introduced(definition,[new_symbols(definition,[spl0_1250])],[avatar_definition]) ).

fof(f6740,plain,
    ( until5(s397)
    | ~ spl0_1250 ),
    inference(avatar_component_clause,[],[f6738]) ).

fof(f6741,plain,
    ( spl0_1249
    | spl0_1250 ),
    inference(avatar_split_clause,[],[f6732,f6738,f6734]) ).

fof(f6742,plain,
    ( until5(s398)
    | xuntil6(s397) ),
    inference(resolution,[],[f871,f939]) ).

fof(f6744,definition,
    ( spl0_1251
  <=> xuntil6(s397) ),
    introduced(definition,[new_symbols(definition,[spl0_1251])],[avatar_definition]) ).

fof(f6746,plain,
    ( xuntil6(s397)
    | ~ spl0_1251 ),
    inference(avatar_component_clause,[],[f6744]) ).

fof(f6748,definition,
    ( spl0_1252
  <=> until5(s398) ),
    introduced(definition,[new_symbols(definition,[spl0_1252])],[avatar_definition]) ).

fof(f6750,plain,
    ( until5(s398)
    | ~ spl0_1252 ),
    inference(avatar_component_clause,[],[f6748]) ).

fof(f6751,plain,
    ( spl0_1251
    | spl0_1252 ),
    inference(avatar_split_clause,[],[f6742,f6748,f6744]) ).

fof(f6752,plain,
    ( until5(s399)
    | xuntil6(s398) ),
    inference(resolution,[],[f872,f939]) ).

fof(f6754,definition,
    ( spl0_1253
  <=> xuntil6(s398) ),
    introduced(definition,[new_symbols(definition,[spl0_1253])],[avatar_definition]) ).

fof(f6756,plain,
    ( xuntil6(s398)
    | ~ spl0_1253 ),
    inference(avatar_component_clause,[],[f6754]) ).

fof(f6758,definition,
    ( spl0_1254
  <=> until5(s399) ),
    introduced(definition,[new_symbols(definition,[spl0_1254])],[avatar_definition]) ).

fof(f6760,plain,
    ( until5(s399)
    | ~ spl0_1254 ),
    inference(avatar_component_clause,[],[f6758]) ).

fof(f6761,plain,
    ( spl0_1253
    | spl0_1254 ),
    inference(avatar_split_clause,[],[f6752,f6758,f6754]) ).

fof(f6762,plain,
    ( until5(s400)
    | xuntil6(s399) ),
    inference(resolution,[],[f873,f939]) ).

fof(f6764,definition,
    ( spl0_1255
  <=> xuntil6(s399) ),
    introduced(definition,[new_symbols(definition,[spl0_1255])],[avatar_definition]) ).

fof(f6766,plain,
    ( xuntil6(s399)
    | ~ spl0_1255 ),
    inference(avatar_component_clause,[],[f6764]) ).

fof(f6768,definition,
    ( spl0_1256
  <=> until5(s400) ),
    introduced(definition,[new_symbols(definition,[spl0_1256])],[avatar_definition]) ).

fof(f6770,plain,
    ( until5(s400)
    | ~ spl0_1256 ),
    inference(avatar_component_clause,[],[f6768]) ).

fof(f6771,plain,
    ( spl0_1255
    | spl0_1256 ),
    inference(avatar_split_clause,[],[f6762,f6768,f6764]) ).

fof(f6772,plain,
    ( until5(s401)
    | xuntil6(s400) ),
    inference(resolution,[],[f874,f939]) ).

fof(f6774,definition,
    ( spl0_1257
  <=> xuntil6(s400) ),
    introduced(definition,[new_symbols(definition,[spl0_1257])],[avatar_definition]) ).

fof(f6776,plain,
    ( xuntil6(s400)
    | ~ spl0_1257 ),
    inference(avatar_component_clause,[],[f6774]) ).

fof(f6778,definition,
    ( spl0_1258
  <=> until5(s401) ),
    introduced(definition,[new_symbols(definition,[spl0_1258])],[avatar_definition]) ).

fof(f6780,plain,
    ( until5(s401)
    | ~ spl0_1258 ),
    inference(avatar_component_clause,[],[f6778]) ).

fof(f6781,plain,
    ( spl0_1257
    | spl0_1258 ),
    inference(avatar_split_clause,[],[f6772,f6778,f6774]) ).

fof(f6782,plain,
    ( until5(s402)
    | xuntil6(s401) ),
    inference(resolution,[],[f875,f939]) ).

fof(f6784,definition,
    ( spl0_1259
  <=> xuntil6(s401) ),
    introduced(definition,[new_symbols(definition,[spl0_1259])],[avatar_definition]) ).

fof(f6786,plain,
    ( xuntil6(s401)
    | ~ spl0_1259 ),
    inference(avatar_component_clause,[],[f6784]) ).

fof(f6788,definition,
    ( spl0_1260
  <=> until5(s402) ),
    introduced(definition,[new_symbols(definition,[spl0_1260])],[avatar_definition]) ).

fof(f6790,plain,
    ( until5(s402)
    | ~ spl0_1260 ),
    inference(avatar_component_clause,[],[f6788]) ).

fof(f6791,plain,
    ( spl0_1259
    | spl0_1260 ),
    inference(avatar_split_clause,[],[f6782,f6788,f6784]) ).

fof(f6792,plain,
    ( until5(s403)
    | xuntil6(s402) ),
    inference(resolution,[],[f876,f939]) ).

fof(f6794,definition,
    ( spl0_1261
  <=> xuntil6(s402) ),
    introduced(definition,[new_symbols(definition,[spl0_1261])],[avatar_definition]) ).

fof(f6796,plain,
    ( xuntil6(s402)
    | ~ spl0_1261 ),
    inference(avatar_component_clause,[],[f6794]) ).

fof(f6798,definition,
    ( spl0_1262
  <=> until5(s403) ),
    introduced(definition,[new_symbols(definition,[spl0_1262])],[avatar_definition]) ).

fof(f6800,plain,
    ( until5(s403)
    | ~ spl0_1262 ),
    inference(avatar_component_clause,[],[f6798]) ).

fof(f6801,plain,
    ( spl0_1261
    | spl0_1262 ),
    inference(avatar_split_clause,[],[f6792,f6798,f6794]) ).

fof(f6802,plain,
    ( until5(s404)
    | xuntil6(s403) ),
    inference(resolution,[],[f877,f939]) ).

fof(f6804,definition,
    ( spl0_1263
  <=> xuntil6(s403) ),
    introduced(definition,[new_symbols(definition,[spl0_1263])],[avatar_definition]) ).

fof(f6806,plain,
    ( xuntil6(s403)
    | ~ spl0_1263 ),
    inference(avatar_component_clause,[],[f6804]) ).

fof(f6808,definition,
    ( spl0_1264
  <=> until5(s404) ),
    introduced(definition,[new_symbols(definition,[spl0_1264])],[avatar_definition]) ).

fof(f6810,plain,
    ( until5(s404)
    | ~ spl0_1264 ),
    inference(avatar_component_clause,[],[f6808]) ).

fof(f6811,plain,
    ( spl0_1263
    | spl0_1264 ),
    inference(avatar_split_clause,[],[f6802,f6808,f6804]) ).

fof(f6812,plain,
    ( until5(s405)
    | xuntil6(s404) ),
    inference(resolution,[],[f878,f939]) ).

fof(f6814,definition,
    ( spl0_1265
  <=> xuntil6(s404) ),
    introduced(definition,[new_symbols(definition,[spl0_1265])],[avatar_definition]) ).

fof(f6816,plain,
    ( xuntil6(s404)
    | ~ spl0_1265 ),
    inference(avatar_component_clause,[],[f6814]) ).

fof(f6818,definition,
    ( spl0_1266
  <=> until5(s405) ),
    introduced(definition,[new_symbols(definition,[spl0_1266])],[avatar_definition]) ).

fof(f6820,plain,
    ( until5(s405)
    | ~ spl0_1266 ),
    inference(avatar_component_clause,[],[f6818]) ).

fof(f6821,plain,
    ( spl0_1265
    | spl0_1266 ),
    inference(avatar_split_clause,[],[f6812,f6818,f6814]) ).

fof(f6822,plain,
    ( until5(s406)
    | xuntil6(s405) ),
    inference(resolution,[],[f879,f939]) ).

fof(f6824,definition,
    ( spl0_1267
  <=> xuntil6(s405) ),
    introduced(definition,[new_symbols(definition,[spl0_1267])],[avatar_definition]) ).

fof(f6826,plain,
    ( xuntil6(s405)
    | ~ spl0_1267 ),
    inference(avatar_component_clause,[],[f6824]) ).

fof(f6828,definition,
    ( spl0_1268
  <=> until5(s406) ),
    introduced(definition,[new_symbols(definition,[spl0_1268])],[avatar_definition]) ).

fof(f6830,plain,
    ( until5(s406)
    | ~ spl0_1268 ),
    inference(avatar_component_clause,[],[f6828]) ).

fof(f6831,plain,
    ( spl0_1267
    | spl0_1268 ),
    inference(avatar_split_clause,[],[f6822,f6828,f6824]) ).

fof(f6832,plain,
    ( until5(s407)
    | xuntil6(s406) ),
    inference(resolution,[],[f880,f939]) ).

fof(f6834,definition,
    ( spl0_1269
  <=> xuntil6(s406) ),
    introduced(definition,[new_symbols(definition,[spl0_1269])],[avatar_definition]) ).

fof(f6836,plain,
    ( xuntil6(s406)
    | ~ spl0_1269 ),
    inference(avatar_component_clause,[],[f6834]) ).

fof(f6838,definition,
    ( spl0_1270
  <=> until5(s407) ),
    introduced(definition,[new_symbols(definition,[spl0_1270])],[avatar_definition]) ).

fof(f6840,plain,
    ( until5(s407)
    | ~ spl0_1270 ),
    inference(avatar_component_clause,[],[f6838]) ).

fof(f6841,plain,
    ( spl0_1269
    | spl0_1270 ),
    inference(avatar_split_clause,[],[f6832,f6838,f6834]) ).

fof(f6842,plain,
    ( until5(s408)
    | xuntil6(s407) ),
    inference(resolution,[],[f881,f939]) ).

fof(f6844,definition,
    ( spl0_1271
  <=> xuntil6(s407) ),
    introduced(definition,[new_symbols(definition,[spl0_1271])],[avatar_definition]) ).

fof(f6846,plain,
    ( xuntil6(s407)
    | ~ spl0_1271 ),
    inference(avatar_component_clause,[],[f6844]) ).

fof(f6848,definition,
    ( spl0_1272
  <=> until5(s408) ),
    introduced(definition,[new_symbols(definition,[spl0_1272])],[avatar_definition]) ).

fof(f6850,plain,
    ( until5(s408)
    | ~ spl0_1272 ),
    inference(avatar_component_clause,[],[f6848]) ).

fof(f6851,plain,
    ( spl0_1271
    | spl0_1272 ),
    inference(avatar_split_clause,[],[f6842,f6848,f6844]) ).

fof(f6852,plain,
    ( until5(s409)
    | xuntil6(s408) ),
    inference(resolution,[],[f882,f939]) ).

fof(f6854,definition,
    ( spl0_1273
  <=> xuntil6(s408) ),
    introduced(definition,[new_symbols(definition,[spl0_1273])],[avatar_definition]) ).

fof(f6856,plain,
    ( xuntil6(s408)
    | ~ spl0_1273 ),
    inference(avatar_component_clause,[],[f6854]) ).

fof(f6858,definition,
    ( spl0_1274
  <=> until5(s409) ),
    introduced(definition,[new_symbols(definition,[spl0_1274])],[avatar_definition]) ).

fof(f6860,plain,
    ( until5(s409)
    | ~ spl0_1274 ),
    inference(avatar_component_clause,[],[f6858]) ).

fof(f6861,plain,
    ( spl0_1273
    | spl0_1274 ),
    inference(avatar_split_clause,[],[f6852,f6858,f6854]) ).

fof(f6862,plain,
    ( until5(s410)
    | xuntil6(s409) ),
    inference(resolution,[],[f883,f939]) ).

fof(f6864,definition,
    ( spl0_1275
  <=> xuntil6(s409) ),
    introduced(definition,[new_symbols(definition,[spl0_1275])],[avatar_definition]) ).

fof(f6866,plain,
    ( xuntil6(s409)
    | ~ spl0_1275 ),
    inference(avatar_component_clause,[],[f6864]) ).

fof(f6868,definition,
    ( spl0_1276
  <=> until5(s410) ),
    introduced(definition,[new_symbols(definition,[spl0_1276])],[avatar_definition]) ).

fof(f6870,plain,
    ( until5(s410)
    | ~ spl0_1276 ),
    inference(avatar_component_clause,[],[f6868]) ).

fof(f6871,plain,
    ( spl0_1275
    | spl0_1276 ),
    inference(avatar_split_clause,[],[f6862,f6868,f6864]) ).

fof(f6872,plain,
    ( until5(s411)
    | xuntil6(s410) ),
    inference(resolution,[],[f884,f939]) ).

fof(f6874,definition,
    ( spl0_1277
  <=> xuntil6(s410) ),
    introduced(definition,[new_symbols(definition,[spl0_1277])],[avatar_definition]) ).

fof(f6876,plain,
    ( xuntil6(s410)
    | ~ spl0_1277 ),
    inference(avatar_component_clause,[],[f6874]) ).

fof(f6878,definition,
    ( spl0_1278
  <=> until5(s411) ),
    introduced(definition,[new_symbols(definition,[spl0_1278])],[avatar_definition]) ).

fof(f6880,plain,
    ( until5(s411)
    | ~ spl0_1278 ),
    inference(avatar_component_clause,[],[f6878]) ).

fof(f6881,plain,
    ( spl0_1277
    | spl0_1278 ),
    inference(avatar_split_clause,[],[f6872,f6878,f6874]) ).

fof(f6882,plain,
    ( until5(s412)
    | xuntil6(s411) ),
    inference(resolution,[],[f885,f939]) ).

fof(f6884,definition,
    ( spl0_1279
  <=> xuntil6(s411) ),
    introduced(definition,[new_symbols(definition,[spl0_1279])],[avatar_definition]) ).

fof(f6886,plain,
    ( xuntil6(s411)
    | ~ spl0_1279 ),
    inference(avatar_component_clause,[],[f6884]) ).

fof(f6888,definition,
    ( spl0_1280
  <=> until5(s412) ),
    introduced(definition,[new_symbols(definition,[spl0_1280])],[avatar_definition]) ).

fof(f6890,plain,
    ( until5(s412)
    | ~ spl0_1280 ),
    inference(avatar_component_clause,[],[f6888]) ).

fof(f6891,plain,
    ( spl0_1279
    | spl0_1280 ),
    inference(avatar_split_clause,[],[f6882,f6888,f6884]) ).

fof(f6892,plain,
    ( until5(s413)
    | xuntil6(s412) ),
    inference(resolution,[],[f886,f939]) ).

fof(f6894,definition,
    ( spl0_1281
  <=> xuntil6(s412) ),
    introduced(definition,[new_symbols(definition,[spl0_1281])],[avatar_definition]) ).

fof(f6896,plain,
    ( xuntil6(s412)
    | ~ spl0_1281 ),
    inference(avatar_component_clause,[],[f6894]) ).

fof(f6898,definition,
    ( spl0_1282
  <=> until5(s413) ),
    introduced(definition,[new_symbols(definition,[spl0_1282])],[avatar_definition]) ).

fof(f6900,plain,
    ( until5(s413)
    | ~ spl0_1282 ),
    inference(avatar_component_clause,[],[f6898]) ).

fof(f6901,plain,
    ( spl0_1281
    | spl0_1282 ),
    inference(avatar_split_clause,[],[f6892,f6898,f6894]) ).

fof(f6902,plain,
    ( until5(s414)
    | xuntil6(s413) ),
    inference(resolution,[],[f887,f939]) ).

fof(f6904,definition,
    ( spl0_1283
  <=> xuntil6(s413) ),
    introduced(definition,[new_symbols(definition,[spl0_1283])],[avatar_definition]) ).

fof(f6906,plain,
    ( xuntil6(s413)
    | ~ spl0_1283 ),
    inference(avatar_component_clause,[],[f6904]) ).

fof(f6908,definition,
    ( spl0_1284
  <=> until5(s414) ),
    introduced(definition,[new_symbols(definition,[spl0_1284])],[avatar_definition]) ).

fof(f6910,plain,
    ( until5(s414)
    | ~ spl0_1284 ),
    inference(avatar_component_clause,[],[f6908]) ).

fof(f6911,plain,
    ( spl0_1283
    | spl0_1284 ),
    inference(avatar_split_clause,[],[f6902,f6908,f6904]) ).

fof(f6912,plain,
    ( until5(s415)
    | xuntil6(s414) ),
    inference(resolution,[],[f888,f939]) ).

fof(f6914,definition,
    ( spl0_1285
  <=> xuntil6(s414) ),
    introduced(definition,[new_symbols(definition,[spl0_1285])],[avatar_definition]) ).

fof(f6916,plain,
    ( xuntil6(s414)
    | ~ spl0_1285 ),
    inference(avatar_component_clause,[],[f6914]) ).

fof(f6918,definition,
    ( spl0_1286
  <=> until5(s415) ),
    introduced(definition,[new_symbols(definition,[spl0_1286])],[avatar_definition]) ).

fof(f6920,plain,
    ( until5(s415)
    | ~ spl0_1286 ),
    inference(avatar_component_clause,[],[f6918]) ).

fof(f6921,plain,
    ( spl0_1285
    | spl0_1286 ),
    inference(avatar_split_clause,[],[f6912,f6918,f6914]) ).

fof(f6922,plain,
    ( until5(s416)
    | xuntil6(s415) ),
    inference(resolution,[],[f889,f939]) ).

fof(f6924,definition,
    ( spl0_1287
  <=> xuntil6(s415) ),
    introduced(definition,[new_symbols(definition,[spl0_1287])],[avatar_definition]) ).

fof(f6926,plain,
    ( xuntil6(s415)
    | ~ spl0_1287 ),
    inference(avatar_component_clause,[],[f6924]) ).

fof(f6928,definition,
    ( spl0_1288
  <=> until5(s416) ),
    introduced(definition,[new_symbols(definition,[spl0_1288])],[avatar_definition]) ).

fof(f6930,plain,
    ( until5(s416)
    | ~ spl0_1288 ),
    inference(avatar_component_clause,[],[f6928]) ).

fof(f6931,plain,
    ( spl0_1287
    | spl0_1288 ),
    inference(avatar_split_clause,[],[f6922,f6928,f6924]) ).

fof(f6932,plain,
    ( until5(s417)
    | xuntil6(s416) ),
    inference(resolution,[],[f890,f939]) ).

fof(f6934,definition,
    ( spl0_1289
  <=> xuntil6(s416) ),
    introduced(definition,[new_symbols(definition,[spl0_1289])],[avatar_definition]) ).

fof(f6936,plain,
    ( xuntil6(s416)
    | ~ spl0_1289 ),
    inference(avatar_component_clause,[],[f6934]) ).

fof(f6938,definition,
    ( spl0_1290
  <=> until5(s417) ),
    introduced(definition,[new_symbols(definition,[spl0_1290])],[avatar_definition]) ).

fof(f6940,plain,
    ( until5(s417)
    | ~ spl0_1290 ),
    inference(avatar_component_clause,[],[f6938]) ).

fof(f6941,plain,
    ( spl0_1289
    | spl0_1290 ),
    inference(avatar_split_clause,[],[f6932,f6938,f6934]) ).

fof(f6942,plain,
    ( until5(s418)
    | xuntil6(s417) ),
    inference(resolution,[],[f891,f939]) ).

fof(f6944,definition,
    ( spl0_1291
  <=> xuntil6(s417) ),
    introduced(definition,[new_symbols(definition,[spl0_1291])],[avatar_definition]) ).

fof(f6946,plain,
    ( xuntil6(s417)
    | ~ spl0_1291 ),
    inference(avatar_component_clause,[],[f6944]) ).

fof(f6948,definition,
    ( spl0_1292
  <=> until5(s418) ),
    introduced(definition,[new_symbols(definition,[spl0_1292])],[avatar_definition]) ).

fof(f6950,plain,
    ( until5(s418)
    | ~ spl0_1292 ),
    inference(avatar_component_clause,[],[f6948]) ).

fof(f6951,plain,
    ( spl0_1291
    | spl0_1292 ),
    inference(avatar_split_clause,[],[f6942,f6948,f6944]) ).

fof(f6952,plain,
    ( until5(s419)
    | xuntil6(s418) ),
    inference(resolution,[],[f892,f939]) ).

fof(f6954,definition,
    ( spl0_1293
  <=> xuntil6(s418) ),
    introduced(definition,[new_symbols(definition,[spl0_1293])],[avatar_definition]) ).

fof(f6956,plain,
    ( xuntil6(s418)
    | ~ spl0_1293 ),
    inference(avatar_component_clause,[],[f6954]) ).

fof(f6958,definition,
    ( spl0_1294
  <=> until5(s419) ),
    introduced(definition,[new_symbols(definition,[spl0_1294])],[avatar_definition]) ).

fof(f6960,plain,
    ( until5(s419)
    | ~ spl0_1294 ),
    inference(avatar_component_clause,[],[f6958]) ).

fof(f6961,plain,
    ( spl0_1293
    | spl0_1294 ),
    inference(avatar_split_clause,[],[f6952,f6958,f6954]) ).

fof(f6962,plain,
    ( until5(s420)
    | xuntil6(s419) ),
    inference(resolution,[],[f893,f939]) ).

fof(f6964,definition,
    ( spl0_1295
  <=> xuntil6(s419) ),
    introduced(definition,[new_symbols(definition,[spl0_1295])],[avatar_definition]) ).

fof(f6966,plain,
    ( xuntil6(s419)
    | ~ spl0_1295 ),
    inference(avatar_component_clause,[],[f6964]) ).

fof(f6968,definition,
    ( spl0_1296
  <=> until5(s420) ),
    introduced(definition,[new_symbols(definition,[spl0_1296])],[avatar_definition]) ).

fof(f6970,plain,
    ( until5(s420)
    | ~ spl0_1296 ),
    inference(avatar_component_clause,[],[f6968]) ).

fof(f6971,plain,
    ( spl0_1295
    | spl0_1296 ),
    inference(avatar_split_clause,[],[f6962,f6968,f6964]) ).

fof(f6972,plain,
    ( until5(s421)
    | xuntil6(s420) ),
    inference(resolution,[],[f894,f939]) ).

fof(f6974,definition,
    ( spl0_1297
  <=> xuntil6(s420) ),
    introduced(definition,[new_symbols(definition,[spl0_1297])],[avatar_definition]) ).

fof(f6976,plain,
    ( xuntil6(s420)
    | ~ spl0_1297 ),
    inference(avatar_component_clause,[],[f6974]) ).

fof(f6978,definition,
    ( spl0_1298
  <=> until5(s421) ),
    introduced(definition,[new_symbols(definition,[spl0_1298])],[avatar_definition]) ).

fof(f6980,plain,
    ( until5(s421)
    | ~ spl0_1298 ),
    inference(avatar_component_clause,[],[f6978]) ).

fof(f6981,plain,
    ( spl0_1297
    | spl0_1298 ),
    inference(avatar_split_clause,[],[f6972,f6978,f6974]) ).

fof(f6982,plain,
    ( until5(s422)
    | xuntil6(s421) ),
    inference(resolution,[],[f895,f939]) ).

fof(f6984,definition,
    ( spl0_1299
  <=> xuntil6(s421) ),
    introduced(definition,[new_symbols(definition,[spl0_1299])],[avatar_definition]) ).

fof(f6986,plain,
    ( xuntil6(s421)
    | ~ spl0_1299 ),
    inference(avatar_component_clause,[],[f6984]) ).

fof(f6988,definition,
    ( spl0_1300
  <=> until5(s422) ),
    introduced(definition,[new_symbols(definition,[spl0_1300])],[avatar_definition]) ).

fof(f6990,plain,
    ( until5(s422)
    | ~ spl0_1300 ),
    inference(avatar_component_clause,[],[f6988]) ).

fof(f6991,plain,
    ( spl0_1299
    | spl0_1300 ),
    inference(avatar_split_clause,[],[f6982,f6988,f6984]) ).

fof(f6992,plain,
    ( until5(s423)
    | xuntil6(s422) ),
    inference(resolution,[],[f896,f939]) ).

fof(f6994,definition,
    ( spl0_1301
  <=> xuntil6(s422) ),
    introduced(definition,[new_symbols(definition,[spl0_1301])],[avatar_definition]) ).

fof(f6996,plain,
    ( xuntil6(s422)
    | ~ spl0_1301 ),
    inference(avatar_component_clause,[],[f6994]) ).

fof(f6998,definition,
    ( spl0_1302
  <=> until5(s423) ),
    introduced(definition,[new_symbols(definition,[spl0_1302])],[avatar_definition]) ).

fof(f7000,plain,
    ( until5(s423)
    | ~ spl0_1302 ),
    inference(avatar_component_clause,[],[f6998]) ).

fof(f7001,plain,
    ( spl0_1301
    | spl0_1302 ),
    inference(avatar_split_clause,[],[f6992,f6998,f6994]) ).

fof(f7002,plain,
    ( until5(s424)
    | xuntil6(s423) ),
    inference(resolution,[],[f897,f939]) ).

fof(f7004,definition,
    ( spl0_1303
  <=> xuntil6(s423) ),
    introduced(definition,[new_symbols(definition,[spl0_1303])],[avatar_definition]) ).

fof(f7006,plain,
    ( xuntil6(s423)
    | ~ spl0_1303 ),
    inference(avatar_component_clause,[],[f7004]) ).

fof(f7008,definition,
    ( spl0_1304
  <=> until5(s424) ),
    introduced(definition,[new_symbols(definition,[spl0_1304])],[avatar_definition]) ).

fof(f7010,plain,
    ( until5(s424)
    | ~ spl0_1304 ),
    inference(avatar_component_clause,[],[f7008]) ).

fof(f7011,plain,
    ( spl0_1303
    | spl0_1304 ),
    inference(avatar_split_clause,[],[f7002,f7008,f7004]) ).

fof(f7012,plain,
    ( until5(s425)
    | xuntil6(s424) ),
    inference(resolution,[],[f898,f939]) ).

fof(f7014,definition,
    ( spl0_1305
  <=> xuntil6(s424) ),
    introduced(definition,[new_symbols(definition,[spl0_1305])],[avatar_definition]) ).

fof(f7016,plain,
    ( xuntil6(s424)
    | ~ spl0_1305 ),
    inference(avatar_component_clause,[],[f7014]) ).

fof(f7018,definition,
    ( spl0_1306
  <=> until5(s425) ),
    introduced(definition,[new_symbols(definition,[spl0_1306])],[avatar_definition]) ).

fof(f7020,plain,
    ( until5(s425)
    | ~ spl0_1306 ),
    inference(avatar_component_clause,[],[f7018]) ).

fof(f7021,plain,
    ( spl0_1305
    | spl0_1306 ),
    inference(avatar_split_clause,[],[f7012,f7018,f7014]) ).

fof(f7022,plain,
    ( until5(s426)
    | xuntil6(s425) ),
    inference(resolution,[],[f899,f939]) ).

fof(f7024,definition,
    ( spl0_1307
  <=> xuntil6(s425) ),
    introduced(definition,[new_symbols(definition,[spl0_1307])],[avatar_definition]) ).

fof(f7026,plain,
    ( xuntil6(s425)
    | ~ spl0_1307 ),
    inference(avatar_component_clause,[],[f7024]) ).

fof(f7028,definition,
    ( spl0_1308
  <=> until5(s426) ),
    introduced(definition,[new_symbols(definition,[spl0_1308])],[avatar_definition]) ).

fof(f7030,plain,
    ( until5(s426)
    | ~ spl0_1308 ),
    inference(avatar_component_clause,[],[f7028]) ).

fof(f7031,plain,
    ( spl0_1307
    | spl0_1308 ),
    inference(avatar_split_clause,[],[f7022,f7028,f7024]) ).

fof(f7032,plain,
    ( until5(s427)
    | xuntil6(s426) ),
    inference(resolution,[],[f900,f939]) ).

fof(f7034,definition,
    ( spl0_1309
  <=> xuntil6(s426) ),
    introduced(definition,[new_symbols(definition,[spl0_1309])],[avatar_definition]) ).

fof(f7036,plain,
    ( xuntil6(s426)
    | ~ spl0_1309 ),
    inference(avatar_component_clause,[],[f7034]) ).

fof(f7038,definition,
    ( spl0_1310
  <=> until5(s427) ),
    introduced(definition,[new_symbols(definition,[spl0_1310])],[avatar_definition]) ).

fof(f7040,plain,
    ( until5(s427)
    | ~ spl0_1310 ),
    inference(avatar_component_clause,[],[f7038]) ).

fof(f7041,plain,
    ( spl0_1309
    | spl0_1310 ),
    inference(avatar_split_clause,[],[f7032,f7038,f7034]) ).

fof(f7042,plain,
    ( until5(s428)
    | xuntil6(s427) ),
    inference(resolution,[],[f901,f939]) ).

fof(f7044,definition,
    ( spl0_1311
  <=> xuntil6(s427) ),
    introduced(definition,[new_symbols(definition,[spl0_1311])],[avatar_definition]) ).

fof(f7046,plain,
    ( xuntil6(s427)
    | ~ spl0_1311 ),
    inference(avatar_component_clause,[],[f7044]) ).

fof(f7048,definition,
    ( spl0_1312
  <=> until5(s428) ),
    introduced(definition,[new_symbols(definition,[spl0_1312])],[avatar_definition]) ).

fof(f7050,plain,
    ( until5(s428)
    | ~ spl0_1312 ),
    inference(avatar_component_clause,[],[f7048]) ).

fof(f7051,plain,
    ( spl0_1311
    | spl0_1312 ),
    inference(avatar_split_clause,[],[f7042,f7048,f7044]) ).

fof(f7052,plain,
    ( until5(s429)
    | xuntil6(s428) ),
    inference(resolution,[],[f902,f939]) ).

fof(f7054,definition,
    ( spl0_1313
  <=> xuntil6(s428) ),
    introduced(definition,[new_symbols(definition,[spl0_1313])],[avatar_definition]) ).

fof(f7056,plain,
    ( xuntil6(s428)
    | ~ spl0_1313 ),
    inference(avatar_component_clause,[],[f7054]) ).

fof(f7058,definition,
    ( spl0_1314
  <=> until5(s429) ),
    introduced(definition,[new_symbols(definition,[spl0_1314])],[avatar_definition]) ).

fof(f7060,plain,
    ( until5(s429)
    | ~ spl0_1314 ),
    inference(avatar_component_clause,[],[f7058]) ).

fof(f7061,plain,
    ( spl0_1313
    | spl0_1314 ),
    inference(avatar_split_clause,[],[f7052,f7058,f7054]) ).

fof(f7062,plain,
    ( until5(s430)
    | xuntil6(s429) ),
    inference(resolution,[],[f903,f939]) ).

fof(f7064,definition,
    ( spl0_1315
  <=> xuntil6(s429) ),
    introduced(definition,[new_symbols(definition,[spl0_1315])],[avatar_definition]) ).

fof(f7066,plain,
    ( xuntil6(s429)
    | ~ spl0_1315 ),
    inference(avatar_component_clause,[],[f7064]) ).

fof(f7068,definition,
    ( spl0_1316
  <=> until5(s430) ),
    introduced(definition,[new_symbols(definition,[spl0_1316])],[avatar_definition]) ).

fof(f7070,plain,
    ( until5(s430)
    | ~ spl0_1316 ),
    inference(avatar_component_clause,[],[f7068]) ).

fof(f7071,plain,
    ( spl0_1315
    | spl0_1316 ),
    inference(avatar_split_clause,[],[f7062,f7068,f7064]) ).

fof(f7072,plain,
    ( until5(s431)
    | xuntil6(s430) ),
    inference(resolution,[],[f904,f939]) ).

fof(f7074,definition,
    ( spl0_1317
  <=> xuntil6(s430) ),
    introduced(definition,[new_symbols(definition,[spl0_1317])],[avatar_definition]) ).

fof(f7076,plain,
    ( xuntil6(s430)
    | ~ spl0_1317 ),
    inference(avatar_component_clause,[],[f7074]) ).

fof(f7078,definition,
    ( spl0_1318
  <=> until5(s431) ),
    introduced(definition,[new_symbols(definition,[spl0_1318])],[avatar_definition]) ).

fof(f7080,plain,
    ( until5(s431)
    | ~ spl0_1318 ),
    inference(avatar_component_clause,[],[f7078]) ).

fof(f7081,plain,
    ( spl0_1317
    | spl0_1318 ),
    inference(avatar_split_clause,[],[f7072,f7078,f7074]) ).

fof(f7082,plain,
    ( until5(s432)
    | xuntil6(s431) ),
    inference(resolution,[],[f905,f939]) ).

fof(f7084,definition,
    ( spl0_1319
  <=> xuntil6(s431) ),
    introduced(definition,[new_symbols(definition,[spl0_1319])],[avatar_definition]) ).

fof(f7086,plain,
    ( xuntil6(s431)
    | ~ spl0_1319 ),
    inference(avatar_component_clause,[],[f7084]) ).

fof(f7088,definition,
    ( spl0_1320
  <=> until5(s432) ),
    introduced(definition,[new_symbols(definition,[spl0_1320])],[avatar_definition]) ).

fof(f7090,plain,
    ( until5(s432)
    | ~ spl0_1320 ),
    inference(avatar_component_clause,[],[f7088]) ).

fof(f7091,plain,
    ( spl0_1319
    | spl0_1320 ),
    inference(avatar_split_clause,[],[f7082,f7088,f7084]) ).

fof(f7092,plain,
    ( until5(s433)
    | xuntil6(s432) ),
    inference(resolution,[],[f906,f939]) ).

fof(f7094,definition,
    ( spl0_1321
  <=> xuntil6(s432) ),
    introduced(definition,[new_symbols(definition,[spl0_1321])],[avatar_definition]) ).

fof(f7096,plain,
    ( xuntil6(s432)
    | ~ spl0_1321 ),
    inference(avatar_component_clause,[],[f7094]) ).

fof(f7098,definition,
    ( spl0_1322
  <=> until5(s433) ),
    introduced(definition,[new_symbols(definition,[spl0_1322])],[avatar_definition]) ).

fof(f7100,plain,
    ( until5(s433)
    | ~ spl0_1322 ),
    inference(avatar_component_clause,[],[f7098]) ).

fof(f7101,plain,
    ( spl0_1321
    | spl0_1322 ),
    inference(avatar_split_clause,[],[f7092,f7098,f7094]) ).

fof(f7102,plain,
    ( until5(s434)
    | xuntil6(s433) ),
    inference(resolution,[],[f907,f939]) ).

fof(f7104,definition,
    ( spl0_1323
  <=> xuntil6(s433) ),
    introduced(definition,[new_symbols(definition,[spl0_1323])],[avatar_definition]) ).

fof(f7106,plain,
    ( xuntil6(s433)
    | ~ spl0_1323 ),
    inference(avatar_component_clause,[],[f7104]) ).

fof(f7108,definition,
    ( spl0_1324
  <=> until5(s434) ),
    introduced(definition,[new_symbols(definition,[spl0_1324])],[avatar_definition]) ).

fof(f7110,plain,
    ( until5(s434)
    | ~ spl0_1324 ),
    inference(avatar_component_clause,[],[f7108]) ).

fof(f7111,plain,
    ( spl0_1323
    | spl0_1324 ),
    inference(avatar_split_clause,[],[f7102,f7108,f7104]) ).

fof(f7112,plain,
    ( until5(s435)
    | xuntil6(s434) ),
    inference(resolution,[],[f908,f939]) ).

fof(f7114,definition,
    ( spl0_1325
  <=> xuntil6(s434) ),
    introduced(definition,[new_symbols(definition,[spl0_1325])],[avatar_definition]) ).

fof(f7116,plain,
    ( xuntil6(s434)
    | ~ spl0_1325 ),
    inference(avatar_component_clause,[],[f7114]) ).

fof(f7118,definition,
    ( spl0_1326
  <=> until5(s435) ),
    introduced(definition,[new_symbols(definition,[spl0_1326])],[avatar_definition]) ).

fof(f7120,plain,
    ( until5(s435)
    | ~ spl0_1326 ),
    inference(avatar_component_clause,[],[f7118]) ).

fof(f7121,plain,
    ( spl0_1325
    | spl0_1326 ),
    inference(avatar_split_clause,[],[f7112,f7118,f7114]) ).

fof(f7122,plain,
    ( until5(s436)
    | xuntil6(s435) ),
    inference(resolution,[],[f909,f939]) ).

fof(f7124,definition,
    ( spl0_1327
  <=> xuntil6(s435) ),
    introduced(definition,[new_symbols(definition,[spl0_1327])],[avatar_definition]) ).

fof(f7126,plain,
    ( xuntil6(s435)
    | ~ spl0_1327 ),
    inference(avatar_component_clause,[],[f7124]) ).

fof(f7128,definition,
    ( spl0_1328
  <=> until5(s436) ),
    introduced(definition,[new_symbols(definition,[spl0_1328])],[avatar_definition]) ).

fof(f7130,plain,
    ( until5(s436)
    | ~ spl0_1328 ),
    inference(avatar_component_clause,[],[f7128]) ).

fof(f7131,plain,
    ( spl0_1327
    | spl0_1328 ),
    inference(avatar_split_clause,[],[f7122,f7128,f7124]) ).

fof(f7132,plain,
    ( until5(s437)
    | xuntil6(s436) ),
    inference(resolution,[],[f910,f939]) ).

fof(f7134,definition,
    ( spl0_1329
  <=> xuntil6(s436) ),
    introduced(definition,[new_symbols(definition,[spl0_1329])],[avatar_definition]) ).

fof(f7136,plain,
    ( xuntil6(s436)
    | ~ spl0_1329 ),
    inference(avatar_component_clause,[],[f7134]) ).

fof(f7138,definition,
    ( spl0_1330
  <=> until5(s437) ),
    introduced(definition,[new_symbols(definition,[spl0_1330])],[avatar_definition]) ).

fof(f7140,plain,
    ( until5(s437)
    | ~ spl0_1330 ),
    inference(avatar_component_clause,[],[f7138]) ).

fof(f7141,plain,
    ( spl0_1329
    | spl0_1330 ),
    inference(avatar_split_clause,[],[f7132,f7138,f7134]) ).

fof(f7142,plain,
    ( until5(s438)
    | xuntil6(s437) ),
    inference(resolution,[],[f911,f939]) ).

fof(f7144,definition,
    ( spl0_1331
  <=> xuntil6(s437) ),
    introduced(definition,[new_symbols(definition,[spl0_1331])],[avatar_definition]) ).

fof(f7146,plain,
    ( xuntil6(s437)
    | ~ spl0_1331 ),
    inference(avatar_component_clause,[],[f7144]) ).

fof(f7148,definition,
    ( spl0_1332
  <=> until5(s438) ),
    introduced(definition,[new_symbols(definition,[spl0_1332])],[avatar_definition]) ).

fof(f7150,plain,
    ( until5(s438)
    | ~ spl0_1332 ),
    inference(avatar_component_clause,[],[f7148]) ).

fof(f7151,plain,
    ( spl0_1331
    | spl0_1332 ),
    inference(avatar_split_clause,[],[f7142,f7148,f7144]) ).

fof(f7152,plain,
    ( until5(s439)
    | xuntil6(s438) ),
    inference(resolution,[],[f912,f939]) ).

fof(f7154,definition,
    ( spl0_1333
  <=> xuntil6(s438) ),
    introduced(definition,[new_symbols(definition,[spl0_1333])],[avatar_definition]) ).

fof(f7156,plain,
    ( xuntil6(s438)
    | ~ spl0_1333 ),
    inference(avatar_component_clause,[],[f7154]) ).

fof(f7158,definition,
    ( spl0_1334
  <=> until5(s439) ),
    introduced(definition,[new_symbols(definition,[spl0_1334])],[avatar_definition]) ).

fof(f7160,plain,
    ( until5(s439)
    | ~ spl0_1334 ),
    inference(avatar_component_clause,[],[f7158]) ).

fof(f7161,plain,
    ( spl0_1333
    | spl0_1334 ),
    inference(avatar_split_clause,[],[f7152,f7158,f7154]) ).

fof(f7162,plain,
    ( until5(s440)
    | xuntil6(s439) ),
    inference(resolution,[],[f913,f939]) ).

fof(f7164,definition,
    ( spl0_1335
  <=> xuntil6(s439) ),
    introduced(definition,[new_symbols(definition,[spl0_1335])],[avatar_definition]) ).

fof(f7166,plain,
    ( xuntil6(s439)
    | ~ spl0_1335 ),
    inference(avatar_component_clause,[],[f7164]) ).

fof(f7168,definition,
    ( spl0_1336
  <=> until5(s440) ),
    introduced(definition,[new_symbols(definition,[spl0_1336])],[avatar_definition]) ).

fof(f7170,plain,
    ( until5(s440)
    | ~ spl0_1336 ),
    inference(avatar_component_clause,[],[f7168]) ).

fof(f7171,plain,
    ( spl0_1335
    | spl0_1336 ),
    inference(avatar_split_clause,[],[f7162,f7168,f7164]) ).

fof(f7172,plain,
    ( until5(s441)
    | xuntil6(s440) ),
    inference(resolution,[],[f914,f939]) ).

fof(f7174,definition,
    ( spl0_1337
  <=> xuntil6(s440) ),
    introduced(definition,[new_symbols(definition,[spl0_1337])],[avatar_definition]) ).

fof(f7176,plain,
    ( xuntil6(s440)
    | ~ spl0_1337 ),
    inference(avatar_component_clause,[],[f7174]) ).

fof(f7178,definition,
    ( spl0_1338
  <=> until5(s441) ),
    introduced(definition,[new_symbols(definition,[spl0_1338])],[avatar_definition]) ).

fof(f7180,plain,
    ( until5(s441)
    | ~ spl0_1338 ),
    inference(avatar_component_clause,[],[f7178]) ).

fof(f7181,plain,
    ( spl0_1337
    | spl0_1338 ),
    inference(avatar_split_clause,[],[f7172,f7178,f7174]) ).

fof(f7182,plain,
    ( until5(s442)
    | xuntil6(s441) ),
    inference(resolution,[],[f915,f939]) ).

fof(f7184,definition,
    ( spl0_1339
  <=> xuntil6(s441) ),
    introduced(definition,[new_symbols(definition,[spl0_1339])],[avatar_definition]) ).

fof(f7186,plain,
    ( xuntil6(s441)
    | ~ spl0_1339 ),
    inference(avatar_component_clause,[],[f7184]) ).

fof(f7188,definition,
    ( spl0_1340
  <=> until5(s442) ),
    introduced(definition,[new_symbols(definition,[spl0_1340])],[avatar_definition]) ).

fof(f7190,plain,
    ( until5(s442)
    | ~ spl0_1340 ),
    inference(avatar_component_clause,[],[f7188]) ).

fof(f7191,plain,
    ( spl0_1339
    | spl0_1340 ),
    inference(avatar_split_clause,[],[f7182,f7188,f7184]) ).

fof(f7192,plain,
    ( until5(s443)
    | xuntil6(s442) ),
    inference(resolution,[],[f916,f939]) ).

fof(f7194,definition,
    ( spl0_1341
  <=> xuntil6(s442) ),
    introduced(definition,[new_symbols(definition,[spl0_1341])],[avatar_definition]) ).

fof(f7196,plain,
    ( xuntil6(s442)
    | ~ spl0_1341 ),
    inference(avatar_component_clause,[],[f7194]) ).

fof(f7198,definition,
    ( spl0_1342
  <=> until5(s443) ),
    introduced(definition,[new_symbols(definition,[spl0_1342])],[avatar_definition]) ).

fof(f7200,plain,
    ( until5(s443)
    | ~ spl0_1342 ),
    inference(avatar_component_clause,[],[f7198]) ).

fof(f7201,plain,
    ( spl0_1341
    | spl0_1342 ),
    inference(avatar_split_clause,[],[f7192,f7198,f7194]) ).

fof(f7202,plain,
    ( until5(s444)
    | xuntil6(s443) ),
    inference(resolution,[],[f917,f939]) ).

fof(f7204,definition,
    ( spl0_1343
  <=> xuntil6(s443) ),
    introduced(definition,[new_symbols(definition,[spl0_1343])],[avatar_definition]) ).

fof(f7206,plain,
    ( xuntil6(s443)
    | ~ spl0_1343 ),
    inference(avatar_component_clause,[],[f7204]) ).

fof(f7208,definition,
    ( spl0_1344
  <=> until5(s444) ),
    introduced(definition,[new_symbols(definition,[spl0_1344])],[avatar_definition]) ).

fof(f7210,plain,
    ( until5(s444)
    | ~ spl0_1344 ),
    inference(avatar_component_clause,[],[f7208]) ).

fof(f7211,plain,
    ( spl0_1343
    | spl0_1344 ),
    inference(avatar_split_clause,[],[f7202,f7208,f7204]) ).

fof(f7212,plain,
    ( until5(s445)
    | xuntil6(s444) ),
    inference(resolution,[],[f918,f939]) ).

fof(f7214,definition,
    ( spl0_1345
  <=> xuntil6(s444) ),
    introduced(definition,[new_symbols(definition,[spl0_1345])],[avatar_definition]) ).

fof(f7216,plain,
    ( xuntil6(s444)
    | ~ spl0_1345 ),
    inference(avatar_component_clause,[],[f7214]) ).

fof(f7218,definition,
    ( spl0_1346
  <=> until5(s445) ),
    introduced(definition,[new_symbols(definition,[spl0_1346])],[avatar_definition]) ).

fof(f7220,plain,
    ( until5(s445)
    | ~ spl0_1346 ),
    inference(avatar_component_clause,[],[f7218]) ).

fof(f7221,plain,
    ( spl0_1345
    | spl0_1346 ),
    inference(avatar_split_clause,[],[f7212,f7218,f7214]) ).

fof(f7222,plain,
    ( until5(s446)
    | xuntil6(s445) ),
    inference(resolution,[],[f919,f939]) ).

fof(f7224,definition,
    ( spl0_1347
  <=> xuntil6(s445) ),
    introduced(definition,[new_symbols(definition,[spl0_1347])],[avatar_definition]) ).

fof(f7226,plain,
    ( xuntil6(s445)
    | ~ spl0_1347 ),
    inference(avatar_component_clause,[],[f7224]) ).

fof(f7228,definition,
    ( spl0_1348
  <=> until5(s446) ),
    introduced(definition,[new_symbols(definition,[spl0_1348])],[avatar_definition]) ).

fof(f7230,plain,
    ( until5(s446)
    | ~ spl0_1348 ),
    inference(avatar_component_clause,[],[f7228]) ).

fof(f7231,plain,
    ( spl0_1347
    | spl0_1348 ),
    inference(avatar_split_clause,[],[f7222,f7228,f7224]) ).

fof(f7232,plain,
    ( until5(s447)
    | xuntil6(s446) ),
    inference(resolution,[],[f920,f939]) ).

fof(f7234,definition,
    ( spl0_1349
  <=> xuntil6(s446) ),
    introduced(definition,[new_symbols(definition,[spl0_1349])],[avatar_definition]) ).

fof(f7236,plain,
    ( xuntil6(s446)
    | ~ spl0_1349 ),
    inference(avatar_component_clause,[],[f7234]) ).

fof(f7238,definition,
    ( spl0_1350
  <=> until5(s447) ),
    introduced(definition,[new_symbols(definition,[spl0_1350])],[avatar_definition]) ).

fof(f7240,plain,
    ( until5(s447)
    | ~ spl0_1350 ),
    inference(avatar_component_clause,[],[f7238]) ).

fof(f7241,plain,
    ( spl0_1349
    | spl0_1350 ),
    inference(avatar_split_clause,[],[f7232,f7238,f7234]) ).

fof(f7242,plain,
    ( until5(s448)
    | xuntil6(s447) ),
    inference(resolution,[],[f921,f939]) ).

fof(f7244,definition,
    ( spl0_1351
  <=> xuntil6(s447) ),
    introduced(definition,[new_symbols(definition,[spl0_1351])],[avatar_definition]) ).

fof(f7246,plain,
    ( xuntil6(s447)
    | ~ spl0_1351 ),
    inference(avatar_component_clause,[],[f7244]) ).

fof(f7248,definition,
    ( spl0_1352
  <=> until5(s448) ),
    introduced(definition,[new_symbols(definition,[spl0_1352])],[avatar_definition]) ).

fof(f7250,plain,
    ( until5(s448)
    | ~ spl0_1352 ),
    inference(avatar_component_clause,[],[f7248]) ).

fof(f7251,plain,
    ( spl0_1351
    | spl0_1352 ),
    inference(avatar_split_clause,[],[f7242,f7248,f7244]) ).

fof(f7252,plain,
    ( until5(s449)
    | xuntil6(s448) ),
    inference(resolution,[],[f922,f939]) ).

fof(f7254,definition,
    ( spl0_1353
  <=> xuntil6(s448) ),
    introduced(definition,[new_symbols(definition,[spl0_1353])],[avatar_definition]) ).

fof(f7256,plain,
    ( xuntil6(s448)
    | ~ spl0_1353 ),
    inference(avatar_component_clause,[],[f7254]) ).

fof(f7258,definition,
    ( spl0_1354
  <=> until5(s449) ),
    introduced(definition,[new_symbols(definition,[spl0_1354])],[avatar_definition]) ).

fof(f7260,plain,
    ( until5(s449)
    | ~ spl0_1354 ),
    inference(avatar_component_clause,[],[f7258]) ).

fof(f7261,plain,
    ( spl0_1353
    | spl0_1354 ),
    inference(avatar_split_clause,[],[f7252,f7258,f7254]) ).

fof(f7262,plain,
    ! [X0,X1] :
      ( ~ m_main_v_state(X1,c_busy)
      | m_main_v_request(X0)
      | m_main_v_state(X0,c_ready)
      | trans(X0,X1) ),
    inference(resolution,[],[f930,f932]) ).

fof(f7264,plain,
    ! [X0,X1] :
      ( m_main_v_state(X0,c_ready)
      | trans(X0,X1)
      | m_main_v_request(X0)
      | always3(X1) ),
    inference(resolution,[],[f7262,f933]) ).

fof(f7266,plain,
    ! [X0,X1] :
      ( ~ m_main_v_state(X0,c_busy)
      | m_main_v_request(X0)
      | always3(X1)
      | trans(X0,X1) ),
    inference(resolution,[],[f7264,f925]) ).

fof(f7269,definition,
    ( spl0_1355
  <=> m_main_v_request(s0) ),
    introduced(definition,[new_symbols(definition,[spl0_1355])],[avatar_definition]) ).

fof(f7271,plain,
    ( m_main_v_request(s0)
    | ~ spl0_1355 ),
    inference(avatar_component_clause,[],[f7269]) ).

fof(f7287,plain,
    ( node4(s0)
    | ~ spl0_1355 ),
    inference(resolution,[],[f7271,f936]) ).

fof(f7290,plain,
    ( spl0_454
    | ~ spl0_1355 ),
    inference(avatar_split_clause,[],[f7287,f7269,f2759]) ).

fof(f7291,plain,
    ( ~ xuntil6(s1)
    | ~ node4(s1)
    | ~ spl0_458 ),
    inference(resolution,[],[f2780,f938]) ).

fof(f7292,plain,
    ( ~ node4(s1)
    | ~ spl0_458
    | ~ spl0_459 ),
    inference(forward_subsumption_resolution,[],[f7291,f2786]) ).

fof(f7294,plain,
    ! [X0,X1] :
      ( m_main_v_request(X0)
      | always3(X1)
      | trans(X0,X1)
      | always3(X0) ),
    inference(resolution,[],[f7266,f933]) ).

fof(f7295,plain,
    ! [X0,X1] :
      ( trans(X0,X1)
      | m_main_v_request(X0)
      | always3(X0) ),
    inference(forward_subsumption_resolution,[],[f7294,f934]) ).

fof(f7300,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_453 ),
    inference(resolution,[],[f7295,f2755]) ).

fof(f7301,plain,
    ! [X0,X1] :
      ( succ(X0,X1)
      | always3(X0)
      | m_main_v_request(X0) ),
    inference(resolution,[],[f7295,f923]) ).

fof(f7303,definition,
    ( spl0_1358
  <=> always3(s449) ),
    introduced(definition,[new_symbols(definition,[spl0_1358])],[avatar_definition]) ).

fof(f7304,plain,
    ( ~ always3(s449)
    | spl0_1358 ),
    inference(avatar_component_clause,[],[f7303]) ).

fof(f7305,plain,
    ( always3(s449)
    | ~ spl0_1358 ),
    inference(avatar_component_clause,[],[f7303]) ).

fof(f7307,definition,
    ( spl0_1359
  <=> m_main_v_request(s449) ),
    introduced(definition,[new_symbols(definition,[spl0_1359])],[avatar_definition]) ).

fof(f7309,plain,
    ( m_main_v_request(s449)
    | ~ spl0_1359 ),
    inference(avatar_component_clause,[],[f7307]) ).

fof(f7310,plain,
    ( spl0_1358
    | spl0_1359
    | spl0_453 ),
    inference(avatar_split_clause,[],[f7300,f2753,f7307,f7303]) ).

fof(f7311,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_4 ),
    inference(resolution,[],[f959,f7295]) ).

fof(f7312,plain,
    ( spl0_1358
    | spl0_1359
    | spl0_4 ),
    inference(avatar_split_clause,[],[f7311,f957,f7307,f7303]) ).

fof(f7314,plain,
    ( ! [X0] :
        ( trans(X0,s449)
        | always3(X0) )
    | ~ spl0_1358 ),
    inference(resolution,[],[f7305,f934]) ).

fof(f7315,plain,
    ( node4(s449)
    | ~ spl0_1358 ),
    inference(resolution,[],[f7305,f937]) ).

fof(f7316,plain,
    ( ! [X0] :
        ( succ(X0,s449)
        | always3(X0) )
    | ~ spl0_1358 ),
    inference(resolution,[],[f7314,f923]) ).

fof(f7332,plain,
    ( always3(s448)
    | ~ spl0_1358 ),
    inference(resolution,[],[f7316,f922]) ).

fof(f7337,plain,
    ( ! [X0] :
        ( trans(X0,s448)
        | always3(X0) )
    | ~ spl0_1358 ),
    inference(resolution,[],[f7332,f934]) ).

fof(f7341,plain,
    ( ! [X0] :
        ( succ(X0,s448)
        | always3(X0) )
    | ~ spl0_1358 ),
    inference(resolution,[],[f7337,f923]) ).

fof(f7342,plain,
    ( always3(s447)
    | ~ spl0_1358 ),
    inference(resolution,[],[f7341,f921]) ).

fof(f7349,plain,
    ( always3(s0)
    | m_main_v_request(s0) ),
    inference(resolution,[],[f7301,f474]) ).

fof(f7350,plain,
    ( always3(s1)
    | m_main_v_request(s1) ),
    inference(resolution,[],[f7301,f475]) ).

fof(f7351,plain,
    ( always3(s2)
    | m_main_v_request(s2) ),
    inference(resolution,[],[f7301,f476]) ).

fof(f7352,plain,
    ( always3(s3)
    | m_main_v_request(s3) ),
    inference(resolution,[],[f7301,f477]) ).

fof(f7353,plain,
    ( always3(s4)
    | m_main_v_request(s4) ),
    inference(resolution,[],[f7301,f478]) ).

fof(f7354,plain,
    ( always3(s5)
    | m_main_v_request(s5) ),
    inference(resolution,[],[f7301,f479]) ).

fof(f7355,plain,
    ( always3(s6)
    | m_main_v_request(s6) ),
    inference(resolution,[],[f7301,f480]) ).

fof(f7356,plain,
    ( always3(s7)
    | m_main_v_request(s7) ),
    inference(resolution,[],[f7301,f481]) ).

fof(f7357,plain,
    ( always3(s8)
    | m_main_v_request(s8) ),
    inference(resolution,[],[f7301,f482]) ).

fof(f7358,plain,
    ( always3(s9)
    | m_main_v_request(s9) ),
    inference(resolution,[],[f7301,f483]) ).

fof(f7359,plain,
    ( always3(s10)
    | m_main_v_request(s10) ),
    inference(resolution,[],[f7301,f484]) ).

fof(f7360,plain,
    ( always3(s11)
    | m_main_v_request(s11) ),
    inference(resolution,[],[f7301,f485]) ).

fof(f7361,plain,
    ( always3(s12)
    | m_main_v_request(s12) ),
    inference(resolution,[],[f7301,f486]) ).

fof(f7362,plain,
    ( always3(s13)
    | m_main_v_request(s13) ),
    inference(resolution,[],[f7301,f487]) ).

fof(f7363,plain,
    ( always3(s14)
    | m_main_v_request(s14) ),
    inference(resolution,[],[f7301,f488]) ).

fof(f7364,plain,
    ( always3(s15)
    | m_main_v_request(s15) ),
    inference(resolution,[],[f7301,f489]) ).

fof(f7365,plain,
    ( always3(s16)
    | m_main_v_request(s16) ),
    inference(resolution,[],[f7301,f490]) ).

fof(f7366,plain,
    ( always3(s17)
    | m_main_v_request(s17) ),
    inference(resolution,[],[f7301,f491]) ).

fof(f7367,plain,
    ( always3(s18)
    | m_main_v_request(s18) ),
    inference(resolution,[],[f7301,f492]) ).

fof(f7368,plain,
    ( always3(s19)
    | m_main_v_request(s19) ),
    inference(resolution,[],[f7301,f493]) ).

fof(f7369,plain,
    ( always3(s20)
    | m_main_v_request(s20) ),
    inference(resolution,[],[f7301,f494]) ).

fof(f7370,plain,
    ( always3(s21)
    | m_main_v_request(s21) ),
    inference(resolution,[],[f7301,f495]) ).

fof(f7371,plain,
    ( always3(s22)
    | m_main_v_request(s22) ),
    inference(resolution,[],[f7301,f496]) ).

fof(f7372,plain,
    ( always3(s23)
    | m_main_v_request(s23) ),
    inference(resolution,[],[f7301,f497]) ).

fof(f7373,plain,
    ( always3(s24)
    | m_main_v_request(s24) ),
    inference(resolution,[],[f7301,f498]) ).

fof(f7374,plain,
    ( always3(s25)
    | m_main_v_request(s25) ),
    inference(resolution,[],[f7301,f499]) ).

fof(f7375,plain,
    ( always3(s26)
    | m_main_v_request(s26) ),
    inference(resolution,[],[f7301,f500]) ).

fof(f7376,plain,
    ( always3(s27)
    | m_main_v_request(s27) ),
    inference(resolution,[],[f7301,f501]) ).

fof(f7377,plain,
    ( always3(s28)
    | m_main_v_request(s28) ),
    inference(resolution,[],[f7301,f502]) ).

fof(f7378,plain,
    ( always3(s29)
    | m_main_v_request(s29) ),
    inference(resolution,[],[f7301,f503]) ).

fof(f7379,plain,
    ( always3(s30)
    | m_main_v_request(s30) ),
    inference(resolution,[],[f7301,f504]) ).

fof(f7380,plain,
    ( always3(s31)
    | m_main_v_request(s31) ),
    inference(resolution,[],[f7301,f505]) ).

fof(f7381,plain,
    ( always3(s32)
    | m_main_v_request(s32) ),
    inference(resolution,[],[f7301,f506]) ).

fof(f7382,plain,
    ( always3(s33)
    | m_main_v_request(s33) ),
    inference(resolution,[],[f7301,f507]) ).

fof(f7383,plain,
    ( always3(s34)
    | m_main_v_request(s34) ),
    inference(resolution,[],[f7301,f508]) ).

fof(f7384,plain,
    ( always3(s35)
    | m_main_v_request(s35) ),
    inference(resolution,[],[f7301,f509]) ).

fof(f7385,plain,
    ( always3(s36)
    | m_main_v_request(s36) ),
    inference(resolution,[],[f7301,f510]) ).

fof(f7386,plain,
    ( always3(s37)
    | m_main_v_request(s37) ),
    inference(resolution,[],[f7301,f511]) ).

fof(f7387,plain,
    ( always3(s38)
    | m_main_v_request(s38) ),
    inference(resolution,[],[f7301,f512]) ).

fof(f7388,plain,
    ( always3(s39)
    | m_main_v_request(s39) ),
    inference(resolution,[],[f7301,f513]) ).

fof(f7389,plain,
    ( always3(s40)
    | m_main_v_request(s40) ),
    inference(resolution,[],[f7301,f514]) ).

fof(f7390,plain,
    ( always3(s41)
    | m_main_v_request(s41) ),
    inference(resolution,[],[f7301,f515]) ).

fof(f7391,plain,
    ( always3(s42)
    | m_main_v_request(s42) ),
    inference(resolution,[],[f7301,f516]) ).

fof(f7392,plain,
    ( always3(s43)
    | m_main_v_request(s43) ),
    inference(resolution,[],[f7301,f517]) ).

fof(f7393,plain,
    ( always3(s44)
    | m_main_v_request(s44) ),
    inference(resolution,[],[f7301,f518]) ).

fof(f7394,plain,
    ( always3(s45)
    | m_main_v_request(s45) ),
    inference(resolution,[],[f7301,f519]) ).

fof(f7395,plain,
    ( always3(s46)
    | m_main_v_request(s46) ),
    inference(resolution,[],[f7301,f520]) ).

fof(f7396,plain,
    ( always3(s47)
    | m_main_v_request(s47) ),
    inference(resolution,[],[f7301,f521]) ).

fof(f7397,plain,
    ( always3(s48)
    | m_main_v_request(s48) ),
    inference(resolution,[],[f7301,f522]) ).

fof(f7398,plain,
    ( always3(s49)
    | m_main_v_request(s49) ),
    inference(resolution,[],[f7301,f523]) ).

fof(f7399,plain,
    ( always3(s50)
    | m_main_v_request(s50) ),
    inference(resolution,[],[f7301,f524]) ).

fof(f7400,plain,
    ( always3(s51)
    | m_main_v_request(s51) ),
    inference(resolution,[],[f7301,f525]) ).

fof(f7401,plain,
    ( always3(s52)
    | m_main_v_request(s52) ),
    inference(resolution,[],[f7301,f526]) ).

fof(f7402,plain,
    ( always3(s53)
    | m_main_v_request(s53) ),
    inference(resolution,[],[f7301,f527]) ).

fof(f7403,plain,
    ( always3(s54)
    | m_main_v_request(s54) ),
    inference(resolution,[],[f7301,f528]) ).

fof(f7404,plain,
    ( always3(s55)
    | m_main_v_request(s55) ),
    inference(resolution,[],[f7301,f529]) ).

fof(f7405,plain,
    ( always3(s56)
    | m_main_v_request(s56) ),
    inference(resolution,[],[f7301,f530]) ).

fof(f7406,plain,
    ( always3(s57)
    | m_main_v_request(s57) ),
    inference(resolution,[],[f7301,f531]) ).

fof(f7407,plain,
    ( always3(s58)
    | m_main_v_request(s58) ),
    inference(resolution,[],[f7301,f532]) ).

fof(f7408,plain,
    ( always3(s59)
    | m_main_v_request(s59) ),
    inference(resolution,[],[f7301,f533]) ).

fof(f7409,plain,
    ( always3(s60)
    | m_main_v_request(s60) ),
    inference(resolution,[],[f7301,f534]) ).

fof(f7410,plain,
    ( always3(s61)
    | m_main_v_request(s61) ),
    inference(resolution,[],[f7301,f535]) ).

fof(f7411,plain,
    ( always3(s62)
    | m_main_v_request(s62) ),
    inference(resolution,[],[f7301,f536]) ).

fof(f7412,plain,
    ( always3(s63)
    | m_main_v_request(s63) ),
    inference(resolution,[],[f7301,f537]) ).

fof(f7413,plain,
    ( always3(s64)
    | m_main_v_request(s64) ),
    inference(resolution,[],[f7301,f538]) ).

fof(f7414,plain,
    ( always3(s65)
    | m_main_v_request(s65) ),
    inference(resolution,[],[f7301,f539]) ).

fof(f7415,plain,
    ( always3(s66)
    | m_main_v_request(s66) ),
    inference(resolution,[],[f7301,f540]) ).

fof(f7416,plain,
    ( always3(s67)
    | m_main_v_request(s67) ),
    inference(resolution,[],[f7301,f541]) ).

fof(f7417,plain,
    ( always3(s68)
    | m_main_v_request(s68) ),
    inference(resolution,[],[f7301,f542]) ).

fof(f7418,plain,
    ( always3(s69)
    | m_main_v_request(s69) ),
    inference(resolution,[],[f7301,f543]) ).

fof(f7419,plain,
    ( always3(s70)
    | m_main_v_request(s70) ),
    inference(resolution,[],[f7301,f544]) ).

fof(f7420,plain,
    ( always3(s71)
    | m_main_v_request(s71) ),
    inference(resolution,[],[f7301,f545]) ).

fof(f7421,plain,
    ( always3(s72)
    | m_main_v_request(s72) ),
    inference(resolution,[],[f7301,f546]) ).

fof(f7422,plain,
    ( always3(s73)
    | m_main_v_request(s73) ),
    inference(resolution,[],[f7301,f547]) ).

fof(f7423,plain,
    ( always3(s74)
    | m_main_v_request(s74) ),
    inference(resolution,[],[f7301,f548]) ).

fof(f7424,plain,
    ( always3(s75)
    | m_main_v_request(s75) ),
    inference(resolution,[],[f7301,f549]) ).

fof(f7425,plain,
    ( always3(s76)
    | m_main_v_request(s76) ),
    inference(resolution,[],[f7301,f550]) ).

fof(f7426,plain,
    ( always3(s77)
    | m_main_v_request(s77) ),
    inference(resolution,[],[f7301,f551]) ).

fof(f7427,plain,
    ( always3(s78)
    | m_main_v_request(s78) ),
    inference(resolution,[],[f7301,f552]) ).

fof(f7428,plain,
    ( always3(s79)
    | m_main_v_request(s79) ),
    inference(resolution,[],[f7301,f553]) ).

fof(f7429,plain,
    ( always3(s80)
    | m_main_v_request(s80) ),
    inference(resolution,[],[f7301,f554]) ).

fof(f7430,plain,
    ( always3(s81)
    | m_main_v_request(s81) ),
    inference(resolution,[],[f7301,f555]) ).

fof(f7431,plain,
    ( always3(s82)
    | m_main_v_request(s82) ),
    inference(resolution,[],[f7301,f556]) ).

fof(f7432,plain,
    ( always3(s83)
    | m_main_v_request(s83) ),
    inference(resolution,[],[f7301,f557]) ).

fof(f7433,plain,
    ( always3(s84)
    | m_main_v_request(s84) ),
    inference(resolution,[],[f7301,f558]) ).

fof(f7434,plain,
    ( always3(s85)
    | m_main_v_request(s85) ),
    inference(resolution,[],[f7301,f559]) ).

fof(f7435,plain,
    ( always3(s86)
    | m_main_v_request(s86) ),
    inference(resolution,[],[f7301,f560]) ).

fof(f7436,plain,
    ( always3(s87)
    | m_main_v_request(s87) ),
    inference(resolution,[],[f7301,f561]) ).

fof(f7437,plain,
    ( always3(s88)
    | m_main_v_request(s88) ),
    inference(resolution,[],[f7301,f562]) ).

fof(f7438,plain,
    ( always3(s89)
    | m_main_v_request(s89) ),
    inference(resolution,[],[f7301,f563]) ).

fof(f7439,plain,
    ( always3(s90)
    | m_main_v_request(s90) ),
    inference(resolution,[],[f7301,f564]) ).

fof(f7440,plain,
    ( always3(s91)
    | m_main_v_request(s91) ),
    inference(resolution,[],[f7301,f565]) ).

fof(f7441,plain,
    ( always3(s92)
    | m_main_v_request(s92) ),
    inference(resolution,[],[f7301,f566]) ).

fof(f7442,plain,
    ( always3(s93)
    | m_main_v_request(s93) ),
    inference(resolution,[],[f7301,f567]) ).

fof(f7443,plain,
    ( always3(s94)
    | m_main_v_request(s94) ),
    inference(resolution,[],[f7301,f568]) ).

fof(f7444,plain,
    ( always3(s95)
    | m_main_v_request(s95) ),
    inference(resolution,[],[f7301,f569]) ).

fof(f7445,plain,
    ( always3(s96)
    | m_main_v_request(s96) ),
    inference(resolution,[],[f7301,f570]) ).

fof(f7446,plain,
    ( always3(s97)
    | m_main_v_request(s97) ),
    inference(resolution,[],[f7301,f571]) ).

fof(f7447,plain,
    ( always3(s98)
    | m_main_v_request(s98) ),
    inference(resolution,[],[f7301,f572]) ).

fof(f7448,plain,
    ( always3(s99)
    | m_main_v_request(s99) ),
    inference(resolution,[],[f7301,f573]) ).

fof(f7449,plain,
    ( always3(s100)
    | m_main_v_request(s100) ),
    inference(resolution,[],[f7301,f574]) ).

fof(f7450,plain,
    ( always3(s101)
    | m_main_v_request(s101) ),
    inference(resolution,[],[f7301,f575]) ).

fof(f7451,plain,
    ( always3(s102)
    | m_main_v_request(s102) ),
    inference(resolution,[],[f7301,f576]) ).

fof(f7452,plain,
    ( always3(s103)
    | m_main_v_request(s103) ),
    inference(resolution,[],[f7301,f577]) ).

fof(f7453,plain,
    ( always3(s104)
    | m_main_v_request(s104) ),
    inference(resolution,[],[f7301,f578]) ).

fof(f7454,plain,
    ( always3(s105)
    | m_main_v_request(s105) ),
    inference(resolution,[],[f7301,f579]) ).

fof(f7455,plain,
    ( always3(s106)
    | m_main_v_request(s106) ),
    inference(resolution,[],[f7301,f580]) ).

fof(f7456,plain,
    ( always3(s107)
    | m_main_v_request(s107) ),
    inference(resolution,[],[f7301,f581]) ).

fof(f7457,plain,
    ( always3(s108)
    | m_main_v_request(s108) ),
    inference(resolution,[],[f7301,f582]) ).

fof(f7458,plain,
    ( always3(s109)
    | m_main_v_request(s109) ),
    inference(resolution,[],[f7301,f583]) ).

fof(f7459,plain,
    ( always3(s110)
    | m_main_v_request(s110) ),
    inference(resolution,[],[f7301,f584]) ).

fof(f7460,plain,
    ( always3(s111)
    | m_main_v_request(s111) ),
    inference(resolution,[],[f7301,f585]) ).

fof(f7461,plain,
    ( always3(s112)
    | m_main_v_request(s112) ),
    inference(resolution,[],[f7301,f586]) ).

fof(f7462,plain,
    ( always3(s113)
    | m_main_v_request(s113) ),
    inference(resolution,[],[f7301,f587]) ).

fof(f7463,plain,
    ( always3(s114)
    | m_main_v_request(s114) ),
    inference(resolution,[],[f7301,f588]) ).

fof(f7464,plain,
    ( always3(s115)
    | m_main_v_request(s115) ),
    inference(resolution,[],[f7301,f589]) ).

fof(f7465,plain,
    ( always3(s116)
    | m_main_v_request(s116) ),
    inference(resolution,[],[f7301,f590]) ).

fof(f7466,plain,
    ( always3(s117)
    | m_main_v_request(s117) ),
    inference(resolution,[],[f7301,f591]) ).

fof(f7467,plain,
    ( always3(s118)
    | m_main_v_request(s118) ),
    inference(resolution,[],[f7301,f592]) ).

fof(f7468,plain,
    ( always3(s119)
    | m_main_v_request(s119) ),
    inference(resolution,[],[f7301,f593]) ).

fof(f7469,plain,
    ( always3(s120)
    | m_main_v_request(s120) ),
    inference(resolution,[],[f7301,f594]) ).

fof(f7470,plain,
    ( always3(s121)
    | m_main_v_request(s121) ),
    inference(resolution,[],[f7301,f595]) ).

fof(f7471,plain,
    ( always3(s122)
    | m_main_v_request(s122) ),
    inference(resolution,[],[f7301,f596]) ).

fof(f7472,plain,
    ( always3(s123)
    | m_main_v_request(s123) ),
    inference(resolution,[],[f7301,f597]) ).

fof(f7473,plain,
    ( always3(s124)
    | m_main_v_request(s124) ),
    inference(resolution,[],[f7301,f598]) ).

fof(f7474,plain,
    ( always3(s125)
    | m_main_v_request(s125) ),
    inference(resolution,[],[f7301,f599]) ).

fof(f7475,plain,
    ( always3(s126)
    | m_main_v_request(s126) ),
    inference(resolution,[],[f7301,f600]) ).

fof(f7476,plain,
    ( always3(s127)
    | m_main_v_request(s127) ),
    inference(resolution,[],[f7301,f601]) ).

fof(f7477,plain,
    ( always3(s128)
    | m_main_v_request(s128) ),
    inference(resolution,[],[f7301,f602]) ).

fof(f7478,plain,
    ( always3(s129)
    | m_main_v_request(s129) ),
    inference(resolution,[],[f7301,f603]) ).

fof(f7479,plain,
    ( always3(s130)
    | m_main_v_request(s130) ),
    inference(resolution,[],[f7301,f604]) ).

fof(f7480,plain,
    ( always3(s131)
    | m_main_v_request(s131) ),
    inference(resolution,[],[f7301,f605]) ).

fof(f7481,plain,
    ( always3(s132)
    | m_main_v_request(s132) ),
    inference(resolution,[],[f7301,f606]) ).

fof(f7482,plain,
    ( always3(s133)
    | m_main_v_request(s133) ),
    inference(resolution,[],[f7301,f607]) ).

fof(f7483,plain,
    ( always3(s134)
    | m_main_v_request(s134) ),
    inference(resolution,[],[f7301,f608]) ).

fof(f7484,plain,
    ( always3(s135)
    | m_main_v_request(s135) ),
    inference(resolution,[],[f7301,f609]) ).

fof(f7485,plain,
    ( always3(s136)
    | m_main_v_request(s136) ),
    inference(resolution,[],[f7301,f610]) ).

fof(f7486,plain,
    ( always3(s137)
    | m_main_v_request(s137) ),
    inference(resolution,[],[f7301,f611]) ).

fof(f7487,plain,
    ( always3(s138)
    | m_main_v_request(s138) ),
    inference(resolution,[],[f7301,f612]) ).

fof(f7488,plain,
    ( always3(s139)
    | m_main_v_request(s139) ),
    inference(resolution,[],[f7301,f613]) ).

fof(f7489,plain,
    ( always3(s140)
    | m_main_v_request(s140) ),
    inference(resolution,[],[f7301,f614]) ).

fof(f7490,plain,
    ( always3(s141)
    | m_main_v_request(s141) ),
    inference(resolution,[],[f7301,f615]) ).

fof(f7491,plain,
    ( always3(s142)
    | m_main_v_request(s142) ),
    inference(resolution,[],[f7301,f616]) ).

fof(f7492,plain,
    ( always3(s143)
    | m_main_v_request(s143) ),
    inference(resolution,[],[f7301,f617]) ).

fof(f7493,plain,
    ( always3(s144)
    | m_main_v_request(s144) ),
    inference(resolution,[],[f7301,f618]) ).

fof(f7494,plain,
    ( always3(s145)
    | m_main_v_request(s145) ),
    inference(resolution,[],[f7301,f619]) ).

fof(f7495,plain,
    ( always3(s146)
    | m_main_v_request(s146) ),
    inference(resolution,[],[f7301,f620]) ).

fof(f7496,plain,
    ( always3(s147)
    | m_main_v_request(s147) ),
    inference(resolution,[],[f7301,f621]) ).

fof(f7497,plain,
    ( always3(s148)
    | m_main_v_request(s148) ),
    inference(resolution,[],[f7301,f622]) ).

fof(f7498,plain,
    ( always3(s149)
    | m_main_v_request(s149) ),
    inference(resolution,[],[f7301,f623]) ).

fof(f7499,plain,
    ( always3(s150)
    | m_main_v_request(s150) ),
    inference(resolution,[],[f7301,f624]) ).

fof(f7500,plain,
    ( always3(s151)
    | m_main_v_request(s151) ),
    inference(resolution,[],[f7301,f625]) ).

fof(f7501,plain,
    ( always3(s152)
    | m_main_v_request(s152) ),
    inference(resolution,[],[f7301,f626]) ).

fof(f7502,plain,
    ( always3(s153)
    | m_main_v_request(s153) ),
    inference(resolution,[],[f7301,f627]) ).

fof(f7503,plain,
    ( always3(s154)
    | m_main_v_request(s154) ),
    inference(resolution,[],[f7301,f628]) ).

fof(f7504,plain,
    ( always3(s155)
    | m_main_v_request(s155) ),
    inference(resolution,[],[f7301,f629]) ).

fof(f7505,plain,
    ( always3(s156)
    | m_main_v_request(s156) ),
    inference(resolution,[],[f7301,f630]) ).

fof(f7506,plain,
    ( always3(s157)
    | m_main_v_request(s157) ),
    inference(resolution,[],[f7301,f631]) ).

fof(f7507,plain,
    ( always3(s158)
    | m_main_v_request(s158) ),
    inference(resolution,[],[f7301,f632]) ).

fof(f7508,plain,
    ( always3(s159)
    | m_main_v_request(s159) ),
    inference(resolution,[],[f7301,f633]) ).

fof(f7509,plain,
    ( always3(s160)
    | m_main_v_request(s160) ),
    inference(resolution,[],[f7301,f634]) ).

fof(f7510,plain,
    ( always3(s161)
    | m_main_v_request(s161) ),
    inference(resolution,[],[f7301,f635]) ).

fof(f7511,plain,
    ( always3(s162)
    | m_main_v_request(s162) ),
    inference(resolution,[],[f7301,f636]) ).

fof(f7512,plain,
    ( always3(s163)
    | m_main_v_request(s163) ),
    inference(resolution,[],[f7301,f637]) ).

fof(f7513,plain,
    ( always3(s164)
    | m_main_v_request(s164) ),
    inference(resolution,[],[f7301,f638]) ).

fof(f7514,plain,
    ( always3(s165)
    | m_main_v_request(s165) ),
    inference(resolution,[],[f7301,f639]) ).

fof(f7515,plain,
    ( always3(s166)
    | m_main_v_request(s166) ),
    inference(resolution,[],[f7301,f640]) ).

fof(f7516,plain,
    ( always3(s167)
    | m_main_v_request(s167) ),
    inference(resolution,[],[f7301,f641]) ).

fof(f7517,plain,
    ( always3(s168)
    | m_main_v_request(s168) ),
    inference(resolution,[],[f7301,f642]) ).

fof(f7518,plain,
    ( always3(s169)
    | m_main_v_request(s169) ),
    inference(resolution,[],[f7301,f643]) ).

fof(f7519,plain,
    ( always3(s170)
    | m_main_v_request(s170) ),
    inference(resolution,[],[f7301,f644]) ).

fof(f7520,plain,
    ( always3(s171)
    | m_main_v_request(s171) ),
    inference(resolution,[],[f7301,f645]) ).

fof(f7521,plain,
    ( always3(s172)
    | m_main_v_request(s172) ),
    inference(resolution,[],[f7301,f646]) ).

fof(f7522,plain,
    ( always3(s173)
    | m_main_v_request(s173) ),
    inference(resolution,[],[f7301,f647]) ).

fof(f7523,plain,
    ( always3(s174)
    | m_main_v_request(s174) ),
    inference(resolution,[],[f7301,f648]) ).

fof(f7524,plain,
    ( always3(s175)
    | m_main_v_request(s175) ),
    inference(resolution,[],[f7301,f649]) ).

fof(f7525,plain,
    ( always3(s176)
    | m_main_v_request(s176) ),
    inference(resolution,[],[f7301,f650]) ).

fof(f7526,plain,
    ( always3(s177)
    | m_main_v_request(s177) ),
    inference(resolution,[],[f7301,f651]) ).

fof(f7527,plain,
    ( always3(s178)
    | m_main_v_request(s178) ),
    inference(resolution,[],[f7301,f652]) ).

fof(f7528,plain,
    ( always3(s179)
    | m_main_v_request(s179) ),
    inference(resolution,[],[f7301,f653]) ).

fof(f7529,plain,
    ( always3(s180)
    | m_main_v_request(s180) ),
    inference(resolution,[],[f7301,f654]) ).

fof(f7530,plain,
    ( always3(s181)
    | m_main_v_request(s181) ),
    inference(resolution,[],[f7301,f655]) ).

fof(f7531,plain,
    ( always3(s182)
    | m_main_v_request(s182) ),
    inference(resolution,[],[f7301,f656]) ).

fof(f7532,plain,
    ( always3(s183)
    | m_main_v_request(s183) ),
    inference(resolution,[],[f7301,f657]) ).

fof(f7533,plain,
    ( always3(s184)
    | m_main_v_request(s184) ),
    inference(resolution,[],[f7301,f658]) ).

fof(f7534,plain,
    ( always3(s185)
    | m_main_v_request(s185) ),
    inference(resolution,[],[f7301,f659]) ).

fof(f7535,plain,
    ( always3(s186)
    | m_main_v_request(s186) ),
    inference(resolution,[],[f7301,f660]) ).

fof(f7536,plain,
    ( always3(s187)
    | m_main_v_request(s187) ),
    inference(resolution,[],[f7301,f661]) ).

fof(f7537,plain,
    ( always3(s188)
    | m_main_v_request(s188) ),
    inference(resolution,[],[f7301,f662]) ).

fof(f7538,plain,
    ( always3(s189)
    | m_main_v_request(s189) ),
    inference(resolution,[],[f7301,f663]) ).

fof(f7539,plain,
    ( always3(s190)
    | m_main_v_request(s190) ),
    inference(resolution,[],[f7301,f664]) ).

fof(f7540,plain,
    ( always3(s191)
    | m_main_v_request(s191) ),
    inference(resolution,[],[f7301,f665]) ).

fof(f7541,plain,
    ( always3(s192)
    | m_main_v_request(s192) ),
    inference(resolution,[],[f7301,f666]) ).

fof(f7542,plain,
    ( always3(s193)
    | m_main_v_request(s193) ),
    inference(resolution,[],[f7301,f667]) ).

fof(f7543,plain,
    ( always3(s194)
    | m_main_v_request(s194) ),
    inference(resolution,[],[f7301,f668]) ).

fof(f7544,plain,
    ( always3(s195)
    | m_main_v_request(s195) ),
    inference(resolution,[],[f7301,f669]) ).

fof(f7545,plain,
    ( always3(s196)
    | m_main_v_request(s196) ),
    inference(resolution,[],[f7301,f670]) ).

fof(f7546,plain,
    ( always3(s197)
    | m_main_v_request(s197) ),
    inference(resolution,[],[f7301,f671]) ).

fof(f7547,plain,
    ( always3(s198)
    | m_main_v_request(s198) ),
    inference(resolution,[],[f7301,f672]) ).

fof(f7548,plain,
    ( always3(s199)
    | m_main_v_request(s199) ),
    inference(resolution,[],[f7301,f673]) ).

fof(f7549,plain,
    ( always3(s200)
    | m_main_v_request(s200) ),
    inference(resolution,[],[f7301,f674]) ).

fof(f7550,plain,
    ( always3(s201)
    | m_main_v_request(s201) ),
    inference(resolution,[],[f7301,f675]) ).

fof(f7551,plain,
    ( always3(s202)
    | m_main_v_request(s202) ),
    inference(resolution,[],[f7301,f676]) ).

fof(f7552,plain,
    ( always3(s203)
    | m_main_v_request(s203) ),
    inference(resolution,[],[f7301,f677]) ).

fof(f7553,plain,
    ( always3(s204)
    | m_main_v_request(s204) ),
    inference(resolution,[],[f7301,f678]) ).

fof(f7554,plain,
    ( always3(s205)
    | m_main_v_request(s205) ),
    inference(resolution,[],[f7301,f679]) ).

fof(f7555,plain,
    ( always3(s206)
    | m_main_v_request(s206) ),
    inference(resolution,[],[f7301,f680]) ).

fof(f7556,plain,
    ( always3(s207)
    | m_main_v_request(s207) ),
    inference(resolution,[],[f7301,f681]) ).

fof(f7557,plain,
    ( always3(s208)
    | m_main_v_request(s208) ),
    inference(resolution,[],[f7301,f682]) ).

fof(f7558,plain,
    ( always3(s209)
    | m_main_v_request(s209) ),
    inference(resolution,[],[f7301,f683]) ).

fof(f7559,plain,
    ( always3(s210)
    | m_main_v_request(s210) ),
    inference(resolution,[],[f7301,f684]) ).

fof(f7560,plain,
    ( always3(s211)
    | m_main_v_request(s211) ),
    inference(resolution,[],[f7301,f685]) ).

fof(f7561,plain,
    ( always3(s212)
    | m_main_v_request(s212) ),
    inference(resolution,[],[f7301,f686]) ).

fof(f7562,plain,
    ( always3(s213)
    | m_main_v_request(s213) ),
    inference(resolution,[],[f7301,f687]) ).

fof(f7563,plain,
    ( always3(s214)
    | m_main_v_request(s214) ),
    inference(resolution,[],[f7301,f688]) ).

fof(f7564,plain,
    ( always3(s215)
    | m_main_v_request(s215) ),
    inference(resolution,[],[f7301,f689]) ).

fof(f7565,plain,
    ( always3(s216)
    | m_main_v_request(s216) ),
    inference(resolution,[],[f7301,f690]) ).

fof(f7566,plain,
    ( always3(s217)
    | m_main_v_request(s217) ),
    inference(resolution,[],[f7301,f691]) ).

fof(f7567,plain,
    ( always3(s218)
    | m_main_v_request(s218) ),
    inference(resolution,[],[f7301,f692]) ).

fof(f7568,plain,
    ( always3(s219)
    | m_main_v_request(s219) ),
    inference(resolution,[],[f7301,f693]) ).

fof(f7569,plain,
    ( always3(s220)
    | m_main_v_request(s220) ),
    inference(resolution,[],[f7301,f694]) ).

fof(f7570,plain,
    ( always3(s221)
    | m_main_v_request(s221) ),
    inference(resolution,[],[f7301,f695]) ).

fof(f7571,plain,
    ( always3(s222)
    | m_main_v_request(s222) ),
    inference(resolution,[],[f7301,f696]) ).

fof(f7572,plain,
    ( always3(s223)
    | m_main_v_request(s223) ),
    inference(resolution,[],[f7301,f697]) ).

fof(f7573,plain,
    ( always3(s224)
    | m_main_v_request(s224) ),
    inference(resolution,[],[f7301,f698]) ).

fof(f7574,plain,
    ( always3(s225)
    | m_main_v_request(s225) ),
    inference(resolution,[],[f7301,f699]) ).

fof(f7575,plain,
    ( always3(s226)
    | m_main_v_request(s226) ),
    inference(resolution,[],[f7301,f700]) ).

fof(f7576,plain,
    ( always3(s227)
    | m_main_v_request(s227) ),
    inference(resolution,[],[f7301,f701]) ).

fof(f7577,plain,
    ( always3(s228)
    | m_main_v_request(s228) ),
    inference(resolution,[],[f7301,f702]) ).

fof(f7578,plain,
    ( always3(s229)
    | m_main_v_request(s229) ),
    inference(resolution,[],[f7301,f703]) ).

fof(f7579,plain,
    ( always3(s230)
    | m_main_v_request(s230) ),
    inference(resolution,[],[f7301,f704]) ).

fof(f7580,plain,
    ( always3(s231)
    | m_main_v_request(s231) ),
    inference(resolution,[],[f7301,f705]) ).

fof(f7581,plain,
    ( always3(s232)
    | m_main_v_request(s232) ),
    inference(resolution,[],[f7301,f706]) ).

fof(f7582,plain,
    ( always3(s233)
    | m_main_v_request(s233) ),
    inference(resolution,[],[f7301,f707]) ).

fof(f7583,plain,
    ( always3(s234)
    | m_main_v_request(s234) ),
    inference(resolution,[],[f7301,f708]) ).

fof(f7584,plain,
    ( always3(s235)
    | m_main_v_request(s235) ),
    inference(resolution,[],[f7301,f709]) ).

fof(f7585,plain,
    ( always3(s236)
    | m_main_v_request(s236) ),
    inference(resolution,[],[f7301,f710]) ).

fof(f7586,plain,
    ( always3(s237)
    | m_main_v_request(s237) ),
    inference(resolution,[],[f7301,f711]) ).

fof(f7587,plain,
    ( always3(s238)
    | m_main_v_request(s238) ),
    inference(resolution,[],[f7301,f712]) ).

fof(f7588,plain,
    ( always3(s239)
    | m_main_v_request(s239) ),
    inference(resolution,[],[f7301,f713]) ).

fof(f7589,plain,
    ( always3(s240)
    | m_main_v_request(s240) ),
    inference(resolution,[],[f7301,f714]) ).

fof(f7590,plain,
    ( always3(s241)
    | m_main_v_request(s241) ),
    inference(resolution,[],[f7301,f715]) ).

fof(f7591,plain,
    ( always3(s242)
    | m_main_v_request(s242) ),
    inference(resolution,[],[f7301,f716]) ).

fof(f7592,plain,
    ( always3(s243)
    | m_main_v_request(s243) ),
    inference(resolution,[],[f7301,f717]) ).

fof(f7593,plain,
    ( always3(s244)
    | m_main_v_request(s244) ),
    inference(resolution,[],[f7301,f718]) ).

fof(f7594,plain,
    ( always3(s245)
    | m_main_v_request(s245) ),
    inference(resolution,[],[f7301,f719]) ).

fof(f7595,plain,
    ( always3(s246)
    | m_main_v_request(s246) ),
    inference(resolution,[],[f7301,f720]) ).

fof(f7596,plain,
    ( always3(s247)
    | m_main_v_request(s247) ),
    inference(resolution,[],[f7301,f721]) ).

fof(f7597,plain,
    ( always3(s248)
    | m_main_v_request(s248) ),
    inference(resolution,[],[f7301,f722]) ).

fof(f7598,plain,
    ( always3(s249)
    | m_main_v_request(s249) ),
    inference(resolution,[],[f7301,f723]) ).

fof(f7599,plain,
    ( always3(s250)
    | m_main_v_request(s250) ),
    inference(resolution,[],[f7301,f724]) ).

fof(f7600,plain,
    ( always3(s251)
    | m_main_v_request(s251) ),
    inference(resolution,[],[f7301,f725]) ).

fof(f7601,plain,
    ( always3(s252)
    | m_main_v_request(s252) ),
    inference(resolution,[],[f7301,f726]) ).

fof(f7602,plain,
    ( always3(s253)
    | m_main_v_request(s253) ),
    inference(resolution,[],[f7301,f727]) ).

fof(f7603,plain,
    ( always3(s254)
    | m_main_v_request(s254) ),
    inference(resolution,[],[f7301,f728]) ).

fof(f7604,plain,
    ( always3(s255)
    | m_main_v_request(s255) ),
    inference(resolution,[],[f7301,f729]) ).

fof(f7605,plain,
    ( always3(s256)
    | m_main_v_request(s256) ),
    inference(resolution,[],[f7301,f730]) ).

fof(f7606,plain,
    ( always3(s257)
    | m_main_v_request(s257) ),
    inference(resolution,[],[f7301,f731]) ).

fof(f7607,plain,
    ( always3(s258)
    | m_main_v_request(s258) ),
    inference(resolution,[],[f7301,f732]) ).

fof(f7608,plain,
    ( always3(s259)
    | m_main_v_request(s259) ),
    inference(resolution,[],[f7301,f733]) ).

fof(f7609,plain,
    ( always3(s260)
    | m_main_v_request(s260) ),
    inference(resolution,[],[f7301,f734]) ).

fof(f7610,plain,
    ( always3(s261)
    | m_main_v_request(s261) ),
    inference(resolution,[],[f7301,f735]) ).

fof(f7611,plain,
    ( always3(s262)
    | m_main_v_request(s262) ),
    inference(resolution,[],[f7301,f736]) ).

fof(f7612,plain,
    ( always3(s263)
    | m_main_v_request(s263) ),
    inference(resolution,[],[f7301,f737]) ).

fof(f7613,plain,
    ( always3(s264)
    | m_main_v_request(s264) ),
    inference(resolution,[],[f7301,f738]) ).

fof(f7614,plain,
    ( always3(s265)
    | m_main_v_request(s265) ),
    inference(resolution,[],[f7301,f739]) ).

fof(f7615,plain,
    ( always3(s266)
    | m_main_v_request(s266) ),
    inference(resolution,[],[f7301,f740]) ).

fof(f7616,plain,
    ( always3(s267)
    | m_main_v_request(s267) ),
    inference(resolution,[],[f7301,f741]) ).

fof(f7617,plain,
    ( always3(s268)
    | m_main_v_request(s268) ),
    inference(resolution,[],[f7301,f742]) ).

fof(f7618,plain,
    ( always3(s269)
    | m_main_v_request(s269) ),
    inference(resolution,[],[f7301,f743]) ).

fof(f7619,plain,
    ( always3(s270)
    | m_main_v_request(s270) ),
    inference(resolution,[],[f7301,f744]) ).

fof(f7620,plain,
    ( always3(s271)
    | m_main_v_request(s271) ),
    inference(resolution,[],[f7301,f745]) ).

fof(f7621,plain,
    ( always3(s272)
    | m_main_v_request(s272) ),
    inference(resolution,[],[f7301,f746]) ).

fof(f7622,plain,
    ( always3(s273)
    | m_main_v_request(s273) ),
    inference(resolution,[],[f7301,f747]) ).

fof(f7623,plain,
    ( always3(s274)
    | m_main_v_request(s274) ),
    inference(resolution,[],[f7301,f748]) ).

fof(f7624,plain,
    ( always3(s275)
    | m_main_v_request(s275) ),
    inference(resolution,[],[f7301,f749]) ).

fof(f7625,plain,
    ( always3(s276)
    | m_main_v_request(s276) ),
    inference(resolution,[],[f7301,f750]) ).

fof(f7626,plain,
    ( always3(s277)
    | m_main_v_request(s277) ),
    inference(resolution,[],[f7301,f751]) ).

fof(f7627,plain,
    ( always3(s278)
    | m_main_v_request(s278) ),
    inference(resolution,[],[f7301,f752]) ).

fof(f7628,plain,
    ( always3(s279)
    | m_main_v_request(s279) ),
    inference(resolution,[],[f7301,f753]) ).

fof(f7629,plain,
    ( always3(s280)
    | m_main_v_request(s280) ),
    inference(resolution,[],[f7301,f754]) ).

fof(f7630,plain,
    ( always3(s281)
    | m_main_v_request(s281) ),
    inference(resolution,[],[f7301,f755]) ).

fof(f7631,plain,
    ( always3(s282)
    | m_main_v_request(s282) ),
    inference(resolution,[],[f7301,f756]) ).

fof(f7632,plain,
    ( always3(s283)
    | m_main_v_request(s283) ),
    inference(resolution,[],[f7301,f757]) ).

fof(f7633,plain,
    ( always3(s284)
    | m_main_v_request(s284) ),
    inference(resolution,[],[f7301,f758]) ).

fof(f7634,plain,
    ( always3(s285)
    | m_main_v_request(s285) ),
    inference(resolution,[],[f7301,f759]) ).

fof(f7635,plain,
    ( always3(s286)
    | m_main_v_request(s286) ),
    inference(resolution,[],[f7301,f760]) ).

fof(f7636,plain,
    ( always3(s287)
    | m_main_v_request(s287) ),
    inference(resolution,[],[f7301,f761]) ).

fof(f7637,plain,
    ( always3(s288)
    | m_main_v_request(s288) ),
    inference(resolution,[],[f7301,f762]) ).

fof(f7638,plain,
    ( always3(s289)
    | m_main_v_request(s289) ),
    inference(resolution,[],[f7301,f763]) ).

fof(f7639,plain,
    ( always3(s290)
    | m_main_v_request(s290) ),
    inference(resolution,[],[f7301,f764]) ).

fof(f7640,plain,
    ( always3(s291)
    | m_main_v_request(s291) ),
    inference(resolution,[],[f7301,f765]) ).

fof(f7641,plain,
    ( always3(s292)
    | m_main_v_request(s292) ),
    inference(resolution,[],[f7301,f766]) ).

fof(f7642,plain,
    ( always3(s293)
    | m_main_v_request(s293) ),
    inference(resolution,[],[f7301,f767]) ).

fof(f7643,plain,
    ( always3(s294)
    | m_main_v_request(s294) ),
    inference(resolution,[],[f7301,f768]) ).

fof(f7644,plain,
    ( always3(s295)
    | m_main_v_request(s295) ),
    inference(resolution,[],[f7301,f769]) ).

fof(f7645,plain,
    ( always3(s296)
    | m_main_v_request(s296) ),
    inference(resolution,[],[f7301,f770]) ).

fof(f7646,plain,
    ( always3(s297)
    | m_main_v_request(s297) ),
    inference(resolution,[],[f7301,f771]) ).

fof(f7647,plain,
    ( always3(s298)
    | m_main_v_request(s298) ),
    inference(resolution,[],[f7301,f772]) ).

fof(f7648,plain,
    ( always3(s299)
    | m_main_v_request(s299) ),
    inference(resolution,[],[f7301,f773]) ).

fof(f7649,plain,
    ( always3(s300)
    | m_main_v_request(s300) ),
    inference(resolution,[],[f7301,f774]) ).

fof(f7650,plain,
    ( always3(s301)
    | m_main_v_request(s301) ),
    inference(resolution,[],[f7301,f775]) ).

fof(f7651,plain,
    ( always3(s302)
    | m_main_v_request(s302) ),
    inference(resolution,[],[f7301,f776]) ).

fof(f7652,plain,
    ( always3(s303)
    | m_main_v_request(s303) ),
    inference(resolution,[],[f7301,f777]) ).

fof(f7653,plain,
    ( always3(s304)
    | m_main_v_request(s304) ),
    inference(resolution,[],[f7301,f778]) ).

fof(f7654,plain,
    ( always3(s305)
    | m_main_v_request(s305) ),
    inference(resolution,[],[f7301,f779]) ).

fof(f7655,plain,
    ( always3(s306)
    | m_main_v_request(s306) ),
    inference(resolution,[],[f7301,f780]) ).

fof(f7656,plain,
    ( always3(s307)
    | m_main_v_request(s307) ),
    inference(resolution,[],[f7301,f781]) ).

fof(f7657,plain,
    ( always3(s308)
    | m_main_v_request(s308) ),
    inference(resolution,[],[f7301,f782]) ).

fof(f7658,plain,
    ( always3(s309)
    | m_main_v_request(s309) ),
    inference(resolution,[],[f7301,f783]) ).

fof(f7659,plain,
    ( always3(s310)
    | m_main_v_request(s310) ),
    inference(resolution,[],[f7301,f784]) ).

fof(f7660,plain,
    ( always3(s311)
    | m_main_v_request(s311) ),
    inference(resolution,[],[f7301,f785]) ).

fof(f7661,plain,
    ( always3(s312)
    | m_main_v_request(s312) ),
    inference(resolution,[],[f7301,f786]) ).

fof(f7662,plain,
    ( always3(s313)
    | m_main_v_request(s313) ),
    inference(resolution,[],[f7301,f787]) ).

fof(f7663,plain,
    ( always3(s314)
    | m_main_v_request(s314) ),
    inference(resolution,[],[f7301,f788]) ).

fof(f7664,plain,
    ( always3(s315)
    | m_main_v_request(s315) ),
    inference(resolution,[],[f7301,f789]) ).

fof(f7665,plain,
    ( always3(s316)
    | m_main_v_request(s316) ),
    inference(resolution,[],[f7301,f790]) ).

fof(f7666,plain,
    ( always3(s317)
    | m_main_v_request(s317) ),
    inference(resolution,[],[f7301,f791]) ).

fof(f7667,plain,
    ( always3(s318)
    | m_main_v_request(s318) ),
    inference(resolution,[],[f7301,f792]) ).

fof(f7668,plain,
    ( always3(s319)
    | m_main_v_request(s319) ),
    inference(resolution,[],[f7301,f793]) ).

fof(f7669,plain,
    ( always3(s320)
    | m_main_v_request(s320) ),
    inference(resolution,[],[f7301,f794]) ).

fof(f7670,plain,
    ( always3(s321)
    | m_main_v_request(s321) ),
    inference(resolution,[],[f7301,f795]) ).

fof(f7671,plain,
    ( always3(s322)
    | m_main_v_request(s322) ),
    inference(resolution,[],[f7301,f796]) ).

fof(f7672,plain,
    ( always3(s323)
    | m_main_v_request(s323) ),
    inference(resolution,[],[f7301,f797]) ).

fof(f7673,plain,
    ( always3(s324)
    | m_main_v_request(s324) ),
    inference(resolution,[],[f7301,f798]) ).

fof(f7674,plain,
    ( always3(s325)
    | m_main_v_request(s325) ),
    inference(resolution,[],[f7301,f799]) ).

fof(f7675,plain,
    ( always3(s326)
    | m_main_v_request(s326) ),
    inference(resolution,[],[f7301,f800]) ).

fof(f7676,plain,
    ( always3(s327)
    | m_main_v_request(s327) ),
    inference(resolution,[],[f7301,f801]) ).

fof(f7677,plain,
    ( always3(s328)
    | m_main_v_request(s328) ),
    inference(resolution,[],[f7301,f802]) ).

fof(f7678,plain,
    ( always3(s329)
    | m_main_v_request(s329) ),
    inference(resolution,[],[f7301,f803]) ).

fof(f7679,plain,
    ( always3(s330)
    | m_main_v_request(s330) ),
    inference(resolution,[],[f7301,f804]) ).

fof(f7680,plain,
    ( always3(s331)
    | m_main_v_request(s331) ),
    inference(resolution,[],[f7301,f805]) ).

fof(f7681,plain,
    ( always3(s332)
    | m_main_v_request(s332) ),
    inference(resolution,[],[f7301,f806]) ).

fof(f7682,plain,
    ( always3(s333)
    | m_main_v_request(s333) ),
    inference(resolution,[],[f7301,f807]) ).

fof(f7683,plain,
    ( always3(s334)
    | m_main_v_request(s334) ),
    inference(resolution,[],[f7301,f808]) ).

fof(f7684,plain,
    ( always3(s335)
    | m_main_v_request(s335) ),
    inference(resolution,[],[f7301,f809]) ).

fof(f7685,plain,
    ( always3(s336)
    | m_main_v_request(s336) ),
    inference(resolution,[],[f7301,f810]) ).

fof(f7686,plain,
    ( always3(s337)
    | m_main_v_request(s337) ),
    inference(resolution,[],[f7301,f811]) ).

fof(f7687,plain,
    ( always3(s338)
    | m_main_v_request(s338) ),
    inference(resolution,[],[f7301,f812]) ).

fof(f7688,plain,
    ( always3(s339)
    | m_main_v_request(s339) ),
    inference(resolution,[],[f7301,f813]) ).

fof(f7689,plain,
    ( always3(s340)
    | m_main_v_request(s340) ),
    inference(resolution,[],[f7301,f814]) ).

fof(f7690,plain,
    ( always3(s341)
    | m_main_v_request(s341) ),
    inference(resolution,[],[f7301,f815]) ).

fof(f7691,plain,
    ( always3(s342)
    | m_main_v_request(s342) ),
    inference(resolution,[],[f7301,f816]) ).

fof(f7692,plain,
    ( always3(s343)
    | m_main_v_request(s343) ),
    inference(resolution,[],[f7301,f817]) ).

fof(f7693,plain,
    ( always3(s344)
    | m_main_v_request(s344) ),
    inference(resolution,[],[f7301,f818]) ).

fof(f7694,plain,
    ( always3(s345)
    | m_main_v_request(s345) ),
    inference(resolution,[],[f7301,f819]) ).

fof(f7695,plain,
    ( always3(s346)
    | m_main_v_request(s346) ),
    inference(resolution,[],[f7301,f820]) ).

fof(f7696,plain,
    ( always3(s347)
    | m_main_v_request(s347) ),
    inference(resolution,[],[f7301,f821]) ).

fof(f7697,plain,
    ( always3(s348)
    | m_main_v_request(s348) ),
    inference(resolution,[],[f7301,f822]) ).

fof(f7698,plain,
    ( always3(s349)
    | m_main_v_request(s349) ),
    inference(resolution,[],[f7301,f823]) ).

fof(f7699,plain,
    ( always3(s350)
    | m_main_v_request(s350) ),
    inference(resolution,[],[f7301,f824]) ).

fof(f7700,plain,
    ( always3(s351)
    | m_main_v_request(s351) ),
    inference(resolution,[],[f7301,f825]) ).

fof(f7701,plain,
    ( always3(s352)
    | m_main_v_request(s352) ),
    inference(resolution,[],[f7301,f826]) ).

fof(f7702,plain,
    ( always3(s353)
    | m_main_v_request(s353) ),
    inference(resolution,[],[f7301,f827]) ).

fof(f7703,plain,
    ( always3(s354)
    | m_main_v_request(s354) ),
    inference(resolution,[],[f7301,f828]) ).

fof(f7704,plain,
    ( always3(s355)
    | m_main_v_request(s355) ),
    inference(resolution,[],[f7301,f829]) ).

fof(f7705,plain,
    ( always3(s356)
    | m_main_v_request(s356) ),
    inference(resolution,[],[f7301,f830]) ).

fof(f7706,plain,
    ( always3(s357)
    | m_main_v_request(s357) ),
    inference(resolution,[],[f7301,f831]) ).

fof(f7707,plain,
    ( always3(s358)
    | m_main_v_request(s358) ),
    inference(resolution,[],[f7301,f832]) ).

fof(f7708,plain,
    ( always3(s359)
    | m_main_v_request(s359) ),
    inference(resolution,[],[f7301,f833]) ).

fof(f7709,plain,
    ( always3(s360)
    | m_main_v_request(s360) ),
    inference(resolution,[],[f7301,f834]) ).

fof(f7710,plain,
    ( always3(s361)
    | m_main_v_request(s361) ),
    inference(resolution,[],[f7301,f835]) ).

fof(f7711,plain,
    ( always3(s362)
    | m_main_v_request(s362) ),
    inference(resolution,[],[f7301,f836]) ).

fof(f7712,plain,
    ( always3(s363)
    | m_main_v_request(s363) ),
    inference(resolution,[],[f7301,f837]) ).

fof(f7713,plain,
    ( always3(s364)
    | m_main_v_request(s364) ),
    inference(resolution,[],[f7301,f838]) ).

fof(f7714,plain,
    ( always3(s365)
    | m_main_v_request(s365) ),
    inference(resolution,[],[f7301,f839]) ).

fof(f7715,plain,
    ( always3(s366)
    | m_main_v_request(s366) ),
    inference(resolution,[],[f7301,f840]) ).

fof(f7716,plain,
    ( always3(s367)
    | m_main_v_request(s367) ),
    inference(resolution,[],[f7301,f841]) ).

fof(f7717,plain,
    ( always3(s368)
    | m_main_v_request(s368) ),
    inference(resolution,[],[f7301,f842]) ).

fof(f7718,plain,
    ( always3(s369)
    | m_main_v_request(s369) ),
    inference(resolution,[],[f7301,f843]) ).

fof(f7719,plain,
    ( always3(s370)
    | m_main_v_request(s370) ),
    inference(resolution,[],[f7301,f844]) ).

fof(f7720,plain,
    ( always3(s371)
    | m_main_v_request(s371) ),
    inference(resolution,[],[f7301,f845]) ).

fof(f7721,plain,
    ( always3(s372)
    | m_main_v_request(s372) ),
    inference(resolution,[],[f7301,f846]) ).

fof(f7722,plain,
    ( always3(s373)
    | m_main_v_request(s373) ),
    inference(resolution,[],[f7301,f847]) ).

fof(f7723,plain,
    ( always3(s374)
    | m_main_v_request(s374) ),
    inference(resolution,[],[f7301,f848]) ).

fof(f7724,plain,
    ( always3(s375)
    | m_main_v_request(s375) ),
    inference(resolution,[],[f7301,f849]) ).

fof(f7725,plain,
    ( always3(s376)
    | m_main_v_request(s376) ),
    inference(resolution,[],[f7301,f850]) ).

fof(f7726,plain,
    ( always3(s377)
    | m_main_v_request(s377) ),
    inference(resolution,[],[f7301,f851]) ).

fof(f7727,plain,
    ( always3(s378)
    | m_main_v_request(s378) ),
    inference(resolution,[],[f7301,f852]) ).

fof(f7728,plain,
    ( always3(s379)
    | m_main_v_request(s379) ),
    inference(resolution,[],[f7301,f853]) ).

fof(f7729,plain,
    ( always3(s380)
    | m_main_v_request(s380) ),
    inference(resolution,[],[f7301,f854]) ).

fof(f7730,plain,
    ( always3(s381)
    | m_main_v_request(s381) ),
    inference(resolution,[],[f7301,f855]) ).

fof(f7731,plain,
    ( always3(s382)
    | m_main_v_request(s382) ),
    inference(resolution,[],[f7301,f856]) ).

fof(f7732,plain,
    ( always3(s383)
    | m_main_v_request(s383) ),
    inference(resolution,[],[f7301,f857]) ).

fof(f7733,plain,
    ( always3(s384)
    | m_main_v_request(s384) ),
    inference(resolution,[],[f7301,f858]) ).

fof(f7734,plain,
    ( always3(s385)
    | m_main_v_request(s385) ),
    inference(resolution,[],[f7301,f859]) ).

fof(f7735,plain,
    ( always3(s386)
    | m_main_v_request(s386) ),
    inference(resolution,[],[f7301,f860]) ).

fof(f7736,plain,
    ( always3(s387)
    | m_main_v_request(s387) ),
    inference(resolution,[],[f7301,f861]) ).

fof(f7737,plain,
    ( always3(s388)
    | m_main_v_request(s388) ),
    inference(resolution,[],[f7301,f862]) ).

fof(f7738,plain,
    ( always3(s389)
    | m_main_v_request(s389) ),
    inference(resolution,[],[f7301,f863]) ).

fof(f7739,plain,
    ( always3(s390)
    | m_main_v_request(s390) ),
    inference(resolution,[],[f7301,f864]) ).

fof(f7740,plain,
    ( always3(s391)
    | m_main_v_request(s391) ),
    inference(resolution,[],[f7301,f865]) ).

fof(f7741,plain,
    ( always3(s392)
    | m_main_v_request(s392) ),
    inference(resolution,[],[f7301,f866]) ).

fof(f7742,plain,
    ( always3(s393)
    | m_main_v_request(s393) ),
    inference(resolution,[],[f7301,f867]) ).

fof(f7743,plain,
    ( always3(s394)
    | m_main_v_request(s394) ),
    inference(resolution,[],[f7301,f868]) ).

fof(f7744,plain,
    ( always3(s395)
    | m_main_v_request(s395) ),
    inference(resolution,[],[f7301,f869]) ).

fof(f7745,plain,
    ( always3(s396)
    | m_main_v_request(s396) ),
    inference(resolution,[],[f7301,f870]) ).

fof(f7746,plain,
    ( always3(s397)
    | m_main_v_request(s397) ),
    inference(resolution,[],[f7301,f871]) ).

fof(f7747,plain,
    ( always3(s398)
    | m_main_v_request(s398) ),
    inference(resolution,[],[f7301,f872]) ).

fof(f7748,plain,
    ( always3(s399)
    | m_main_v_request(s399) ),
    inference(resolution,[],[f7301,f873]) ).

fof(f7749,plain,
    ( always3(s400)
    | m_main_v_request(s400) ),
    inference(resolution,[],[f7301,f874]) ).

fof(f7750,plain,
    ( always3(s401)
    | m_main_v_request(s401) ),
    inference(resolution,[],[f7301,f875]) ).

fof(f7751,plain,
    ( always3(s402)
    | m_main_v_request(s402) ),
    inference(resolution,[],[f7301,f876]) ).

fof(f7752,plain,
    ( always3(s403)
    | m_main_v_request(s403) ),
    inference(resolution,[],[f7301,f877]) ).

fof(f7753,plain,
    ( always3(s404)
    | m_main_v_request(s404) ),
    inference(resolution,[],[f7301,f878]) ).

fof(f7754,plain,
    ( always3(s405)
    | m_main_v_request(s405) ),
    inference(resolution,[],[f7301,f879]) ).

fof(f7755,plain,
    ( always3(s406)
    | m_main_v_request(s406) ),
    inference(resolution,[],[f7301,f880]) ).

fof(f7756,plain,
    ( always3(s407)
    | m_main_v_request(s407) ),
    inference(resolution,[],[f7301,f881]) ).

fof(f7757,plain,
    ( always3(s408)
    | m_main_v_request(s408) ),
    inference(resolution,[],[f7301,f882]) ).

fof(f7758,plain,
    ( always3(s409)
    | m_main_v_request(s409) ),
    inference(resolution,[],[f7301,f883]) ).

fof(f7759,plain,
    ( always3(s410)
    | m_main_v_request(s410) ),
    inference(resolution,[],[f7301,f884]) ).

fof(f7760,plain,
    ( always3(s411)
    | m_main_v_request(s411) ),
    inference(resolution,[],[f7301,f885]) ).

fof(f7761,plain,
    ( always3(s412)
    | m_main_v_request(s412) ),
    inference(resolution,[],[f7301,f886]) ).

fof(f7762,plain,
    ( always3(s413)
    | m_main_v_request(s413) ),
    inference(resolution,[],[f7301,f887]) ).

fof(f7763,plain,
    ( always3(s414)
    | m_main_v_request(s414) ),
    inference(resolution,[],[f7301,f888]) ).

fof(f7764,plain,
    ( always3(s415)
    | m_main_v_request(s415) ),
    inference(resolution,[],[f7301,f889]) ).

fof(f7765,plain,
    ( always3(s416)
    | m_main_v_request(s416) ),
    inference(resolution,[],[f7301,f890]) ).

fof(f7766,plain,
    ( always3(s417)
    | m_main_v_request(s417) ),
    inference(resolution,[],[f7301,f891]) ).

fof(f7767,plain,
    ( always3(s418)
    | m_main_v_request(s418) ),
    inference(resolution,[],[f7301,f892]) ).

fof(f7768,plain,
    ( always3(s419)
    | m_main_v_request(s419) ),
    inference(resolution,[],[f7301,f893]) ).

fof(f7769,plain,
    ( always3(s420)
    | m_main_v_request(s420) ),
    inference(resolution,[],[f7301,f894]) ).

fof(f7770,plain,
    ( always3(s421)
    | m_main_v_request(s421) ),
    inference(resolution,[],[f7301,f895]) ).

fof(f7771,plain,
    ( always3(s422)
    | m_main_v_request(s422) ),
    inference(resolution,[],[f7301,f896]) ).

fof(f7772,plain,
    ( always3(s423)
    | m_main_v_request(s423) ),
    inference(resolution,[],[f7301,f897]) ).

fof(f7773,plain,
    ( always3(s424)
    | m_main_v_request(s424) ),
    inference(resolution,[],[f7301,f898]) ).

fof(f7774,plain,
    ( always3(s425)
    | m_main_v_request(s425) ),
    inference(resolution,[],[f7301,f899]) ).

fof(f7775,plain,
    ( always3(s426)
    | m_main_v_request(s426) ),
    inference(resolution,[],[f7301,f900]) ).

fof(f7776,plain,
    ( always3(s427)
    | m_main_v_request(s427) ),
    inference(resolution,[],[f7301,f901]) ).

fof(f7777,plain,
    ( always3(s428)
    | m_main_v_request(s428) ),
    inference(resolution,[],[f7301,f902]) ).

fof(f7778,plain,
    ( always3(s429)
    | m_main_v_request(s429) ),
    inference(resolution,[],[f7301,f903]) ).

fof(f7779,plain,
    ( always3(s430)
    | m_main_v_request(s430) ),
    inference(resolution,[],[f7301,f904]) ).

fof(f7780,plain,
    ( always3(s431)
    | m_main_v_request(s431) ),
    inference(resolution,[],[f7301,f905]) ).

fof(f7781,plain,
    ( always3(s432)
    | m_main_v_request(s432) ),
    inference(resolution,[],[f7301,f906]) ).

fof(f7782,plain,
    ( always3(s433)
    | m_main_v_request(s433) ),
    inference(resolution,[],[f7301,f907]) ).

fof(f7783,plain,
    ( always3(s434)
    | m_main_v_request(s434) ),
    inference(resolution,[],[f7301,f908]) ).

fof(f7784,plain,
    ( always3(s435)
    | m_main_v_request(s435) ),
    inference(resolution,[],[f7301,f909]) ).

fof(f7785,plain,
    ( always3(s436)
    | m_main_v_request(s436) ),
    inference(resolution,[],[f7301,f910]) ).

fof(f7786,plain,
    ( always3(s437)
    | m_main_v_request(s437) ),
    inference(resolution,[],[f7301,f911]) ).

fof(f7787,plain,
    ( always3(s438)
    | m_main_v_request(s438) ),
    inference(resolution,[],[f7301,f912]) ).

fof(f7788,plain,
    ( always3(s439)
    | m_main_v_request(s439) ),
    inference(resolution,[],[f7301,f913]) ).

fof(f7789,plain,
    ( always3(s440)
    | m_main_v_request(s440) ),
    inference(resolution,[],[f7301,f914]) ).

fof(f7790,plain,
    ( always3(s441)
    | m_main_v_request(s441) ),
    inference(resolution,[],[f7301,f915]) ).

fof(f7791,plain,
    ( always3(s442)
    | m_main_v_request(s442) ),
    inference(resolution,[],[f7301,f916]) ).

fof(f7792,plain,
    ( always3(s443)
    | m_main_v_request(s443) ),
    inference(resolution,[],[f7301,f917]) ).

fof(f7793,plain,
    ( always3(s444)
    | m_main_v_request(s444) ),
    inference(resolution,[],[f7301,f918]) ).

fof(f7794,plain,
    ( always3(s445)
    | m_main_v_request(s445) ),
    inference(resolution,[],[f7301,f919]) ).

fof(f7795,plain,
    ( always3(s446)
    | m_main_v_request(s446) ),
    inference(resolution,[],[f7301,f920]) ).

fof(f7796,plain,
    ( always3(s447)
    | m_main_v_request(s447) ),
    inference(resolution,[],[f7301,f921]) ).

fof(f7797,plain,
    ( always3(s448)
    | m_main_v_request(s448) ),
    inference(resolution,[],[f7301,f922]) ).

fof(f7799,definition,
    ( spl0_1360
  <=> m_main_v_request(s446) ),
    introduced(definition,[new_symbols(definition,[spl0_1360])],[avatar_definition]) ).

fof(f7801,plain,
    ( m_main_v_request(s446)
    | ~ spl0_1360 ),
    inference(avatar_component_clause,[],[f7799]) ).

fof(f7803,definition,
    ( spl0_1361
  <=> always3(s446) ),
    introduced(definition,[new_symbols(definition,[spl0_1361])],[avatar_definition]) ).

fof(f7805,plain,
    ( always3(s446)
    | ~ spl0_1361 ),
    inference(avatar_component_clause,[],[f7803]) ).

fof(f7806,plain,
    ( spl0_1360
    | spl0_1361 ),
    inference(avatar_split_clause,[],[f7795,f7803,f7799]) ).

fof(f7808,definition,
    ( spl0_1362
  <=> m_main_v_request(s445) ),
    introduced(definition,[new_symbols(definition,[spl0_1362])],[avatar_definition]) ).

fof(f7810,plain,
    ( m_main_v_request(s445)
    | ~ spl0_1362 ),
    inference(avatar_component_clause,[],[f7808]) ).

fof(f7812,definition,
    ( spl0_1363
  <=> always3(s445) ),
    introduced(definition,[new_symbols(definition,[spl0_1363])],[avatar_definition]) ).

fof(f7814,plain,
    ( always3(s445)
    | ~ spl0_1363 ),
    inference(avatar_component_clause,[],[f7812]) ).

fof(f7815,plain,
    ( spl0_1362
    | spl0_1363 ),
    inference(avatar_split_clause,[],[f7794,f7812,f7808]) ).

fof(f7817,definition,
    ( spl0_1364
  <=> m_main_v_request(s444) ),
    introduced(definition,[new_symbols(definition,[spl0_1364])],[avatar_definition]) ).

fof(f7819,plain,
    ( m_main_v_request(s444)
    | ~ spl0_1364 ),
    inference(avatar_component_clause,[],[f7817]) ).

fof(f7821,definition,
    ( spl0_1365
  <=> always3(s444) ),
    introduced(definition,[new_symbols(definition,[spl0_1365])],[avatar_definition]) ).

fof(f7823,plain,
    ( always3(s444)
    | ~ spl0_1365 ),
    inference(avatar_component_clause,[],[f7821]) ).

fof(f7824,plain,
    ( spl0_1364
    | spl0_1365 ),
    inference(avatar_split_clause,[],[f7793,f7821,f7817]) ).

fof(f7826,definition,
    ( spl0_1366
  <=> m_main_v_request(s443) ),
    introduced(definition,[new_symbols(definition,[spl0_1366])],[avatar_definition]) ).

fof(f7828,plain,
    ( m_main_v_request(s443)
    | ~ spl0_1366 ),
    inference(avatar_component_clause,[],[f7826]) ).

fof(f7830,definition,
    ( spl0_1367
  <=> always3(s443) ),
    introduced(definition,[new_symbols(definition,[spl0_1367])],[avatar_definition]) ).

fof(f7832,plain,
    ( always3(s443)
    | ~ spl0_1367 ),
    inference(avatar_component_clause,[],[f7830]) ).

fof(f7833,plain,
    ( spl0_1366
    | spl0_1367 ),
    inference(avatar_split_clause,[],[f7792,f7830,f7826]) ).

fof(f7835,definition,
    ( spl0_1368
  <=> m_main_v_request(s442) ),
    introduced(definition,[new_symbols(definition,[spl0_1368])],[avatar_definition]) ).

fof(f7837,plain,
    ( m_main_v_request(s442)
    | ~ spl0_1368 ),
    inference(avatar_component_clause,[],[f7835]) ).

fof(f7839,definition,
    ( spl0_1369
  <=> always3(s442) ),
    introduced(definition,[new_symbols(definition,[spl0_1369])],[avatar_definition]) ).

fof(f7841,plain,
    ( always3(s442)
    | ~ spl0_1369 ),
    inference(avatar_component_clause,[],[f7839]) ).

fof(f7842,plain,
    ( spl0_1368
    | spl0_1369 ),
    inference(avatar_split_clause,[],[f7791,f7839,f7835]) ).

fof(f7844,definition,
    ( spl0_1370
  <=> m_main_v_request(s441) ),
    introduced(definition,[new_symbols(definition,[spl0_1370])],[avatar_definition]) ).

fof(f7846,plain,
    ( m_main_v_request(s441)
    | ~ spl0_1370 ),
    inference(avatar_component_clause,[],[f7844]) ).

fof(f7848,definition,
    ( spl0_1371
  <=> always3(s441) ),
    introduced(definition,[new_symbols(definition,[spl0_1371])],[avatar_definition]) ).

fof(f7850,plain,
    ( always3(s441)
    | ~ spl0_1371 ),
    inference(avatar_component_clause,[],[f7848]) ).

fof(f7851,plain,
    ( spl0_1370
    | spl0_1371 ),
    inference(avatar_split_clause,[],[f7790,f7848,f7844]) ).

fof(f7853,definition,
    ( spl0_1372
  <=> m_main_v_request(s440) ),
    introduced(definition,[new_symbols(definition,[spl0_1372])],[avatar_definition]) ).

fof(f7855,plain,
    ( m_main_v_request(s440)
    | ~ spl0_1372 ),
    inference(avatar_component_clause,[],[f7853]) ).

fof(f7857,definition,
    ( spl0_1373
  <=> always3(s440) ),
    introduced(definition,[new_symbols(definition,[spl0_1373])],[avatar_definition]) ).

fof(f7859,plain,
    ( always3(s440)
    | ~ spl0_1373 ),
    inference(avatar_component_clause,[],[f7857]) ).

fof(f7860,plain,
    ( spl0_1372
    | spl0_1373 ),
    inference(avatar_split_clause,[],[f7789,f7857,f7853]) ).

fof(f7862,definition,
    ( spl0_1374
  <=> m_main_v_request(s439) ),
    introduced(definition,[new_symbols(definition,[spl0_1374])],[avatar_definition]) ).

fof(f7864,plain,
    ( m_main_v_request(s439)
    | ~ spl0_1374 ),
    inference(avatar_component_clause,[],[f7862]) ).

fof(f7866,definition,
    ( spl0_1375
  <=> always3(s439) ),
    introduced(definition,[new_symbols(definition,[spl0_1375])],[avatar_definition]) ).

fof(f7868,plain,
    ( always3(s439)
    | ~ spl0_1375 ),
    inference(avatar_component_clause,[],[f7866]) ).

fof(f7869,plain,
    ( spl0_1374
    | spl0_1375 ),
    inference(avatar_split_clause,[],[f7788,f7866,f7862]) ).

fof(f7871,definition,
    ( spl0_1376
  <=> m_main_v_request(s438) ),
    introduced(definition,[new_symbols(definition,[spl0_1376])],[avatar_definition]) ).

fof(f7873,plain,
    ( m_main_v_request(s438)
    | ~ spl0_1376 ),
    inference(avatar_component_clause,[],[f7871]) ).

fof(f7875,definition,
    ( spl0_1377
  <=> always3(s438) ),
    introduced(definition,[new_symbols(definition,[spl0_1377])],[avatar_definition]) ).

fof(f7877,plain,
    ( always3(s438)
    | ~ spl0_1377 ),
    inference(avatar_component_clause,[],[f7875]) ).

fof(f7878,plain,
    ( spl0_1376
    | spl0_1377 ),
    inference(avatar_split_clause,[],[f7787,f7875,f7871]) ).

fof(f7880,definition,
    ( spl0_1378
  <=> m_main_v_request(s437) ),
    introduced(definition,[new_symbols(definition,[spl0_1378])],[avatar_definition]) ).

fof(f7882,plain,
    ( m_main_v_request(s437)
    | ~ spl0_1378 ),
    inference(avatar_component_clause,[],[f7880]) ).

fof(f7884,definition,
    ( spl0_1379
  <=> always3(s437) ),
    introduced(definition,[new_symbols(definition,[spl0_1379])],[avatar_definition]) ).

fof(f7886,plain,
    ( always3(s437)
    | ~ spl0_1379 ),
    inference(avatar_component_clause,[],[f7884]) ).

fof(f7887,plain,
    ( spl0_1378
    | spl0_1379 ),
    inference(avatar_split_clause,[],[f7786,f7884,f7880]) ).

fof(f7889,definition,
    ( spl0_1380
  <=> m_main_v_request(s436) ),
    introduced(definition,[new_symbols(definition,[spl0_1380])],[avatar_definition]) ).

fof(f7891,plain,
    ( m_main_v_request(s436)
    | ~ spl0_1380 ),
    inference(avatar_component_clause,[],[f7889]) ).

fof(f7893,definition,
    ( spl0_1381
  <=> always3(s436) ),
    introduced(definition,[new_symbols(definition,[spl0_1381])],[avatar_definition]) ).

fof(f7895,plain,
    ( always3(s436)
    | ~ spl0_1381 ),
    inference(avatar_component_clause,[],[f7893]) ).

fof(f7896,plain,
    ( spl0_1380
    | spl0_1381 ),
    inference(avatar_split_clause,[],[f7785,f7893,f7889]) ).

fof(f7898,definition,
    ( spl0_1382
  <=> m_main_v_request(s435) ),
    introduced(definition,[new_symbols(definition,[spl0_1382])],[avatar_definition]) ).

fof(f7900,plain,
    ( m_main_v_request(s435)
    | ~ spl0_1382 ),
    inference(avatar_component_clause,[],[f7898]) ).

fof(f7902,definition,
    ( spl0_1383
  <=> always3(s435) ),
    introduced(definition,[new_symbols(definition,[spl0_1383])],[avatar_definition]) ).

fof(f7904,plain,
    ( always3(s435)
    | ~ spl0_1383 ),
    inference(avatar_component_clause,[],[f7902]) ).

fof(f7905,plain,
    ( spl0_1382
    | spl0_1383 ),
    inference(avatar_split_clause,[],[f7784,f7902,f7898]) ).

fof(f7907,definition,
    ( spl0_1384
  <=> m_main_v_request(s434) ),
    introduced(definition,[new_symbols(definition,[spl0_1384])],[avatar_definition]) ).

fof(f7909,plain,
    ( m_main_v_request(s434)
    | ~ spl0_1384 ),
    inference(avatar_component_clause,[],[f7907]) ).

fof(f7911,definition,
    ( spl0_1385
  <=> always3(s434) ),
    introduced(definition,[new_symbols(definition,[spl0_1385])],[avatar_definition]) ).

fof(f7913,plain,
    ( always3(s434)
    | ~ spl0_1385 ),
    inference(avatar_component_clause,[],[f7911]) ).

fof(f7914,plain,
    ( spl0_1384
    | spl0_1385 ),
    inference(avatar_split_clause,[],[f7783,f7911,f7907]) ).

fof(f7916,definition,
    ( spl0_1386
  <=> m_main_v_request(s433) ),
    introduced(definition,[new_symbols(definition,[spl0_1386])],[avatar_definition]) ).

fof(f7918,plain,
    ( m_main_v_request(s433)
    | ~ spl0_1386 ),
    inference(avatar_component_clause,[],[f7916]) ).

fof(f7920,definition,
    ( spl0_1387
  <=> always3(s433) ),
    introduced(definition,[new_symbols(definition,[spl0_1387])],[avatar_definition]) ).

fof(f7922,plain,
    ( always3(s433)
    | ~ spl0_1387 ),
    inference(avatar_component_clause,[],[f7920]) ).

fof(f7923,plain,
    ( spl0_1386
    | spl0_1387 ),
    inference(avatar_split_clause,[],[f7782,f7920,f7916]) ).

fof(f7925,definition,
    ( spl0_1388
  <=> m_main_v_request(s432) ),
    introduced(definition,[new_symbols(definition,[spl0_1388])],[avatar_definition]) ).

fof(f7927,plain,
    ( m_main_v_request(s432)
    | ~ spl0_1388 ),
    inference(avatar_component_clause,[],[f7925]) ).

fof(f7929,definition,
    ( spl0_1389
  <=> always3(s432) ),
    introduced(definition,[new_symbols(definition,[spl0_1389])],[avatar_definition]) ).

fof(f7931,plain,
    ( always3(s432)
    | ~ spl0_1389 ),
    inference(avatar_component_clause,[],[f7929]) ).

fof(f7932,plain,
    ( spl0_1388
    | spl0_1389 ),
    inference(avatar_split_clause,[],[f7781,f7929,f7925]) ).

fof(f7934,definition,
    ( spl0_1390
  <=> m_main_v_request(s431) ),
    introduced(definition,[new_symbols(definition,[spl0_1390])],[avatar_definition]) ).

fof(f7936,plain,
    ( m_main_v_request(s431)
    | ~ spl0_1390 ),
    inference(avatar_component_clause,[],[f7934]) ).

fof(f7938,definition,
    ( spl0_1391
  <=> always3(s431) ),
    introduced(definition,[new_symbols(definition,[spl0_1391])],[avatar_definition]) ).

fof(f7940,plain,
    ( always3(s431)
    | ~ spl0_1391 ),
    inference(avatar_component_clause,[],[f7938]) ).

fof(f7941,plain,
    ( spl0_1390
    | spl0_1391 ),
    inference(avatar_split_clause,[],[f7780,f7938,f7934]) ).

fof(f7943,definition,
    ( spl0_1392
  <=> m_main_v_request(s430) ),
    introduced(definition,[new_symbols(definition,[spl0_1392])],[avatar_definition]) ).

fof(f7945,plain,
    ( m_main_v_request(s430)
    | ~ spl0_1392 ),
    inference(avatar_component_clause,[],[f7943]) ).

fof(f7947,definition,
    ( spl0_1393
  <=> always3(s430) ),
    introduced(definition,[new_symbols(definition,[spl0_1393])],[avatar_definition]) ).

fof(f7949,plain,
    ( always3(s430)
    | ~ spl0_1393 ),
    inference(avatar_component_clause,[],[f7947]) ).

fof(f7950,plain,
    ( spl0_1392
    | spl0_1393 ),
    inference(avatar_split_clause,[],[f7779,f7947,f7943]) ).

fof(f7952,definition,
    ( spl0_1394
  <=> m_main_v_request(s429) ),
    introduced(definition,[new_symbols(definition,[spl0_1394])],[avatar_definition]) ).

fof(f7954,plain,
    ( m_main_v_request(s429)
    | ~ spl0_1394 ),
    inference(avatar_component_clause,[],[f7952]) ).

fof(f7956,definition,
    ( spl0_1395
  <=> always3(s429) ),
    introduced(definition,[new_symbols(definition,[spl0_1395])],[avatar_definition]) ).

fof(f7958,plain,
    ( always3(s429)
    | ~ spl0_1395 ),
    inference(avatar_component_clause,[],[f7956]) ).

fof(f7959,plain,
    ( spl0_1394
    | spl0_1395 ),
    inference(avatar_split_clause,[],[f7778,f7956,f7952]) ).

fof(f7961,definition,
    ( spl0_1396
  <=> m_main_v_request(s428) ),
    introduced(definition,[new_symbols(definition,[spl0_1396])],[avatar_definition]) ).

fof(f7963,plain,
    ( m_main_v_request(s428)
    | ~ spl0_1396 ),
    inference(avatar_component_clause,[],[f7961]) ).

fof(f7965,definition,
    ( spl0_1397
  <=> always3(s428) ),
    introduced(definition,[new_symbols(definition,[spl0_1397])],[avatar_definition]) ).

fof(f7967,plain,
    ( always3(s428)
    | ~ spl0_1397 ),
    inference(avatar_component_clause,[],[f7965]) ).

fof(f7968,plain,
    ( spl0_1396
    | spl0_1397 ),
    inference(avatar_split_clause,[],[f7777,f7965,f7961]) ).

fof(f7970,definition,
    ( spl0_1398
  <=> m_main_v_request(s427) ),
    introduced(definition,[new_symbols(definition,[spl0_1398])],[avatar_definition]) ).

fof(f7972,plain,
    ( m_main_v_request(s427)
    | ~ spl0_1398 ),
    inference(avatar_component_clause,[],[f7970]) ).

fof(f7974,definition,
    ( spl0_1399
  <=> always3(s427) ),
    introduced(definition,[new_symbols(definition,[spl0_1399])],[avatar_definition]) ).

fof(f7976,plain,
    ( always3(s427)
    | ~ spl0_1399 ),
    inference(avatar_component_clause,[],[f7974]) ).

fof(f7977,plain,
    ( spl0_1398
    | spl0_1399 ),
    inference(avatar_split_clause,[],[f7776,f7974,f7970]) ).

fof(f7979,definition,
    ( spl0_1400
  <=> m_main_v_request(s426) ),
    introduced(definition,[new_symbols(definition,[spl0_1400])],[avatar_definition]) ).

fof(f7981,plain,
    ( m_main_v_request(s426)
    | ~ spl0_1400 ),
    inference(avatar_component_clause,[],[f7979]) ).

fof(f7983,definition,
    ( spl0_1401
  <=> always3(s426) ),
    introduced(definition,[new_symbols(definition,[spl0_1401])],[avatar_definition]) ).

fof(f7985,plain,
    ( always3(s426)
    | ~ spl0_1401 ),
    inference(avatar_component_clause,[],[f7983]) ).

fof(f7986,plain,
    ( spl0_1400
    | spl0_1401 ),
    inference(avatar_split_clause,[],[f7775,f7983,f7979]) ).

fof(f7988,definition,
    ( spl0_1402
  <=> m_main_v_request(s425) ),
    introduced(definition,[new_symbols(definition,[spl0_1402])],[avatar_definition]) ).

fof(f7990,plain,
    ( m_main_v_request(s425)
    | ~ spl0_1402 ),
    inference(avatar_component_clause,[],[f7988]) ).

fof(f7992,definition,
    ( spl0_1403
  <=> always3(s425) ),
    introduced(definition,[new_symbols(definition,[spl0_1403])],[avatar_definition]) ).

fof(f7994,plain,
    ( always3(s425)
    | ~ spl0_1403 ),
    inference(avatar_component_clause,[],[f7992]) ).

fof(f7995,plain,
    ( spl0_1402
    | spl0_1403 ),
    inference(avatar_split_clause,[],[f7774,f7992,f7988]) ).

fof(f7997,definition,
    ( spl0_1404
  <=> m_main_v_request(s424) ),
    introduced(definition,[new_symbols(definition,[spl0_1404])],[avatar_definition]) ).

fof(f7999,plain,
    ( m_main_v_request(s424)
    | ~ spl0_1404 ),
    inference(avatar_component_clause,[],[f7997]) ).

fof(f8001,definition,
    ( spl0_1405
  <=> always3(s424) ),
    introduced(definition,[new_symbols(definition,[spl0_1405])],[avatar_definition]) ).

fof(f8003,plain,
    ( always3(s424)
    | ~ spl0_1405 ),
    inference(avatar_component_clause,[],[f8001]) ).

fof(f8004,plain,
    ( spl0_1404
    | spl0_1405 ),
    inference(avatar_split_clause,[],[f7773,f8001,f7997]) ).

fof(f8006,definition,
    ( spl0_1406
  <=> m_main_v_request(s423) ),
    introduced(definition,[new_symbols(definition,[spl0_1406])],[avatar_definition]) ).

fof(f8008,plain,
    ( m_main_v_request(s423)
    | ~ spl0_1406 ),
    inference(avatar_component_clause,[],[f8006]) ).

fof(f8010,definition,
    ( spl0_1407
  <=> always3(s423) ),
    introduced(definition,[new_symbols(definition,[spl0_1407])],[avatar_definition]) ).

fof(f8012,plain,
    ( always3(s423)
    | ~ spl0_1407 ),
    inference(avatar_component_clause,[],[f8010]) ).

fof(f8013,plain,
    ( spl0_1406
    | spl0_1407 ),
    inference(avatar_split_clause,[],[f7772,f8010,f8006]) ).

fof(f8015,definition,
    ( spl0_1408
  <=> m_main_v_request(s422) ),
    introduced(definition,[new_symbols(definition,[spl0_1408])],[avatar_definition]) ).

fof(f8017,plain,
    ( m_main_v_request(s422)
    | ~ spl0_1408 ),
    inference(avatar_component_clause,[],[f8015]) ).

fof(f8019,definition,
    ( spl0_1409
  <=> always3(s422) ),
    introduced(definition,[new_symbols(definition,[spl0_1409])],[avatar_definition]) ).

fof(f8021,plain,
    ( always3(s422)
    | ~ spl0_1409 ),
    inference(avatar_component_clause,[],[f8019]) ).

fof(f8022,plain,
    ( spl0_1408
    | spl0_1409 ),
    inference(avatar_split_clause,[],[f7771,f8019,f8015]) ).

fof(f8024,definition,
    ( spl0_1410
  <=> m_main_v_request(s421) ),
    introduced(definition,[new_symbols(definition,[spl0_1410])],[avatar_definition]) ).

fof(f8026,plain,
    ( m_main_v_request(s421)
    | ~ spl0_1410 ),
    inference(avatar_component_clause,[],[f8024]) ).

fof(f8028,definition,
    ( spl0_1411
  <=> always3(s421) ),
    introduced(definition,[new_symbols(definition,[spl0_1411])],[avatar_definition]) ).

fof(f8030,plain,
    ( always3(s421)
    | ~ spl0_1411 ),
    inference(avatar_component_clause,[],[f8028]) ).

fof(f8031,plain,
    ( spl0_1410
    | spl0_1411 ),
    inference(avatar_split_clause,[],[f7770,f8028,f8024]) ).

fof(f8033,definition,
    ( spl0_1412
  <=> m_main_v_request(s420) ),
    introduced(definition,[new_symbols(definition,[spl0_1412])],[avatar_definition]) ).

fof(f8035,plain,
    ( m_main_v_request(s420)
    | ~ spl0_1412 ),
    inference(avatar_component_clause,[],[f8033]) ).

fof(f8037,definition,
    ( spl0_1413
  <=> always3(s420) ),
    introduced(definition,[new_symbols(definition,[spl0_1413])],[avatar_definition]) ).

fof(f8039,plain,
    ( always3(s420)
    | ~ spl0_1413 ),
    inference(avatar_component_clause,[],[f8037]) ).

fof(f8040,plain,
    ( spl0_1412
    | spl0_1413 ),
    inference(avatar_split_clause,[],[f7769,f8037,f8033]) ).

fof(f8042,definition,
    ( spl0_1414
  <=> m_main_v_request(s419) ),
    introduced(definition,[new_symbols(definition,[spl0_1414])],[avatar_definition]) ).

fof(f8044,plain,
    ( m_main_v_request(s419)
    | ~ spl0_1414 ),
    inference(avatar_component_clause,[],[f8042]) ).

fof(f8046,definition,
    ( spl0_1415
  <=> always3(s419) ),
    introduced(definition,[new_symbols(definition,[spl0_1415])],[avatar_definition]) ).

fof(f8048,plain,
    ( always3(s419)
    | ~ spl0_1415 ),
    inference(avatar_component_clause,[],[f8046]) ).

fof(f8049,plain,
    ( spl0_1414
    | spl0_1415 ),
    inference(avatar_split_clause,[],[f7768,f8046,f8042]) ).

fof(f8051,definition,
    ( spl0_1416
  <=> m_main_v_request(s418) ),
    introduced(definition,[new_symbols(definition,[spl0_1416])],[avatar_definition]) ).

fof(f8053,plain,
    ( m_main_v_request(s418)
    | ~ spl0_1416 ),
    inference(avatar_component_clause,[],[f8051]) ).

fof(f8055,definition,
    ( spl0_1417
  <=> always3(s418) ),
    introduced(definition,[new_symbols(definition,[spl0_1417])],[avatar_definition]) ).

fof(f8057,plain,
    ( always3(s418)
    | ~ spl0_1417 ),
    inference(avatar_component_clause,[],[f8055]) ).

fof(f8058,plain,
    ( spl0_1416
    | spl0_1417 ),
    inference(avatar_split_clause,[],[f7767,f8055,f8051]) ).

fof(f8060,definition,
    ( spl0_1418
  <=> m_main_v_request(s417) ),
    introduced(definition,[new_symbols(definition,[spl0_1418])],[avatar_definition]) ).

fof(f8062,plain,
    ( m_main_v_request(s417)
    | ~ spl0_1418 ),
    inference(avatar_component_clause,[],[f8060]) ).

fof(f8064,definition,
    ( spl0_1419
  <=> always3(s417) ),
    introduced(definition,[new_symbols(definition,[spl0_1419])],[avatar_definition]) ).

fof(f8066,plain,
    ( always3(s417)
    | ~ spl0_1419 ),
    inference(avatar_component_clause,[],[f8064]) ).

fof(f8067,plain,
    ( spl0_1418
    | spl0_1419 ),
    inference(avatar_split_clause,[],[f7766,f8064,f8060]) ).

fof(f8069,definition,
    ( spl0_1420
  <=> m_main_v_request(s416) ),
    introduced(definition,[new_symbols(definition,[spl0_1420])],[avatar_definition]) ).

fof(f8071,plain,
    ( m_main_v_request(s416)
    | ~ spl0_1420 ),
    inference(avatar_component_clause,[],[f8069]) ).

fof(f8073,definition,
    ( spl0_1421
  <=> always3(s416) ),
    introduced(definition,[new_symbols(definition,[spl0_1421])],[avatar_definition]) ).

fof(f8075,plain,
    ( always3(s416)
    | ~ spl0_1421 ),
    inference(avatar_component_clause,[],[f8073]) ).

fof(f8076,plain,
    ( spl0_1420
    | spl0_1421 ),
    inference(avatar_split_clause,[],[f7765,f8073,f8069]) ).

fof(f8078,definition,
    ( spl0_1422
  <=> m_main_v_request(s415) ),
    introduced(definition,[new_symbols(definition,[spl0_1422])],[avatar_definition]) ).

fof(f8080,plain,
    ( m_main_v_request(s415)
    | ~ spl0_1422 ),
    inference(avatar_component_clause,[],[f8078]) ).

fof(f8082,definition,
    ( spl0_1423
  <=> always3(s415) ),
    introduced(definition,[new_symbols(definition,[spl0_1423])],[avatar_definition]) ).

fof(f8084,plain,
    ( always3(s415)
    | ~ spl0_1423 ),
    inference(avatar_component_clause,[],[f8082]) ).

fof(f8085,plain,
    ( spl0_1422
    | spl0_1423 ),
    inference(avatar_split_clause,[],[f7764,f8082,f8078]) ).

fof(f8087,definition,
    ( spl0_1424
  <=> m_main_v_request(s414) ),
    introduced(definition,[new_symbols(definition,[spl0_1424])],[avatar_definition]) ).

fof(f8089,plain,
    ( m_main_v_request(s414)
    | ~ spl0_1424 ),
    inference(avatar_component_clause,[],[f8087]) ).

fof(f8091,definition,
    ( spl0_1425
  <=> always3(s414) ),
    introduced(definition,[new_symbols(definition,[spl0_1425])],[avatar_definition]) ).

fof(f8093,plain,
    ( always3(s414)
    | ~ spl0_1425 ),
    inference(avatar_component_clause,[],[f8091]) ).

fof(f8094,plain,
    ( spl0_1424
    | spl0_1425 ),
    inference(avatar_split_clause,[],[f7763,f8091,f8087]) ).

fof(f8096,definition,
    ( spl0_1426
  <=> m_main_v_request(s413) ),
    introduced(definition,[new_symbols(definition,[spl0_1426])],[avatar_definition]) ).

fof(f8098,plain,
    ( m_main_v_request(s413)
    | ~ spl0_1426 ),
    inference(avatar_component_clause,[],[f8096]) ).

fof(f8100,definition,
    ( spl0_1427
  <=> always3(s413) ),
    introduced(definition,[new_symbols(definition,[spl0_1427])],[avatar_definition]) ).

fof(f8102,plain,
    ( always3(s413)
    | ~ spl0_1427 ),
    inference(avatar_component_clause,[],[f8100]) ).

fof(f8103,plain,
    ( spl0_1426
    | spl0_1427 ),
    inference(avatar_split_clause,[],[f7762,f8100,f8096]) ).

fof(f8105,definition,
    ( spl0_1428
  <=> m_main_v_request(s412) ),
    introduced(definition,[new_symbols(definition,[spl0_1428])],[avatar_definition]) ).

fof(f8107,plain,
    ( m_main_v_request(s412)
    | ~ spl0_1428 ),
    inference(avatar_component_clause,[],[f8105]) ).

fof(f8109,definition,
    ( spl0_1429
  <=> always3(s412) ),
    introduced(definition,[new_symbols(definition,[spl0_1429])],[avatar_definition]) ).

fof(f8111,plain,
    ( always3(s412)
    | ~ spl0_1429 ),
    inference(avatar_component_clause,[],[f8109]) ).

fof(f8112,plain,
    ( spl0_1428
    | spl0_1429 ),
    inference(avatar_split_clause,[],[f7761,f8109,f8105]) ).

fof(f8114,definition,
    ( spl0_1430
  <=> m_main_v_request(s411) ),
    introduced(definition,[new_symbols(definition,[spl0_1430])],[avatar_definition]) ).

fof(f8116,plain,
    ( m_main_v_request(s411)
    | ~ spl0_1430 ),
    inference(avatar_component_clause,[],[f8114]) ).

fof(f8118,definition,
    ( spl0_1431
  <=> always3(s411) ),
    introduced(definition,[new_symbols(definition,[spl0_1431])],[avatar_definition]) ).

fof(f8120,plain,
    ( always3(s411)
    | ~ spl0_1431 ),
    inference(avatar_component_clause,[],[f8118]) ).

fof(f8121,plain,
    ( spl0_1430
    | spl0_1431 ),
    inference(avatar_split_clause,[],[f7760,f8118,f8114]) ).

fof(f8123,definition,
    ( spl0_1432
  <=> m_main_v_request(s410) ),
    introduced(definition,[new_symbols(definition,[spl0_1432])],[avatar_definition]) ).

fof(f8125,plain,
    ( m_main_v_request(s410)
    | ~ spl0_1432 ),
    inference(avatar_component_clause,[],[f8123]) ).

fof(f8127,definition,
    ( spl0_1433
  <=> always3(s410) ),
    introduced(definition,[new_symbols(definition,[spl0_1433])],[avatar_definition]) ).

fof(f8129,plain,
    ( always3(s410)
    | ~ spl0_1433 ),
    inference(avatar_component_clause,[],[f8127]) ).

fof(f8130,plain,
    ( spl0_1432
    | spl0_1433 ),
    inference(avatar_split_clause,[],[f7759,f8127,f8123]) ).

fof(f8132,definition,
    ( spl0_1434
  <=> m_main_v_request(s409) ),
    introduced(definition,[new_symbols(definition,[spl0_1434])],[avatar_definition]) ).

fof(f8134,plain,
    ( m_main_v_request(s409)
    | ~ spl0_1434 ),
    inference(avatar_component_clause,[],[f8132]) ).

fof(f8136,definition,
    ( spl0_1435
  <=> always3(s409) ),
    introduced(definition,[new_symbols(definition,[spl0_1435])],[avatar_definition]) ).

fof(f8138,plain,
    ( always3(s409)
    | ~ spl0_1435 ),
    inference(avatar_component_clause,[],[f8136]) ).

fof(f8139,plain,
    ( spl0_1434
    | spl0_1435 ),
    inference(avatar_split_clause,[],[f7758,f8136,f8132]) ).

fof(f8141,definition,
    ( spl0_1436
  <=> m_main_v_request(s408) ),
    introduced(definition,[new_symbols(definition,[spl0_1436])],[avatar_definition]) ).

fof(f8143,plain,
    ( m_main_v_request(s408)
    | ~ spl0_1436 ),
    inference(avatar_component_clause,[],[f8141]) ).

fof(f8145,definition,
    ( spl0_1437
  <=> always3(s408) ),
    introduced(definition,[new_symbols(definition,[spl0_1437])],[avatar_definition]) ).

fof(f8147,plain,
    ( always3(s408)
    | ~ spl0_1437 ),
    inference(avatar_component_clause,[],[f8145]) ).

fof(f8148,plain,
    ( spl0_1436
    | spl0_1437 ),
    inference(avatar_split_clause,[],[f7757,f8145,f8141]) ).

fof(f8150,definition,
    ( spl0_1438
  <=> m_main_v_request(s407) ),
    introduced(definition,[new_symbols(definition,[spl0_1438])],[avatar_definition]) ).

fof(f8152,plain,
    ( m_main_v_request(s407)
    | ~ spl0_1438 ),
    inference(avatar_component_clause,[],[f8150]) ).

fof(f8154,definition,
    ( spl0_1439
  <=> always3(s407) ),
    introduced(definition,[new_symbols(definition,[spl0_1439])],[avatar_definition]) ).

fof(f8156,plain,
    ( always3(s407)
    | ~ spl0_1439 ),
    inference(avatar_component_clause,[],[f8154]) ).

fof(f8157,plain,
    ( spl0_1438
    | spl0_1439 ),
    inference(avatar_split_clause,[],[f7756,f8154,f8150]) ).

fof(f8159,definition,
    ( spl0_1440
  <=> m_main_v_request(s406) ),
    introduced(definition,[new_symbols(definition,[spl0_1440])],[avatar_definition]) ).

fof(f8161,plain,
    ( m_main_v_request(s406)
    | ~ spl0_1440 ),
    inference(avatar_component_clause,[],[f8159]) ).

fof(f8163,definition,
    ( spl0_1441
  <=> always3(s406) ),
    introduced(definition,[new_symbols(definition,[spl0_1441])],[avatar_definition]) ).

fof(f8165,plain,
    ( always3(s406)
    | ~ spl0_1441 ),
    inference(avatar_component_clause,[],[f8163]) ).

fof(f8166,plain,
    ( spl0_1440
    | spl0_1441 ),
    inference(avatar_split_clause,[],[f7755,f8163,f8159]) ).

fof(f8168,definition,
    ( spl0_1442
  <=> m_main_v_request(s405) ),
    introduced(definition,[new_symbols(definition,[spl0_1442])],[avatar_definition]) ).

fof(f8170,plain,
    ( m_main_v_request(s405)
    | ~ spl0_1442 ),
    inference(avatar_component_clause,[],[f8168]) ).

fof(f8172,definition,
    ( spl0_1443
  <=> always3(s405) ),
    introduced(definition,[new_symbols(definition,[spl0_1443])],[avatar_definition]) ).

fof(f8174,plain,
    ( always3(s405)
    | ~ spl0_1443 ),
    inference(avatar_component_clause,[],[f8172]) ).

fof(f8175,plain,
    ( spl0_1442
    | spl0_1443 ),
    inference(avatar_split_clause,[],[f7754,f8172,f8168]) ).

fof(f8177,definition,
    ( spl0_1444
  <=> m_main_v_request(s404) ),
    introduced(definition,[new_symbols(definition,[spl0_1444])],[avatar_definition]) ).

fof(f8179,plain,
    ( m_main_v_request(s404)
    | ~ spl0_1444 ),
    inference(avatar_component_clause,[],[f8177]) ).

fof(f8181,definition,
    ( spl0_1445
  <=> always3(s404) ),
    introduced(definition,[new_symbols(definition,[spl0_1445])],[avatar_definition]) ).

fof(f8183,plain,
    ( always3(s404)
    | ~ spl0_1445 ),
    inference(avatar_component_clause,[],[f8181]) ).

fof(f8184,plain,
    ( spl0_1444
    | spl0_1445 ),
    inference(avatar_split_clause,[],[f7753,f8181,f8177]) ).

fof(f8186,definition,
    ( spl0_1446
  <=> m_main_v_request(s403) ),
    introduced(definition,[new_symbols(definition,[spl0_1446])],[avatar_definition]) ).

fof(f8188,plain,
    ( m_main_v_request(s403)
    | ~ spl0_1446 ),
    inference(avatar_component_clause,[],[f8186]) ).

fof(f8190,definition,
    ( spl0_1447
  <=> always3(s403) ),
    introduced(definition,[new_symbols(definition,[spl0_1447])],[avatar_definition]) ).

fof(f8192,plain,
    ( always3(s403)
    | ~ spl0_1447 ),
    inference(avatar_component_clause,[],[f8190]) ).

fof(f8193,plain,
    ( spl0_1446
    | spl0_1447 ),
    inference(avatar_split_clause,[],[f7752,f8190,f8186]) ).

fof(f8195,definition,
    ( spl0_1448
  <=> m_main_v_request(s402) ),
    introduced(definition,[new_symbols(definition,[spl0_1448])],[avatar_definition]) ).

fof(f8197,plain,
    ( m_main_v_request(s402)
    | ~ spl0_1448 ),
    inference(avatar_component_clause,[],[f8195]) ).

fof(f8199,definition,
    ( spl0_1449
  <=> always3(s402) ),
    introduced(definition,[new_symbols(definition,[spl0_1449])],[avatar_definition]) ).

fof(f8201,plain,
    ( always3(s402)
    | ~ spl0_1449 ),
    inference(avatar_component_clause,[],[f8199]) ).

fof(f8202,plain,
    ( spl0_1448
    | spl0_1449 ),
    inference(avatar_split_clause,[],[f7751,f8199,f8195]) ).

fof(f8204,definition,
    ( spl0_1450
  <=> m_main_v_request(s401) ),
    introduced(definition,[new_symbols(definition,[spl0_1450])],[avatar_definition]) ).

fof(f8206,plain,
    ( m_main_v_request(s401)
    | ~ spl0_1450 ),
    inference(avatar_component_clause,[],[f8204]) ).

fof(f8208,definition,
    ( spl0_1451
  <=> always3(s401) ),
    introduced(definition,[new_symbols(definition,[spl0_1451])],[avatar_definition]) ).

fof(f8210,plain,
    ( always3(s401)
    | ~ spl0_1451 ),
    inference(avatar_component_clause,[],[f8208]) ).

fof(f8211,plain,
    ( spl0_1450
    | spl0_1451 ),
    inference(avatar_split_clause,[],[f7750,f8208,f8204]) ).

fof(f8213,definition,
    ( spl0_1452
  <=> m_main_v_request(s400) ),
    introduced(definition,[new_symbols(definition,[spl0_1452])],[avatar_definition]) ).

fof(f8215,plain,
    ( m_main_v_request(s400)
    | ~ spl0_1452 ),
    inference(avatar_component_clause,[],[f8213]) ).

fof(f8217,definition,
    ( spl0_1453
  <=> always3(s400) ),
    introduced(definition,[new_symbols(definition,[spl0_1453])],[avatar_definition]) ).

fof(f8219,plain,
    ( always3(s400)
    | ~ spl0_1453 ),
    inference(avatar_component_clause,[],[f8217]) ).

fof(f8220,plain,
    ( spl0_1452
    | spl0_1453 ),
    inference(avatar_split_clause,[],[f7749,f8217,f8213]) ).

fof(f8222,definition,
    ( spl0_1454
  <=> m_main_v_request(s399) ),
    introduced(definition,[new_symbols(definition,[spl0_1454])],[avatar_definition]) ).

fof(f8224,plain,
    ( m_main_v_request(s399)
    | ~ spl0_1454 ),
    inference(avatar_component_clause,[],[f8222]) ).

fof(f8226,definition,
    ( spl0_1455
  <=> always3(s399) ),
    introduced(definition,[new_symbols(definition,[spl0_1455])],[avatar_definition]) ).

fof(f8228,plain,
    ( always3(s399)
    | ~ spl0_1455 ),
    inference(avatar_component_clause,[],[f8226]) ).

fof(f8229,plain,
    ( spl0_1454
    | spl0_1455 ),
    inference(avatar_split_clause,[],[f7748,f8226,f8222]) ).

fof(f8231,definition,
    ( spl0_1456
  <=> m_main_v_request(s398) ),
    introduced(definition,[new_symbols(definition,[spl0_1456])],[avatar_definition]) ).

fof(f8233,plain,
    ( m_main_v_request(s398)
    | ~ spl0_1456 ),
    inference(avatar_component_clause,[],[f8231]) ).

fof(f8235,definition,
    ( spl0_1457
  <=> always3(s398) ),
    introduced(definition,[new_symbols(definition,[spl0_1457])],[avatar_definition]) ).

fof(f8237,plain,
    ( always3(s398)
    | ~ spl0_1457 ),
    inference(avatar_component_clause,[],[f8235]) ).

fof(f8238,plain,
    ( spl0_1456
    | spl0_1457 ),
    inference(avatar_split_clause,[],[f7747,f8235,f8231]) ).

fof(f8240,definition,
    ( spl0_1458
  <=> m_main_v_request(s397) ),
    introduced(definition,[new_symbols(definition,[spl0_1458])],[avatar_definition]) ).

fof(f8242,plain,
    ( m_main_v_request(s397)
    | ~ spl0_1458 ),
    inference(avatar_component_clause,[],[f8240]) ).

fof(f8244,definition,
    ( spl0_1459
  <=> always3(s397) ),
    introduced(definition,[new_symbols(definition,[spl0_1459])],[avatar_definition]) ).

fof(f8246,plain,
    ( always3(s397)
    | ~ spl0_1459 ),
    inference(avatar_component_clause,[],[f8244]) ).

fof(f8247,plain,
    ( spl0_1458
    | spl0_1459 ),
    inference(avatar_split_clause,[],[f7746,f8244,f8240]) ).

fof(f8249,definition,
    ( spl0_1460
  <=> m_main_v_request(s396) ),
    introduced(definition,[new_symbols(definition,[spl0_1460])],[avatar_definition]) ).

fof(f8251,plain,
    ( m_main_v_request(s396)
    | ~ spl0_1460 ),
    inference(avatar_component_clause,[],[f8249]) ).

fof(f8253,definition,
    ( spl0_1461
  <=> always3(s396) ),
    introduced(definition,[new_symbols(definition,[spl0_1461])],[avatar_definition]) ).

fof(f8255,plain,
    ( always3(s396)
    | ~ spl0_1461 ),
    inference(avatar_component_clause,[],[f8253]) ).

fof(f8256,plain,
    ( spl0_1460
    | spl0_1461 ),
    inference(avatar_split_clause,[],[f7745,f8253,f8249]) ).

fof(f8258,definition,
    ( spl0_1462
  <=> m_main_v_request(s395) ),
    introduced(definition,[new_symbols(definition,[spl0_1462])],[avatar_definition]) ).

fof(f8260,plain,
    ( m_main_v_request(s395)
    | ~ spl0_1462 ),
    inference(avatar_component_clause,[],[f8258]) ).

fof(f8262,definition,
    ( spl0_1463
  <=> always3(s395) ),
    introduced(definition,[new_symbols(definition,[spl0_1463])],[avatar_definition]) ).

fof(f8264,plain,
    ( always3(s395)
    | ~ spl0_1463 ),
    inference(avatar_component_clause,[],[f8262]) ).

fof(f8265,plain,
    ( spl0_1462
    | spl0_1463 ),
    inference(avatar_split_clause,[],[f7744,f8262,f8258]) ).

fof(f8267,definition,
    ( spl0_1464
  <=> m_main_v_request(s394) ),
    introduced(definition,[new_symbols(definition,[spl0_1464])],[avatar_definition]) ).

fof(f8269,plain,
    ( m_main_v_request(s394)
    | ~ spl0_1464 ),
    inference(avatar_component_clause,[],[f8267]) ).

fof(f8271,definition,
    ( spl0_1465
  <=> always3(s394) ),
    introduced(definition,[new_symbols(definition,[spl0_1465])],[avatar_definition]) ).

fof(f8273,plain,
    ( always3(s394)
    | ~ spl0_1465 ),
    inference(avatar_component_clause,[],[f8271]) ).

fof(f8274,plain,
    ( spl0_1464
    | spl0_1465 ),
    inference(avatar_split_clause,[],[f7743,f8271,f8267]) ).

fof(f8276,definition,
    ( spl0_1466
  <=> m_main_v_request(s393) ),
    introduced(definition,[new_symbols(definition,[spl0_1466])],[avatar_definition]) ).

fof(f8278,plain,
    ( m_main_v_request(s393)
    | ~ spl0_1466 ),
    inference(avatar_component_clause,[],[f8276]) ).

fof(f8280,definition,
    ( spl0_1467
  <=> always3(s393) ),
    introduced(definition,[new_symbols(definition,[spl0_1467])],[avatar_definition]) ).

fof(f8282,plain,
    ( always3(s393)
    | ~ spl0_1467 ),
    inference(avatar_component_clause,[],[f8280]) ).

fof(f8283,plain,
    ( spl0_1466
    | spl0_1467 ),
    inference(avatar_split_clause,[],[f7742,f8280,f8276]) ).

fof(f8285,definition,
    ( spl0_1468
  <=> m_main_v_request(s392) ),
    introduced(definition,[new_symbols(definition,[spl0_1468])],[avatar_definition]) ).

fof(f8287,plain,
    ( m_main_v_request(s392)
    | ~ spl0_1468 ),
    inference(avatar_component_clause,[],[f8285]) ).

fof(f8289,definition,
    ( spl0_1469
  <=> always3(s392) ),
    introduced(definition,[new_symbols(definition,[spl0_1469])],[avatar_definition]) ).

fof(f8291,plain,
    ( always3(s392)
    | ~ spl0_1469 ),
    inference(avatar_component_clause,[],[f8289]) ).

fof(f8292,plain,
    ( spl0_1468
    | spl0_1469 ),
    inference(avatar_split_clause,[],[f7741,f8289,f8285]) ).

fof(f8294,definition,
    ( spl0_1470
  <=> m_main_v_request(s391) ),
    introduced(definition,[new_symbols(definition,[spl0_1470])],[avatar_definition]) ).

fof(f8296,plain,
    ( m_main_v_request(s391)
    | ~ spl0_1470 ),
    inference(avatar_component_clause,[],[f8294]) ).

fof(f8298,definition,
    ( spl0_1471
  <=> always3(s391) ),
    introduced(definition,[new_symbols(definition,[spl0_1471])],[avatar_definition]) ).

fof(f8300,plain,
    ( always3(s391)
    | ~ spl0_1471 ),
    inference(avatar_component_clause,[],[f8298]) ).

fof(f8301,plain,
    ( spl0_1470
    | spl0_1471 ),
    inference(avatar_split_clause,[],[f7740,f8298,f8294]) ).

fof(f8303,definition,
    ( spl0_1472
  <=> m_main_v_request(s390) ),
    introduced(definition,[new_symbols(definition,[spl0_1472])],[avatar_definition]) ).

fof(f8305,plain,
    ( m_main_v_request(s390)
    | ~ spl0_1472 ),
    inference(avatar_component_clause,[],[f8303]) ).

fof(f8307,definition,
    ( spl0_1473
  <=> always3(s390) ),
    introduced(definition,[new_symbols(definition,[spl0_1473])],[avatar_definition]) ).

fof(f8309,plain,
    ( always3(s390)
    | ~ spl0_1473 ),
    inference(avatar_component_clause,[],[f8307]) ).

fof(f8310,plain,
    ( spl0_1472
    | spl0_1473 ),
    inference(avatar_split_clause,[],[f7739,f8307,f8303]) ).

fof(f8312,definition,
    ( spl0_1474
  <=> m_main_v_request(s389) ),
    introduced(definition,[new_symbols(definition,[spl0_1474])],[avatar_definition]) ).

fof(f8314,plain,
    ( m_main_v_request(s389)
    | ~ spl0_1474 ),
    inference(avatar_component_clause,[],[f8312]) ).

fof(f8316,definition,
    ( spl0_1475
  <=> always3(s389) ),
    introduced(definition,[new_symbols(definition,[spl0_1475])],[avatar_definition]) ).

fof(f8318,plain,
    ( always3(s389)
    | ~ spl0_1475 ),
    inference(avatar_component_clause,[],[f8316]) ).

fof(f8319,plain,
    ( spl0_1474
    | spl0_1475 ),
    inference(avatar_split_clause,[],[f7738,f8316,f8312]) ).

fof(f8321,definition,
    ( spl0_1476
  <=> m_main_v_request(s388) ),
    introduced(definition,[new_symbols(definition,[spl0_1476])],[avatar_definition]) ).

fof(f8323,plain,
    ( m_main_v_request(s388)
    | ~ spl0_1476 ),
    inference(avatar_component_clause,[],[f8321]) ).

fof(f8325,definition,
    ( spl0_1477
  <=> always3(s388) ),
    introduced(definition,[new_symbols(definition,[spl0_1477])],[avatar_definition]) ).

fof(f8327,plain,
    ( always3(s388)
    | ~ spl0_1477 ),
    inference(avatar_component_clause,[],[f8325]) ).

fof(f8328,plain,
    ( spl0_1476
    | spl0_1477 ),
    inference(avatar_split_clause,[],[f7737,f8325,f8321]) ).

fof(f8330,definition,
    ( spl0_1478
  <=> m_main_v_request(s387) ),
    introduced(definition,[new_symbols(definition,[spl0_1478])],[avatar_definition]) ).

fof(f8332,plain,
    ( m_main_v_request(s387)
    | ~ spl0_1478 ),
    inference(avatar_component_clause,[],[f8330]) ).

fof(f8334,definition,
    ( spl0_1479
  <=> always3(s387) ),
    introduced(definition,[new_symbols(definition,[spl0_1479])],[avatar_definition]) ).

fof(f8336,plain,
    ( always3(s387)
    | ~ spl0_1479 ),
    inference(avatar_component_clause,[],[f8334]) ).

fof(f8337,plain,
    ( spl0_1478
    | spl0_1479 ),
    inference(avatar_split_clause,[],[f7736,f8334,f8330]) ).

fof(f8339,definition,
    ( spl0_1480
  <=> m_main_v_request(s386) ),
    introduced(definition,[new_symbols(definition,[spl0_1480])],[avatar_definition]) ).

fof(f8341,plain,
    ( m_main_v_request(s386)
    | ~ spl0_1480 ),
    inference(avatar_component_clause,[],[f8339]) ).

fof(f8343,definition,
    ( spl0_1481
  <=> always3(s386) ),
    introduced(definition,[new_symbols(definition,[spl0_1481])],[avatar_definition]) ).

fof(f8345,plain,
    ( always3(s386)
    | ~ spl0_1481 ),
    inference(avatar_component_clause,[],[f8343]) ).

fof(f8346,plain,
    ( spl0_1480
    | spl0_1481 ),
    inference(avatar_split_clause,[],[f7735,f8343,f8339]) ).

fof(f8348,definition,
    ( spl0_1482
  <=> m_main_v_request(s385) ),
    introduced(definition,[new_symbols(definition,[spl0_1482])],[avatar_definition]) ).

fof(f8350,plain,
    ( m_main_v_request(s385)
    | ~ spl0_1482 ),
    inference(avatar_component_clause,[],[f8348]) ).

fof(f8352,definition,
    ( spl0_1483
  <=> always3(s385) ),
    introduced(definition,[new_symbols(definition,[spl0_1483])],[avatar_definition]) ).

fof(f8354,plain,
    ( always3(s385)
    | ~ spl0_1483 ),
    inference(avatar_component_clause,[],[f8352]) ).

fof(f8355,plain,
    ( spl0_1482
    | spl0_1483 ),
    inference(avatar_split_clause,[],[f7734,f8352,f8348]) ).

fof(f8357,definition,
    ( spl0_1484
  <=> m_main_v_request(s384) ),
    introduced(definition,[new_symbols(definition,[spl0_1484])],[avatar_definition]) ).

fof(f8359,plain,
    ( m_main_v_request(s384)
    | ~ spl0_1484 ),
    inference(avatar_component_clause,[],[f8357]) ).

fof(f8361,definition,
    ( spl0_1485
  <=> always3(s384) ),
    introduced(definition,[new_symbols(definition,[spl0_1485])],[avatar_definition]) ).

fof(f8363,plain,
    ( always3(s384)
    | ~ spl0_1485 ),
    inference(avatar_component_clause,[],[f8361]) ).

fof(f8364,plain,
    ( spl0_1484
    | spl0_1485 ),
    inference(avatar_split_clause,[],[f7733,f8361,f8357]) ).

fof(f8366,definition,
    ( spl0_1486
  <=> m_main_v_request(s383) ),
    introduced(definition,[new_symbols(definition,[spl0_1486])],[avatar_definition]) ).

fof(f8368,plain,
    ( m_main_v_request(s383)
    | ~ spl0_1486 ),
    inference(avatar_component_clause,[],[f8366]) ).

fof(f8370,definition,
    ( spl0_1487
  <=> always3(s383) ),
    introduced(definition,[new_symbols(definition,[spl0_1487])],[avatar_definition]) ).

fof(f8372,plain,
    ( always3(s383)
    | ~ spl0_1487 ),
    inference(avatar_component_clause,[],[f8370]) ).

fof(f8373,plain,
    ( spl0_1486
    | spl0_1487 ),
    inference(avatar_split_clause,[],[f7732,f8370,f8366]) ).

fof(f8375,definition,
    ( spl0_1488
  <=> m_main_v_request(s382) ),
    introduced(definition,[new_symbols(definition,[spl0_1488])],[avatar_definition]) ).

fof(f8377,plain,
    ( m_main_v_request(s382)
    | ~ spl0_1488 ),
    inference(avatar_component_clause,[],[f8375]) ).

fof(f8379,definition,
    ( spl0_1489
  <=> always3(s382) ),
    introduced(definition,[new_symbols(definition,[spl0_1489])],[avatar_definition]) ).

fof(f8381,plain,
    ( always3(s382)
    | ~ spl0_1489 ),
    inference(avatar_component_clause,[],[f8379]) ).

fof(f8382,plain,
    ( spl0_1488
    | spl0_1489 ),
    inference(avatar_split_clause,[],[f7731,f8379,f8375]) ).

fof(f8384,definition,
    ( spl0_1490
  <=> m_main_v_request(s381) ),
    introduced(definition,[new_symbols(definition,[spl0_1490])],[avatar_definition]) ).

fof(f8386,plain,
    ( m_main_v_request(s381)
    | ~ spl0_1490 ),
    inference(avatar_component_clause,[],[f8384]) ).

fof(f8388,definition,
    ( spl0_1491
  <=> always3(s381) ),
    introduced(definition,[new_symbols(definition,[spl0_1491])],[avatar_definition]) ).

fof(f8390,plain,
    ( always3(s381)
    | ~ spl0_1491 ),
    inference(avatar_component_clause,[],[f8388]) ).

fof(f8391,plain,
    ( spl0_1490
    | spl0_1491 ),
    inference(avatar_split_clause,[],[f7730,f8388,f8384]) ).

fof(f8393,definition,
    ( spl0_1492
  <=> m_main_v_request(s380) ),
    introduced(definition,[new_symbols(definition,[spl0_1492])],[avatar_definition]) ).

fof(f8395,plain,
    ( m_main_v_request(s380)
    | ~ spl0_1492 ),
    inference(avatar_component_clause,[],[f8393]) ).

fof(f8397,definition,
    ( spl0_1493
  <=> always3(s380) ),
    introduced(definition,[new_symbols(definition,[spl0_1493])],[avatar_definition]) ).

fof(f8399,plain,
    ( always3(s380)
    | ~ spl0_1493 ),
    inference(avatar_component_clause,[],[f8397]) ).

fof(f8400,plain,
    ( spl0_1492
    | spl0_1493 ),
    inference(avatar_split_clause,[],[f7729,f8397,f8393]) ).

fof(f8402,definition,
    ( spl0_1494
  <=> m_main_v_request(s379) ),
    introduced(definition,[new_symbols(definition,[spl0_1494])],[avatar_definition]) ).

fof(f8404,plain,
    ( m_main_v_request(s379)
    | ~ spl0_1494 ),
    inference(avatar_component_clause,[],[f8402]) ).

fof(f8406,definition,
    ( spl0_1495
  <=> always3(s379) ),
    introduced(definition,[new_symbols(definition,[spl0_1495])],[avatar_definition]) ).

fof(f8408,plain,
    ( always3(s379)
    | ~ spl0_1495 ),
    inference(avatar_component_clause,[],[f8406]) ).

fof(f8409,plain,
    ( spl0_1494
    | spl0_1495 ),
    inference(avatar_split_clause,[],[f7728,f8406,f8402]) ).

fof(f8411,definition,
    ( spl0_1496
  <=> m_main_v_request(s378) ),
    introduced(definition,[new_symbols(definition,[spl0_1496])],[avatar_definition]) ).

fof(f8413,plain,
    ( m_main_v_request(s378)
    | ~ spl0_1496 ),
    inference(avatar_component_clause,[],[f8411]) ).

fof(f8415,definition,
    ( spl0_1497
  <=> always3(s378) ),
    introduced(definition,[new_symbols(definition,[spl0_1497])],[avatar_definition]) ).

fof(f8417,plain,
    ( always3(s378)
    | ~ spl0_1497 ),
    inference(avatar_component_clause,[],[f8415]) ).

fof(f8418,plain,
    ( spl0_1496
    | spl0_1497 ),
    inference(avatar_split_clause,[],[f7727,f8415,f8411]) ).

fof(f8420,definition,
    ( spl0_1498
  <=> m_main_v_request(s377) ),
    introduced(definition,[new_symbols(definition,[spl0_1498])],[avatar_definition]) ).

fof(f8422,plain,
    ( m_main_v_request(s377)
    | ~ spl0_1498 ),
    inference(avatar_component_clause,[],[f8420]) ).

fof(f8424,definition,
    ( spl0_1499
  <=> always3(s377) ),
    introduced(definition,[new_symbols(definition,[spl0_1499])],[avatar_definition]) ).

fof(f8426,plain,
    ( always3(s377)
    | ~ spl0_1499 ),
    inference(avatar_component_clause,[],[f8424]) ).

fof(f8427,plain,
    ( spl0_1498
    | spl0_1499 ),
    inference(avatar_split_clause,[],[f7726,f8424,f8420]) ).

fof(f8429,definition,
    ( spl0_1500
  <=> m_main_v_request(s376) ),
    introduced(definition,[new_symbols(definition,[spl0_1500])],[avatar_definition]) ).

fof(f8431,plain,
    ( m_main_v_request(s376)
    | ~ spl0_1500 ),
    inference(avatar_component_clause,[],[f8429]) ).

fof(f8433,definition,
    ( spl0_1501
  <=> always3(s376) ),
    introduced(definition,[new_symbols(definition,[spl0_1501])],[avatar_definition]) ).

fof(f8435,plain,
    ( always3(s376)
    | ~ spl0_1501 ),
    inference(avatar_component_clause,[],[f8433]) ).

fof(f8436,plain,
    ( spl0_1500
    | spl0_1501 ),
    inference(avatar_split_clause,[],[f7725,f8433,f8429]) ).

fof(f8438,definition,
    ( spl0_1502
  <=> m_main_v_request(s375) ),
    introduced(definition,[new_symbols(definition,[spl0_1502])],[avatar_definition]) ).

fof(f8440,plain,
    ( m_main_v_request(s375)
    | ~ spl0_1502 ),
    inference(avatar_component_clause,[],[f8438]) ).

fof(f8442,definition,
    ( spl0_1503
  <=> always3(s375) ),
    introduced(definition,[new_symbols(definition,[spl0_1503])],[avatar_definition]) ).

fof(f8444,plain,
    ( always3(s375)
    | ~ spl0_1503 ),
    inference(avatar_component_clause,[],[f8442]) ).

fof(f8445,plain,
    ( spl0_1502
    | spl0_1503 ),
    inference(avatar_split_clause,[],[f7724,f8442,f8438]) ).

fof(f8447,definition,
    ( spl0_1504
  <=> m_main_v_request(s374) ),
    introduced(definition,[new_symbols(definition,[spl0_1504])],[avatar_definition]) ).

fof(f8449,plain,
    ( m_main_v_request(s374)
    | ~ spl0_1504 ),
    inference(avatar_component_clause,[],[f8447]) ).

fof(f8451,definition,
    ( spl0_1505
  <=> always3(s374) ),
    introduced(definition,[new_symbols(definition,[spl0_1505])],[avatar_definition]) ).

fof(f8453,plain,
    ( always3(s374)
    | ~ spl0_1505 ),
    inference(avatar_component_clause,[],[f8451]) ).

fof(f8454,plain,
    ( spl0_1504
    | spl0_1505 ),
    inference(avatar_split_clause,[],[f7723,f8451,f8447]) ).

fof(f8456,definition,
    ( spl0_1506
  <=> m_main_v_request(s373) ),
    introduced(definition,[new_symbols(definition,[spl0_1506])],[avatar_definition]) ).

fof(f8458,plain,
    ( m_main_v_request(s373)
    | ~ spl0_1506 ),
    inference(avatar_component_clause,[],[f8456]) ).

fof(f8460,definition,
    ( spl0_1507
  <=> always3(s373) ),
    introduced(definition,[new_symbols(definition,[spl0_1507])],[avatar_definition]) ).

fof(f8462,plain,
    ( always3(s373)
    | ~ spl0_1507 ),
    inference(avatar_component_clause,[],[f8460]) ).

fof(f8463,plain,
    ( spl0_1506
    | spl0_1507 ),
    inference(avatar_split_clause,[],[f7722,f8460,f8456]) ).

fof(f8465,definition,
    ( spl0_1508
  <=> m_main_v_request(s372) ),
    introduced(definition,[new_symbols(definition,[spl0_1508])],[avatar_definition]) ).

fof(f8467,plain,
    ( m_main_v_request(s372)
    | ~ spl0_1508 ),
    inference(avatar_component_clause,[],[f8465]) ).

fof(f8469,definition,
    ( spl0_1509
  <=> always3(s372) ),
    introduced(definition,[new_symbols(definition,[spl0_1509])],[avatar_definition]) ).

fof(f8471,plain,
    ( always3(s372)
    | ~ spl0_1509 ),
    inference(avatar_component_clause,[],[f8469]) ).

fof(f8472,plain,
    ( spl0_1508
    | spl0_1509 ),
    inference(avatar_split_clause,[],[f7721,f8469,f8465]) ).

fof(f8474,definition,
    ( spl0_1510
  <=> m_main_v_request(s371) ),
    introduced(definition,[new_symbols(definition,[spl0_1510])],[avatar_definition]) ).

fof(f8476,plain,
    ( m_main_v_request(s371)
    | ~ spl0_1510 ),
    inference(avatar_component_clause,[],[f8474]) ).

fof(f8478,definition,
    ( spl0_1511
  <=> always3(s371) ),
    introduced(definition,[new_symbols(definition,[spl0_1511])],[avatar_definition]) ).

fof(f8480,plain,
    ( always3(s371)
    | ~ spl0_1511 ),
    inference(avatar_component_clause,[],[f8478]) ).

fof(f8481,plain,
    ( spl0_1510
    | spl0_1511 ),
    inference(avatar_split_clause,[],[f7720,f8478,f8474]) ).

fof(f8483,definition,
    ( spl0_1512
  <=> m_main_v_request(s370) ),
    introduced(definition,[new_symbols(definition,[spl0_1512])],[avatar_definition]) ).

fof(f8485,plain,
    ( m_main_v_request(s370)
    | ~ spl0_1512 ),
    inference(avatar_component_clause,[],[f8483]) ).

fof(f8487,definition,
    ( spl0_1513
  <=> always3(s370) ),
    introduced(definition,[new_symbols(definition,[spl0_1513])],[avatar_definition]) ).

fof(f8489,plain,
    ( always3(s370)
    | ~ spl0_1513 ),
    inference(avatar_component_clause,[],[f8487]) ).

fof(f8490,plain,
    ( spl0_1512
    | spl0_1513 ),
    inference(avatar_split_clause,[],[f7719,f8487,f8483]) ).

fof(f8492,definition,
    ( spl0_1514
  <=> m_main_v_request(s369) ),
    introduced(definition,[new_symbols(definition,[spl0_1514])],[avatar_definition]) ).

fof(f8494,plain,
    ( m_main_v_request(s369)
    | ~ spl0_1514 ),
    inference(avatar_component_clause,[],[f8492]) ).

fof(f8496,definition,
    ( spl0_1515
  <=> always3(s369) ),
    introduced(definition,[new_symbols(definition,[spl0_1515])],[avatar_definition]) ).

fof(f8498,plain,
    ( always3(s369)
    | ~ spl0_1515 ),
    inference(avatar_component_clause,[],[f8496]) ).

fof(f8499,plain,
    ( spl0_1514
    | spl0_1515 ),
    inference(avatar_split_clause,[],[f7718,f8496,f8492]) ).

fof(f8501,definition,
    ( spl0_1516
  <=> m_main_v_request(s368) ),
    introduced(definition,[new_symbols(definition,[spl0_1516])],[avatar_definition]) ).

fof(f8503,plain,
    ( m_main_v_request(s368)
    | ~ spl0_1516 ),
    inference(avatar_component_clause,[],[f8501]) ).

fof(f8505,definition,
    ( spl0_1517
  <=> always3(s368) ),
    introduced(definition,[new_symbols(definition,[spl0_1517])],[avatar_definition]) ).

fof(f8507,plain,
    ( always3(s368)
    | ~ spl0_1517 ),
    inference(avatar_component_clause,[],[f8505]) ).

fof(f8508,plain,
    ( spl0_1516
    | spl0_1517 ),
    inference(avatar_split_clause,[],[f7717,f8505,f8501]) ).

fof(f8510,definition,
    ( spl0_1518
  <=> m_main_v_request(s367) ),
    introduced(definition,[new_symbols(definition,[spl0_1518])],[avatar_definition]) ).

fof(f8512,plain,
    ( m_main_v_request(s367)
    | ~ spl0_1518 ),
    inference(avatar_component_clause,[],[f8510]) ).

fof(f8514,definition,
    ( spl0_1519
  <=> always3(s367) ),
    introduced(definition,[new_symbols(definition,[spl0_1519])],[avatar_definition]) ).

fof(f8516,plain,
    ( always3(s367)
    | ~ spl0_1519 ),
    inference(avatar_component_clause,[],[f8514]) ).

fof(f8517,plain,
    ( spl0_1518
    | spl0_1519 ),
    inference(avatar_split_clause,[],[f7716,f8514,f8510]) ).

fof(f8519,definition,
    ( spl0_1520
  <=> m_main_v_request(s366) ),
    introduced(definition,[new_symbols(definition,[spl0_1520])],[avatar_definition]) ).

fof(f8521,plain,
    ( m_main_v_request(s366)
    | ~ spl0_1520 ),
    inference(avatar_component_clause,[],[f8519]) ).

fof(f8523,definition,
    ( spl0_1521
  <=> always3(s366) ),
    introduced(definition,[new_symbols(definition,[spl0_1521])],[avatar_definition]) ).

fof(f8525,plain,
    ( always3(s366)
    | ~ spl0_1521 ),
    inference(avatar_component_clause,[],[f8523]) ).

fof(f8526,plain,
    ( spl0_1520
    | spl0_1521 ),
    inference(avatar_split_clause,[],[f7715,f8523,f8519]) ).

fof(f8528,definition,
    ( spl0_1522
  <=> m_main_v_request(s365) ),
    introduced(definition,[new_symbols(definition,[spl0_1522])],[avatar_definition]) ).

fof(f8530,plain,
    ( m_main_v_request(s365)
    | ~ spl0_1522 ),
    inference(avatar_component_clause,[],[f8528]) ).

fof(f8532,definition,
    ( spl0_1523
  <=> always3(s365) ),
    introduced(definition,[new_symbols(definition,[spl0_1523])],[avatar_definition]) ).

fof(f8534,plain,
    ( always3(s365)
    | ~ spl0_1523 ),
    inference(avatar_component_clause,[],[f8532]) ).

fof(f8535,plain,
    ( spl0_1522
    | spl0_1523 ),
    inference(avatar_split_clause,[],[f7714,f8532,f8528]) ).

fof(f8537,definition,
    ( spl0_1524
  <=> m_main_v_request(s364) ),
    introduced(definition,[new_symbols(definition,[spl0_1524])],[avatar_definition]) ).

fof(f8539,plain,
    ( m_main_v_request(s364)
    | ~ spl0_1524 ),
    inference(avatar_component_clause,[],[f8537]) ).

fof(f8541,definition,
    ( spl0_1525
  <=> always3(s364) ),
    introduced(definition,[new_symbols(definition,[spl0_1525])],[avatar_definition]) ).

fof(f8543,plain,
    ( always3(s364)
    | ~ spl0_1525 ),
    inference(avatar_component_clause,[],[f8541]) ).

fof(f8544,plain,
    ( spl0_1524
    | spl0_1525 ),
    inference(avatar_split_clause,[],[f7713,f8541,f8537]) ).

fof(f8546,definition,
    ( spl0_1526
  <=> m_main_v_request(s363) ),
    introduced(definition,[new_symbols(definition,[spl0_1526])],[avatar_definition]) ).

fof(f8548,plain,
    ( m_main_v_request(s363)
    | ~ spl0_1526 ),
    inference(avatar_component_clause,[],[f8546]) ).

fof(f8550,definition,
    ( spl0_1527
  <=> always3(s363) ),
    introduced(definition,[new_symbols(definition,[spl0_1527])],[avatar_definition]) ).

fof(f8552,plain,
    ( always3(s363)
    | ~ spl0_1527 ),
    inference(avatar_component_clause,[],[f8550]) ).

fof(f8553,plain,
    ( spl0_1526
    | spl0_1527 ),
    inference(avatar_split_clause,[],[f7712,f8550,f8546]) ).

fof(f8555,definition,
    ( spl0_1528
  <=> m_main_v_request(s362) ),
    introduced(definition,[new_symbols(definition,[spl0_1528])],[avatar_definition]) ).

fof(f8557,plain,
    ( m_main_v_request(s362)
    | ~ spl0_1528 ),
    inference(avatar_component_clause,[],[f8555]) ).

fof(f8559,definition,
    ( spl0_1529
  <=> always3(s362) ),
    introduced(definition,[new_symbols(definition,[spl0_1529])],[avatar_definition]) ).

fof(f8561,plain,
    ( always3(s362)
    | ~ spl0_1529 ),
    inference(avatar_component_clause,[],[f8559]) ).

fof(f8562,plain,
    ( spl0_1528
    | spl0_1529 ),
    inference(avatar_split_clause,[],[f7711,f8559,f8555]) ).

fof(f8564,definition,
    ( spl0_1530
  <=> m_main_v_request(s361) ),
    introduced(definition,[new_symbols(definition,[spl0_1530])],[avatar_definition]) ).

fof(f8566,plain,
    ( m_main_v_request(s361)
    | ~ spl0_1530 ),
    inference(avatar_component_clause,[],[f8564]) ).

fof(f8568,definition,
    ( spl0_1531
  <=> always3(s361) ),
    introduced(definition,[new_symbols(definition,[spl0_1531])],[avatar_definition]) ).

fof(f8570,plain,
    ( always3(s361)
    | ~ spl0_1531 ),
    inference(avatar_component_clause,[],[f8568]) ).

fof(f8571,plain,
    ( spl0_1530
    | spl0_1531 ),
    inference(avatar_split_clause,[],[f7710,f8568,f8564]) ).

fof(f8573,definition,
    ( spl0_1532
  <=> m_main_v_request(s360) ),
    introduced(definition,[new_symbols(definition,[spl0_1532])],[avatar_definition]) ).

fof(f8575,plain,
    ( m_main_v_request(s360)
    | ~ spl0_1532 ),
    inference(avatar_component_clause,[],[f8573]) ).

fof(f8577,definition,
    ( spl0_1533
  <=> always3(s360) ),
    introduced(definition,[new_symbols(definition,[spl0_1533])],[avatar_definition]) ).

fof(f8579,plain,
    ( always3(s360)
    | ~ spl0_1533 ),
    inference(avatar_component_clause,[],[f8577]) ).

fof(f8580,plain,
    ( spl0_1532
    | spl0_1533 ),
    inference(avatar_split_clause,[],[f7709,f8577,f8573]) ).

fof(f8582,definition,
    ( spl0_1534
  <=> m_main_v_request(s359) ),
    introduced(definition,[new_symbols(definition,[spl0_1534])],[avatar_definition]) ).

fof(f8584,plain,
    ( m_main_v_request(s359)
    | ~ spl0_1534 ),
    inference(avatar_component_clause,[],[f8582]) ).

fof(f8586,definition,
    ( spl0_1535
  <=> always3(s359) ),
    introduced(definition,[new_symbols(definition,[spl0_1535])],[avatar_definition]) ).

fof(f8588,plain,
    ( always3(s359)
    | ~ spl0_1535 ),
    inference(avatar_component_clause,[],[f8586]) ).

fof(f8589,plain,
    ( spl0_1534
    | spl0_1535 ),
    inference(avatar_split_clause,[],[f7708,f8586,f8582]) ).

fof(f8591,definition,
    ( spl0_1536
  <=> m_main_v_request(s358) ),
    introduced(definition,[new_symbols(definition,[spl0_1536])],[avatar_definition]) ).

fof(f8593,plain,
    ( m_main_v_request(s358)
    | ~ spl0_1536 ),
    inference(avatar_component_clause,[],[f8591]) ).

fof(f8595,definition,
    ( spl0_1537
  <=> always3(s358) ),
    introduced(definition,[new_symbols(definition,[spl0_1537])],[avatar_definition]) ).

fof(f8597,plain,
    ( always3(s358)
    | ~ spl0_1537 ),
    inference(avatar_component_clause,[],[f8595]) ).

fof(f8598,plain,
    ( spl0_1536
    | spl0_1537 ),
    inference(avatar_split_clause,[],[f7707,f8595,f8591]) ).

fof(f8600,definition,
    ( spl0_1538
  <=> m_main_v_request(s357) ),
    introduced(definition,[new_symbols(definition,[spl0_1538])],[avatar_definition]) ).

fof(f8602,plain,
    ( m_main_v_request(s357)
    | ~ spl0_1538 ),
    inference(avatar_component_clause,[],[f8600]) ).

fof(f8604,definition,
    ( spl0_1539
  <=> always3(s357) ),
    introduced(definition,[new_symbols(definition,[spl0_1539])],[avatar_definition]) ).

fof(f8606,plain,
    ( always3(s357)
    | ~ spl0_1539 ),
    inference(avatar_component_clause,[],[f8604]) ).

fof(f8607,plain,
    ( spl0_1538
    | spl0_1539 ),
    inference(avatar_split_clause,[],[f7706,f8604,f8600]) ).

fof(f8609,definition,
    ( spl0_1540
  <=> m_main_v_request(s356) ),
    introduced(definition,[new_symbols(definition,[spl0_1540])],[avatar_definition]) ).

fof(f8611,plain,
    ( m_main_v_request(s356)
    | ~ spl0_1540 ),
    inference(avatar_component_clause,[],[f8609]) ).

fof(f8613,definition,
    ( spl0_1541
  <=> always3(s356) ),
    introduced(definition,[new_symbols(definition,[spl0_1541])],[avatar_definition]) ).

fof(f8615,plain,
    ( always3(s356)
    | ~ spl0_1541 ),
    inference(avatar_component_clause,[],[f8613]) ).

fof(f8616,plain,
    ( spl0_1540
    | spl0_1541 ),
    inference(avatar_split_clause,[],[f7705,f8613,f8609]) ).

fof(f8618,definition,
    ( spl0_1542
  <=> m_main_v_request(s355) ),
    introduced(definition,[new_symbols(definition,[spl0_1542])],[avatar_definition]) ).

fof(f8620,plain,
    ( m_main_v_request(s355)
    | ~ spl0_1542 ),
    inference(avatar_component_clause,[],[f8618]) ).

fof(f8622,definition,
    ( spl0_1543
  <=> always3(s355) ),
    introduced(definition,[new_symbols(definition,[spl0_1543])],[avatar_definition]) ).

fof(f8624,plain,
    ( always3(s355)
    | ~ spl0_1543 ),
    inference(avatar_component_clause,[],[f8622]) ).

fof(f8625,plain,
    ( spl0_1542
    | spl0_1543 ),
    inference(avatar_split_clause,[],[f7704,f8622,f8618]) ).

fof(f8627,definition,
    ( spl0_1544
  <=> m_main_v_request(s354) ),
    introduced(definition,[new_symbols(definition,[spl0_1544])],[avatar_definition]) ).

fof(f8629,plain,
    ( m_main_v_request(s354)
    | ~ spl0_1544 ),
    inference(avatar_component_clause,[],[f8627]) ).

fof(f8631,definition,
    ( spl0_1545
  <=> always3(s354) ),
    introduced(definition,[new_symbols(definition,[spl0_1545])],[avatar_definition]) ).

fof(f8633,plain,
    ( always3(s354)
    | ~ spl0_1545 ),
    inference(avatar_component_clause,[],[f8631]) ).

fof(f8634,plain,
    ( spl0_1544
    | spl0_1545 ),
    inference(avatar_split_clause,[],[f7703,f8631,f8627]) ).

fof(f8636,definition,
    ( spl0_1546
  <=> m_main_v_request(s353) ),
    introduced(definition,[new_symbols(definition,[spl0_1546])],[avatar_definition]) ).

fof(f8638,plain,
    ( m_main_v_request(s353)
    | ~ spl0_1546 ),
    inference(avatar_component_clause,[],[f8636]) ).

fof(f8640,definition,
    ( spl0_1547
  <=> always3(s353) ),
    introduced(definition,[new_symbols(definition,[spl0_1547])],[avatar_definition]) ).

fof(f8642,plain,
    ( always3(s353)
    | ~ spl0_1547 ),
    inference(avatar_component_clause,[],[f8640]) ).

fof(f8643,plain,
    ( spl0_1546
    | spl0_1547 ),
    inference(avatar_split_clause,[],[f7702,f8640,f8636]) ).

fof(f8645,definition,
    ( spl0_1548
  <=> m_main_v_request(s352) ),
    introduced(definition,[new_symbols(definition,[spl0_1548])],[avatar_definition]) ).

fof(f8647,plain,
    ( m_main_v_request(s352)
    | ~ spl0_1548 ),
    inference(avatar_component_clause,[],[f8645]) ).

fof(f8649,definition,
    ( spl0_1549
  <=> always3(s352) ),
    introduced(definition,[new_symbols(definition,[spl0_1549])],[avatar_definition]) ).

fof(f8651,plain,
    ( always3(s352)
    | ~ spl0_1549 ),
    inference(avatar_component_clause,[],[f8649]) ).

fof(f8652,plain,
    ( spl0_1548
    | spl0_1549 ),
    inference(avatar_split_clause,[],[f7701,f8649,f8645]) ).

fof(f8654,definition,
    ( spl0_1550
  <=> m_main_v_request(s351) ),
    introduced(definition,[new_symbols(definition,[spl0_1550])],[avatar_definition]) ).

fof(f8656,plain,
    ( m_main_v_request(s351)
    | ~ spl0_1550 ),
    inference(avatar_component_clause,[],[f8654]) ).

fof(f8658,definition,
    ( spl0_1551
  <=> always3(s351) ),
    introduced(definition,[new_symbols(definition,[spl0_1551])],[avatar_definition]) ).

fof(f8660,plain,
    ( always3(s351)
    | ~ spl0_1551 ),
    inference(avatar_component_clause,[],[f8658]) ).

fof(f8661,plain,
    ( spl0_1550
    | spl0_1551 ),
    inference(avatar_split_clause,[],[f7700,f8658,f8654]) ).

fof(f8663,definition,
    ( spl0_1552
  <=> m_main_v_request(s350) ),
    introduced(definition,[new_symbols(definition,[spl0_1552])],[avatar_definition]) ).

fof(f8665,plain,
    ( m_main_v_request(s350)
    | ~ spl0_1552 ),
    inference(avatar_component_clause,[],[f8663]) ).

fof(f8667,definition,
    ( spl0_1553
  <=> always3(s350) ),
    introduced(definition,[new_symbols(definition,[spl0_1553])],[avatar_definition]) ).

fof(f8669,plain,
    ( always3(s350)
    | ~ spl0_1553 ),
    inference(avatar_component_clause,[],[f8667]) ).

fof(f8670,plain,
    ( spl0_1552
    | spl0_1553 ),
    inference(avatar_split_clause,[],[f7699,f8667,f8663]) ).

fof(f8672,definition,
    ( spl0_1554
  <=> m_main_v_request(s349) ),
    introduced(definition,[new_symbols(definition,[spl0_1554])],[avatar_definition]) ).

fof(f8674,plain,
    ( m_main_v_request(s349)
    | ~ spl0_1554 ),
    inference(avatar_component_clause,[],[f8672]) ).

fof(f8676,definition,
    ( spl0_1555
  <=> always3(s349) ),
    introduced(definition,[new_symbols(definition,[spl0_1555])],[avatar_definition]) ).

fof(f8678,plain,
    ( always3(s349)
    | ~ spl0_1555 ),
    inference(avatar_component_clause,[],[f8676]) ).

fof(f8679,plain,
    ( spl0_1554
    | spl0_1555 ),
    inference(avatar_split_clause,[],[f7698,f8676,f8672]) ).

fof(f8681,definition,
    ( spl0_1556
  <=> m_main_v_request(s348) ),
    introduced(definition,[new_symbols(definition,[spl0_1556])],[avatar_definition]) ).

fof(f8683,plain,
    ( m_main_v_request(s348)
    | ~ spl0_1556 ),
    inference(avatar_component_clause,[],[f8681]) ).

fof(f8685,definition,
    ( spl0_1557
  <=> always3(s348) ),
    introduced(definition,[new_symbols(definition,[spl0_1557])],[avatar_definition]) ).

fof(f8687,plain,
    ( always3(s348)
    | ~ spl0_1557 ),
    inference(avatar_component_clause,[],[f8685]) ).

fof(f8688,plain,
    ( spl0_1556
    | spl0_1557 ),
    inference(avatar_split_clause,[],[f7697,f8685,f8681]) ).

fof(f8690,definition,
    ( spl0_1558
  <=> m_main_v_request(s347) ),
    introduced(definition,[new_symbols(definition,[spl0_1558])],[avatar_definition]) ).

fof(f8692,plain,
    ( m_main_v_request(s347)
    | ~ spl0_1558 ),
    inference(avatar_component_clause,[],[f8690]) ).

fof(f8694,definition,
    ( spl0_1559
  <=> always3(s347) ),
    introduced(definition,[new_symbols(definition,[spl0_1559])],[avatar_definition]) ).

fof(f8696,plain,
    ( always3(s347)
    | ~ spl0_1559 ),
    inference(avatar_component_clause,[],[f8694]) ).

fof(f8697,plain,
    ( spl0_1558
    | spl0_1559 ),
    inference(avatar_split_clause,[],[f7696,f8694,f8690]) ).

fof(f8699,definition,
    ( spl0_1560
  <=> m_main_v_request(s346) ),
    introduced(definition,[new_symbols(definition,[spl0_1560])],[avatar_definition]) ).

fof(f8701,plain,
    ( m_main_v_request(s346)
    | ~ spl0_1560 ),
    inference(avatar_component_clause,[],[f8699]) ).

fof(f8703,definition,
    ( spl0_1561
  <=> always3(s346) ),
    introduced(definition,[new_symbols(definition,[spl0_1561])],[avatar_definition]) ).

fof(f8705,plain,
    ( always3(s346)
    | ~ spl0_1561 ),
    inference(avatar_component_clause,[],[f8703]) ).

fof(f8706,plain,
    ( spl0_1560
    | spl0_1561 ),
    inference(avatar_split_clause,[],[f7695,f8703,f8699]) ).

fof(f8708,definition,
    ( spl0_1562
  <=> m_main_v_request(s345) ),
    introduced(definition,[new_symbols(definition,[spl0_1562])],[avatar_definition]) ).

fof(f8710,plain,
    ( m_main_v_request(s345)
    | ~ spl0_1562 ),
    inference(avatar_component_clause,[],[f8708]) ).

fof(f8712,definition,
    ( spl0_1563
  <=> always3(s345) ),
    introduced(definition,[new_symbols(definition,[spl0_1563])],[avatar_definition]) ).

fof(f8714,plain,
    ( always3(s345)
    | ~ spl0_1563 ),
    inference(avatar_component_clause,[],[f8712]) ).

fof(f8715,plain,
    ( spl0_1562
    | spl0_1563 ),
    inference(avatar_split_clause,[],[f7694,f8712,f8708]) ).

fof(f8717,definition,
    ( spl0_1564
  <=> m_main_v_request(s344) ),
    introduced(definition,[new_symbols(definition,[spl0_1564])],[avatar_definition]) ).

fof(f8719,plain,
    ( m_main_v_request(s344)
    | ~ spl0_1564 ),
    inference(avatar_component_clause,[],[f8717]) ).

fof(f8721,definition,
    ( spl0_1565
  <=> always3(s344) ),
    introduced(definition,[new_symbols(definition,[spl0_1565])],[avatar_definition]) ).

fof(f8723,plain,
    ( always3(s344)
    | ~ spl0_1565 ),
    inference(avatar_component_clause,[],[f8721]) ).

fof(f8724,plain,
    ( spl0_1564
    | spl0_1565 ),
    inference(avatar_split_clause,[],[f7693,f8721,f8717]) ).

fof(f8726,definition,
    ( spl0_1566
  <=> m_main_v_request(s343) ),
    introduced(definition,[new_symbols(definition,[spl0_1566])],[avatar_definition]) ).

fof(f8728,plain,
    ( m_main_v_request(s343)
    | ~ spl0_1566 ),
    inference(avatar_component_clause,[],[f8726]) ).

fof(f8730,definition,
    ( spl0_1567
  <=> always3(s343) ),
    introduced(definition,[new_symbols(definition,[spl0_1567])],[avatar_definition]) ).

fof(f8732,plain,
    ( always3(s343)
    | ~ spl0_1567 ),
    inference(avatar_component_clause,[],[f8730]) ).

fof(f8733,plain,
    ( spl0_1566
    | spl0_1567 ),
    inference(avatar_split_clause,[],[f7692,f8730,f8726]) ).

fof(f8735,definition,
    ( spl0_1568
  <=> m_main_v_request(s342) ),
    introduced(definition,[new_symbols(definition,[spl0_1568])],[avatar_definition]) ).

fof(f8737,plain,
    ( m_main_v_request(s342)
    | ~ spl0_1568 ),
    inference(avatar_component_clause,[],[f8735]) ).

fof(f8739,definition,
    ( spl0_1569
  <=> always3(s342) ),
    introduced(definition,[new_symbols(definition,[spl0_1569])],[avatar_definition]) ).

fof(f8741,plain,
    ( always3(s342)
    | ~ spl0_1569 ),
    inference(avatar_component_clause,[],[f8739]) ).

fof(f8742,plain,
    ( spl0_1568
    | spl0_1569 ),
    inference(avatar_split_clause,[],[f7691,f8739,f8735]) ).

fof(f8744,definition,
    ( spl0_1570
  <=> m_main_v_request(s341) ),
    introduced(definition,[new_symbols(definition,[spl0_1570])],[avatar_definition]) ).

fof(f8746,plain,
    ( m_main_v_request(s341)
    | ~ spl0_1570 ),
    inference(avatar_component_clause,[],[f8744]) ).

fof(f8748,definition,
    ( spl0_1571
  <=> always3(s341) ),
    introduced(definition,[new_symbols(definition,[spl0_1571])],[avatar_definition]) ).

fof(f8750,plain,
    ( always3(s341)
    | ~ spl0_1571 ),
    inference(avatar_component_clause,[],[f8748]) ).

fof(f8751,plain,
    ( spl0_1570
    | spl0_1571 ),
    inference(avatar_split_clause,[],[f7690,f8748,f8744]) ).

fof(f8753,definition,
    ( spl0_1572
  <=> m_main_v_request(s340) ),
    introduced(definition,[new_symbols(definition,[spl0_1572])],[avatar_definition]) ).

fof(f8755,plain,
    ( m_main_v_request(s340)
    | ~ spl0_1572 ),
    inference(avatar_component_clause,[],[f8753]) ).

fof(f8757,definition,
    ( spl0_1573
  <=> always3(s340) ),
    introduced(definition,[new_symbols(definition,[spl0_1573])],[avatar_definition]) ).

fof(f8759,plain,
    ( always3(s340)
    | ~ spl0_1573 ),
    inference(avatar_component_clause,[],[f8757]) ).

fof(f8760,plain,
    ( spl0_1572
    | spl0_1573 ),
    inference(avatar_split_clause,[],[f7689,f8757,f8753]) ).

fof(f8762,definition,
    ( spl0_1574
  <=> m_main_v_request(s339) ),
    introduced(definition,[new_symbols(definition,[spl0_1574])],[avatar_definition]) ).

fof(f8764,plain,
    ( m_main_v_request(s339)
    | ~ spl0_1574 ),
    inference(avatar_component_clause,[],[f8762]) ).

fof(f8766,definition,
    ( spl0_1575
  <=> always3(s339) ),
    introduced(definition,[new_symbols(definition,[spl0_1575])],[avatar_definition]) ).

fof(f8768,plain,
    ( always3(s339)
    | ~ spl0_1575 ),
    inference(avatar_component_clause,[],[f8766]) ).

fof(f8769,plain,
    ( spl0_1574
    | spl0_1575 ),
    inference(avatar_split_clause,[],[f7688,f8766,f8762]) ).

fof(f8771,definition,
    ( spl0_1576
  <=> m_main_v_request(s338) ),
    introduced(definition,[new_symbols(definition,[spl0_1576])],[avatar_definition]) ).

fof(f8773,plain,
    ( m_main_v_request(s338)
    | ~ spl0_1576 ),
    inference(avatar_component_clause,[],[f8771]) ).

fof(f8775,definition,
    ( spl0_1577
  <=> always3(s338) ),
    introduced(definition,[new_symbols(definition,[spl0_1577])],[avatar_definition]) ).

fof(f8777,plain,
    ( always3(s338)
    | ~ spl0_1577 ),
    inference(avatar_component_clause,[],[f8775]) ).

fof(f8778,plain,
    ( spl0_1576
    | spl0_1577 ),
    inference(avatar_split_clause,[],[f7687,f8775,f8771]) ).

fof(f8780,definition,
    ( spl0_1578
  <=> m_main_v_request(s337) ),
    introduced(definition,[new_symbols(definition,[spl0_1578])],[avatar_definition]) ).

fof(f8782,plain,
    ( m_main_v_request(s337)
    | ~ spl0_1578 ),
    inference(avatar_component_clause,[],[f8780]) ).

fof(f8784,definition,
    ( spl0_1579
  <=> always3(s337) ),
    introduced(definition,[new_symbols(definition,[spl0_1579])],[avatar_definition]) ).

fof(f8786,plain,
    ( always3(s337)
    | ~ spl0_1579 ),
    inference(avatar_component_clause,[],[f8784]) ).

fof(f8787,plain,
    ( spl0_1578
    | spl0_1579 ),
    inference(avatar_split_clause,[],[f7686,f8784,f8780]) ).

fof(f8789,definition,
    ( spl0_1580
  <=> m_main_v_request(s336) ),
    introduced(definition,[new_symbols(definition,[spl0_1580])],[avatar_definition]) ).

fof(f8791,plain,
    ( m_main_v_request(s336)
    | ~ spl0_1580 ),
    inference(avatar_component_clause,[],[f8789]) ).

fof(f8793,definition,
    ( spl0_1581
  <=> always3(s336) ),
    introduced(definition,[new_symbols(definition,[spl0_1581])],[avatar_definition]) ).

fof(f8795,plain,
    ( always3(s336)
    | ~ spl0_1581 ),
    inference(avatar_component_clause,[],[f8793]) ).

fof(f8796,plain,
    ( spl0_1580
    | spl0_1581 ),
    inference(avatar_split_clause,[],[f7685,f8793,f8789]) ).

fof(f8798,definition,
    ( spl0_1582
  <=> m_main_v_request(s335) ),
    introduced(definition,[new_symbols(definition,[spl0_1582])],[avatar_definition]) ).

fof(f8800,plain,
    ( m_main_v_request(s335)
    | ~ spl0_1582 ),
    inference(avatar_component_clause,[],[f8798]) ).

fof(f8802,definition,
    ( spl0_1583
  <=> always3(s335) ),
    introduced(definition,[new_symbols(definition,[spl0_1583])],[avatar_definition]) ).

fof(f8804,plain,
    ( always3(s335)
    | ~ spl0_1583 ),
    inference(avatar_component_clause,[],[f8802]) ).

fof(f8805,plain,
    ( spl0_1582
    | spl0_1583 ),
    inference(avatar_split_clause,[],[f7684,f8802,f8798]) ).

fof(f8807,definition,
    ( spl0_1584
  <=> m_main_v_request(s334) ),
    introduced(definition,[new_symbols(definition,[spl0_1584])],[avatar_definition]) ).

fof(f8809,plain,
    ( m_main_v_request(s334)
    | ~ spl0_1584 ),
    inference(avatar_component_clause,[],[f8807]) ).

fof(f8811,definition,
    ( spl0_1585
  <=> always3(s334) ),
    introduced(definition,[new_symbols(definition,[spl0_1585])],[avatar_definition]) ).

fof(f8813,plain,
    ( always3(s334)
    | ~ spl0_1585 ),
    inference(avatar_component_clause,[],[f8811]) ).

fof(f8814,plain,
    ( spl0_1584
    | spl0_1585 ),
    inference(avatar_split_clause,[],[f7683,f8811,f8807]) ).

fof(f8816,definition,
    ( spl0_1586
  <=> m_main_v_request(s333) ),
    introduced(definition,[new_symbols(definition,[spl0_1586])],[avatar_definition]) ).

fof(f8818,plain,
    ( m_main_v_request(s333)
    | ~ spl0_1586 ),
    inference(avatar_component_clause,[],[f8816]) ).

fof(f8820,definition,
    ( spl0_1587
  <=> always3(s333) ),
    introduced(definition,[new_symbols(definition,[spl0_1587])],[avatar_definition]) ).

fof(f8822,plain,
    ( always3(s333)
    | ~ spl0_1587 ),
    inference(avatar_component_clause,[],[f8820]) ).

fof(f8823,plain,
    ( spl0_1586
    | spl0_1587 ),
    inference(avatar_split_clause,[],[f7682,f8820,f8816]) ).

fof(f8825,definition,
    ( spl0_1588
  <=> m_main_v_request(s332) ),
    introduced(definition,[new_symbols(definition,[spl0_1588])],[avatar_definition]) ).

fof(f8827,plain,
    ( m_main_v_request(s332)
    | ~ spl0_1588 ),
    inference(avatar_component_clause,[],[f8825]) ).

fof(f8829,definition,
    ( spl0_1589
  <=> always3(s332) ),
    introduced(definition,[new_symbols(definition,[spl0_1589])],[avatar_definition]) ).

fof(f8831,plain,
    ( always3(s332)
    | ~ spl0_1589 ),
    inference(avatar_component_clause,[],[f8829]) ).

fof(f8832,plain,
    ( spl0_1588
    | spl0_1589 ),
    inference(avatar_split_clause,[],[f7681,f8829,f8825]) ).

fof(f8834,definition,
    ( spl0_1590
  <=> m_main_v_request(s331) ),
    introduced(definition,[new_symbols(definition,[spl0_1590])],[avatar_definition]) ).

fof(f8836,plain,
    ( m_main_v_request(s331)
    | ~ spl0_1590 ),
    inference(avatar_component_clause,[],[f8834]) ).

fof(f8838,definition,
    ( spl0_1591
  <=> always3(s331) ),
    introduced(definition,[new_symbols(definition,[spl0_1591])],[avatar_definition]) ).

fof(f8840,plain,
    ( always3(s331)
    | ~ spl0_1591 ),
    inference(avatar_component_clause,[],[f8838]) ).

fof(f8841,plain,
    ( spl0_1590
    | spl0_1591 ),
    inference(avatar_split_clause,[],[f7680,f8838,f8834]) ).

fof(f8843,definition,
    ( spl0_1592
  <=> m_main_v_request(s330) ),
    introduced(definition,[new_symbols(definition,[spl0_1592])],[avatar_definition]) ).

fof(f8845,plain,
    ( m_main_v_request(s330)
    | ~ spl0_1592 ),
    inference(avatar_component_clause,[],[f8843]) ).

fof(f8847,definition,
    ( spl0_1593
  <=> always3(s330) ),
    introduced(definition,[new_symbols(definition,[spl0_1593])],[avatar_definition]) ).

fof(f8849,plain,
    ( always3(s330)
    | ~ spl0_1593 ),
    inference(avatar_component_clause,[],[f8847]) ).

fof(f8850,plain,
    ( spl0_1592
    | spl0_1593 ),
    inference(avatar_split_clause,[],[f7679,f8847,f8843]) ).

fof(f8852,definition,
    ( spl0_1594
  <=> m_main_v_request(s329) ),
    introduced(definition,[new_symbols(definition,[spl0_1594])],[avatar_definition]) ).

fof(f8854,plain,
    ( m_main_v_request(s329)
    | ~ spl0_1594 ),
    inference(avatar_component_clause,[],[f8852]) ).

fof(f8856,definition,
    ( spl0_1595
  <=> always3(s329) ),
    introduced(definition,[new_symbols(definition,[spl0_1595])],[avatar_definition]) ).

fof(f8858,plain,
    ( always3(s329)
    | ~ spl0_1595 ),
    inference(avatar_component_clause,[],[f8856]) ).

fof(f8859,plain,
    ( spl0_1594
    | spl0_1595 ),
    inference(avatar_split_clause,[],[f7678,f8856,f8852]) ).

fof(f8861,definition,
    ( spl0_1596
  <=> m_main_v_request(s328) ),
    introduced(definition,[new_symbols(definition,[spl0_1596])],[avatar_definition]) ).

fof(f8863,plain,
    ( m_main_v_request(s328)
    | ~ spl0_1596 ),
    inference(avatar_component_clause,[],[f8861]) ).

fof(f8865,definition,
    ( spl0_1597
  <=> always3(s328) ),
    introduced(definition,[new_symbols(definition,[spl0_1597])],[avatar_definition]) ).

fof(f8867,plain,
    ( always3(s328)
    | ~ spl0_1597 ),
    inference(avatar_component_clause,[],[f8865]) ).

fof(f8868,plain,
    ( spl0_1596
    | spl0_1597 ),
    inference(avatar_split_clause,[],[f7677,f8865,f8861]) ).

fof(f8870,definition,
    ( spl0_1598
  <=> m_main_v_request(s327) ),
    introduced(definition,[new_symbols(definition,[spl0_1598])],[avatar_definition]) ).

fof(f8872,plain,
    ( m_main_v_request(s327)
    | ~ spl0_1598 ),
    inference(avatar_component_clause,[],[f8870]) ).

fof(f8874,definition,
    ( spl0_1599
  <=> always3(s327) ),
    introduced(definition,[new_symbols(definition,[spl0_1599])],[avatar_definition]) ).

fof(f8876,plain,
    ( always3(s327)
    | ~ spl0_1599 ),
    inference(avatar_component_clause,[],[f8874]) ).

fof(f8877,plain,
    ( spl0_1598
    | spl0_1599 ),
    inference(avatar_split_clause,[],[f7676,f8874,f8870]) ).

fof(f8879,definition,
    ( spl0_1600
  <=> m_main_v_request(s326) ),
    introduced(definition,[new_symbols(definition,[spl0_1600])],[avatar_definition]) ).

fof(f8881,plain,
    ( m_main_v_request(s326)
    | ~ spl0_1600 ),
    inference(avatar_component_clause,[],[f8879]) ).

fof(f8883,definition,
    ( spl0_1601
  <=> always3(s326) ),
    introduced(definition,[new_symbols(definition,[spl0_1601])],[avatar_definition]) ).

fof(f8885,plain,
    ( always3(s326)
    | ~ spl0_1601 ),
    inference(avatar_component_clause,[],[f8883]) ).

fof(f8886,plain,
    ( spl0_1600
    | spl0_1601 ),
    inference(avatar_split_clause,[],[f7675,f8883,f8879]) ).

fof(f8888,definition,
    ( spl0_1602
  <=> m_main_v_request(s325) ),
    introduced(definition,[new_symbols(definition,[spl0_1602])],[avatar_definition]) ).

fof(f8890,plain,
    ( m_main_v_request(s325)
    | ~ spl0_1602 ),
    inference(avatar_component_clause,[],[f8888]) ).

fof(f8892,definition,
    ( spl0_1603
  <=> always3(s325) ),
    introduced(definition,[new_symbols(definition,[spl0_1603])],[avatar_definition]) ).

fof(f8894,plain,
    ( always3(s325)
    | ~ spl0_1603 ),
    inference(avatar_component_clause,[],[f8892]) ).

fof(f8895,plain,
    ( spl0_1602
    | spl0_1603 ),
    inference(avatar_split_clause,[],[f7674,f8892,f8888]) ).

fof(f8897,definition,
    ( spl0_1604
  <=> m_main_v_request(s324) ),
    introduced(definition,[new_symbols(definition,[spl0_1604])],[avatar_definition]) ).

fof(f8899,plain,
    ( m_main_v_request(s324)
    | ~ spl0_1604 ),
    inference(avatar_component_clause,[],[f8897]) ).

fof(f8901,definition,
    ( spl0_1605
  <=> always3(s324) ),
    introduced(definition,[new_symbols(definition,[spl0_1605])],[avatar_definition]) ).

fof(f8903,plain,
    ( always3(s324)
    | ~ spl0_1605 ),
    inference(avatar_component_clause,[],[f8901]) ).

fof(f8904,plain,
    ( spl0_1604
    | spl0_1605 ),
    inference(avatar_split_clause,[],[f7673,f8901,f8897]) ).

fof(f8906,definition,
    ( spl0_1606
  <=> m_main_v_request(s323) ),
    introduced(definition,[new_symbols(definition,[spl0_1606])],[avatar_definition]) ).

fof(f8908,plain,
    ( m_main_v_request(s323)
    | ~ spl0_1606 ),
    inference(avatar_component_clause,[],[f8906]) ).

fof(f8910,definition,
    ( spl0_1607
  <=> always3(s323) ),
    introduced(definition,[new_symbols(definition,[spl0_1607])],[avatar_definition]) ).

fof(f8912,plain,
    ( always3(s323)
    | ~ spl0_1607 ),
    inference(avatar_component_clause,[],[f8910]) ).

fof(f8913,plain,
    ( spl0_1606
    | spl0_1607 ),
    inference(avatar_split_clause,[],[f7672,f8910,f8906]) ).

fof(f8915,definition,
    ( spl0_1608
  <=> m_main_v_request(s322) ),
    introduced(definition,[new_symbols(definition,[spl0_1608])],[avatar_definition]) ).

fof(f8917,plain,
    ( m_main_v_request(s322)
    | ~ spl0_1608 ),
    inference(avatar_component_clause,[],[f8915]) ).

fof(f8919,definition,
    ( spl0_1609
  <=> always3(s322) ),
    introduced(definition,[new_symbols(definition,[spl0_1609])],[avatar_definition]) ).

fof(f8921,plain,
    ( always3(s322)
    | ~ spl0_1609 ),
    inference(avatar_component_clause,[],[f8919]) ).

fof(f8922,plain,
    ( spl0_1608
    | spl0_1609 ),
    inference(avatar_split_clause,[],[f7671,f8919,f8915]) ).

fof(f8924,definition,
    ( spl0_1610
  <=> m_main_v_request(s321) ),
    introduced(definition,[new_symbols(definition,[spl0_1610])],[avatar_definition]) ).

fof(f8926,plain,
    ( m_main_v_request(s321)
    | ~ spl0_1610 ),
    inference(avatar_component_clause,[],[f8924]) ).

fof(f8928,definition,
    ( spl0_1611
  <=> always3(s321) ),
    introduced(definition,[new_symbols(definition,[spl0_1611])],[avatar_definition]) ).

fof(f8930,plain,
    ( always3(s321)
    | ~ spl0_1611 ),
    inference(avatar_component_clause,[],[f8928]) ).

fof(f8931,plain,
    ( spl0_1610
    | spl0_1611 ),
    inference(avatar_split_clause,[],[f7670,f8928,f8924]) ).

fof(f8933,definition,
    ( spl0_1612
  <=> m_main_v_request(s320) ),
    introduced(definition,[new_symbols(definition,[spl0_1612])],[avatar_definition]) ).

fof(f8935,plain,
    ( m_main_v_request(s320)
    | ~ spl0_1612 ),
    inference(avatar_component_clause,[],[f8933]) ).

fof(f8937,definition,
    ( spl0_1613
  <=> always3(s320) ),
    introduced(definition,[new_symbols(definition,[spl0_1613])],[avatar_definition]) ).

fof(f8939,plain,
    ( always3(s320)
    | ~ spl0_1613 ),
    inference(avatar_component_clause,[],[f8937]) ).

fof(f8940,plain,
    ( spl0_1612
    | spl0_1613 ),
    inference(avatar_split_clause,[],[f7669,f8937,f8933]) ).

fof(f8942,definition,
    ( spl0_1614
  <=> m_main_v_request(s319) ),
    introduced(definition,[new_symbols(definition,[spl0_1614])],[avatar_definition]) ).

fof(f8944,plain,
    ( m_main_v_request(s319)
    | ~ spl0_1614 ),
    inference(avatar_component_clause,[],[f8942]) ).

fof(f8946,definition,
    ( spl0_1615
  <=> always3(s319) ),
    introduced(definition,[new_symbols(definition,[spl0_1615])],[avatar_definition]) ).

fof(f8948,plain,
    ( always3(s319)
    | ~ spl0_1615 ),
    inference(avatar_component_clause,[],[f8946]) ).

fof(f8949,plain,
    ( spl0_1614
    | spl0_1615 ),
    inference(avatar_split_clause,[],[f7668,f8946,f8942]) ).

fof(f8951,definition,
    ( spl0_1616
  <=> m_main_v_request(s318) ),
    introduced(definition,[new_symbols(definition,[spl0_1616])],[avatar_definition]) ).

fof(f8953,plain,
    ( m_main_v_request(s318)
    | ~ spl0_1616 ),
    inference(avatar_component_clause,[],[f8951]) ).

fof(f8955,definition,
    ( spl0_1617
  <=> always3(s318) ),
    introduced(definition,[new_symbols(definition,[spl0_1617])],[avatar_definition]) ).

fof(f8957,plain,
    ( always3(s318)
    | ~ spl0_1617 ),
    inference(avatar_component_clause,[],[f8955]) ).

fof(f8958,plain,
    ( spl0_1616
    | spl0_1617 ),
    inference(avatar_split_clause,[],[f7667,f8955,f8951]) ).

fof(f8960,definition,
    ( spl0_1618
  <=> m_main_v_request(s317) ),
    introduced(definition,[new_symbols(definition,[spl0_1618])],[avatar_definition]) ).

fof(f8962,plain,
    ( m_main_v_request(s317)
    | ~ spl0_1618 ),
    inference(avatar_component_clause,[],[f8960]) ).

fof(f8964,definition,
    ( spl0_1619
  <=> always3(s317) ),
    introduced(definition,[new_symbols(definition,[spl0_1619])],[avatar_definition]) ).

fof(f8966,plain,
    ( always3(s317)
    | ~ spl0_1619 ),
    inference(avatar_component_clause,[],[f8964]) ).

fof(f8967,plain,
    ( spl0_1618
    | spl0_1619 ),
    inference(avatar_split_clause,[],[f7666,f8964,f8960]) ).

fof(f8969,definition,
    ( spl0_1620
  <=> m_main_v_request(s316) ),
    introduced(definition,[new_symbols(definition,[spl0_1620])],[avatar_definition]) ).

fof(f8971,plain,
    ( m_main_v_request(s316)
    | ~ spl0_1620 ),
    inference(avatar_component_clause,[],[f8969]) ).

fof(f8973,definition,
    ( spl0_1621
  <=> always3(s316) ),
    introduced(definition,[new_symbols(definition,[spl0_1621])],[avatar_definition]) ).

fof(f8975,plain,
    ( always3(s316)
    | ~ spl0_1621 ),
    inference(avatar_component_clause,[],[f8973]) ).

fof(f8976,plain,
    ( spl0_1620
    | spl0_1621 ),
    inference(avatar_split_clause,[],[f7665,f8973,f8969]) ).

fof(f8978,definition,
    ( spl0_1622
  <=> m_main_v_request(s315) ),
    introduced(definition,[new_symbols(definition,[spl0_1622])],[avatar_definition]) ).

fof(f8980,plain,
    ( m_main_v_request(s315)
    | ~ spl0_1622 ),
    inference(avatar_component_clause,[],[f8978]) ).

fof(f8982,definition,
    ( spl0_1623
  <=> always3(s315) ),
    introduced(definition,[new_symbols(definition,[spl0_1623])],[avatar_definition]) ).

fof(f8984,plain,
    ( always3(s315)
    | ~ spl0_1623 ),
    inference(avatar_component_clause,[],[f8982]) ).

fof(f8985,plain,
    ( spl0_1622
    | spl0_1623 ),
    inference(avatar_split_clause,[],[f7664,f8982,f8978]) ).

fof(f8987,definition,
    ( spl0_1624
  <=> m_main_v_request(s314) ),
    introduced(definition,[new_symbols(definition,[spl0_1624])],[avatar_definition]) ).

fof(f8989,plain,
    ( m_main_v_request(s314)
    | ~ spl0_1624 ),
    inference(avatar_component_clause,[],[f8987]) ).

fof(f8991,definition,
    ( spl0_1625
  <=> always3(s314) ),
    introduced(definition,[new_symbols(definition,[spl0_1625])],[avatar_definition]) ).

fof(f8993,plain,
    ( always3(s314)
    | ~ spl0_1625 ),
    inference(avatar_component_clause,[],[f8991]) ).

fof(f8994,plain,
    ( spl0_1624
    | spl0_1625 ),
    inference(avatar_split_clause,[],[f7663,f8991,f8987]) ).

fof(f8996,definition,
    ( spl0_1626
  <=> m_main_v_request(s313) ),
    introduced(definition,[new_symbols(definition,[spl0_1626])],[avatar_definition]) ).

fof(f8998,plain,
    ( m_main_v_request(s313)
    | ~ spl0_1626 ),
    inference(avatar_component_clause,[],[f8996]) ).

fof(f9000,definition,
    ( spl0_1627
  <=> always3(s313) ),
    introduced(definition,[new_symbols(definition,[spl0_1627])],[avatar_definition]) ).

fof(f9002,plain,
    ( always3(s313)
    | ~ spl0_1627 ),
    inference(avatar_component_clause,[],[f9000]) ).

fof(f9003,plain,
    ( spl0_1626
    | spl0_1627 ),
    inference(avatar_split_clause,[],[f7662,f9000,f8996]) ).

fof(f9005,definition,
    ( spl0_1628
  <=> m_main_v_request(s312) ),
    introduced(definition,[new_symbols(definition,[spl0_1628])],[avatar_definition]) ).

fof(f9007,plain,
    ( m_main_v_request(s312)
    | ~ spl0_1628 ),
    inference(avatar_component_clause,[],[f9005]) ).

fof(f9009,definition,
    ( spl0_1629
  <=> always3(s312) ),
    introduced(definition,[new_symbols(definition,[spl0_1629])],[avatar_definition]) ).

fof(f9011,plain,
    ( always3(s312)
    | ~ spl0_1629 ),
    inference(avatar_component_clause,[],[f9009]) ).

fof(f9012,plain,
    ( spl0_1628
    | spl0_1629 ),
    inference(avatar_split_clause,[],[f7661,f9009,f9005]) ).

fof(f9014,definition,
    ( spl0_1630
  <=> m_main_v_request(s311) ),
    introduced(definition,[new_symbols(definition,[spl0_1630])],[avatar_definition]) ).

fof(f9016,plain,
    ( m_main_v_request(s311)
    | ~ spl0_1630 ),
    inference(avatar_component_clause,[],[f9014]) ).

fof(f9018,definition,
    ( spl0_1631
  <=> always3(s311) ),
    introduced(definition,[new_symbols(definition,[spl0_1631])],[avatar_definition]) ).

fof(f9020,plain,
    ( always3(s311)
    | ~ spl0_1631 ),
    inference(avatar_component_clause,[],[f9018]) ).

fof(f9021,plain,
    ( spl0_1630
    | spl0_1631 ),
    inference(avatar_split_clause,[],[f7660,f9018,f9014]) ).

fof(f9023,definition,
    ( spl0_1632
  <=> m_main_v_request(s310) ),
    introduced(definition,[new_symbols(definition,[spl0_1632])],[avatar_definition]) ).

fof(f9025,plain,
    ( m_main_v_request(s310)
    | ~ spl0_1632 ),
    inference(avatar_component_clause,[],[f9023]) ).

fof(f9027,definition,
    ( spl0_1633
  <=> always3(s310) ),
    introduced(definition,[new_symbols(definition,[spl0_1633])],[avatar_definition]) ).

fof(f9029,plain,
    ( always3(s310)
    | ~ spl0_1633 ),
    inference(avatar_component_clause,[],[f9027]) ).

fof(f9030,plain,
    ( spl0_1632
    | spl0_1633 ),
    inference(avatar_split_clause,[],[f7659,f9027,f9023]) ).

fof(f9032,definition,
    ( spl0_1634
  <=> m_main_v_request(s309) ),
    introduced(definition,[new_symbols(definition,[spl0_1634])],[avatar_definition]) ).

fof(f9034,plain,
    ( m_main_v_request(s309)
    | ~ spl0_1634 ),
    inference(avatar_component_clause,[],[f9032]) ).

fof(f9036,definition,
    ( spl0_1635
  <=> always3(s309) ),
    introduced(definition,[new_symbols(definition,[spl0_1635])],[avatar_definition]) ).

fof(f9038,plain,
    ( always3(s309)
    | ~ spl0_1635 ),
    inference(avatar_component_clause,[],[f9036]) ).

fof(f9039,plain,
    ( spl0_1634
    | spl0_1635 ),
    inference(avatar_split_clause,[],[f7658,f9036,f9032]) ).

fof(f9041,definition,
    ( spl0_1636
  <=> m_main_v_request(s308) ),
    introduced(definition,[new_symbols(definition,[spl0_1636])],[avatar_definition]) ).

fof(f9043,plain,
    ( m_main_v_request(s308)
    | ~ spl0_1636 ),
    inference(avatar_component_clause,[],[f9041]) ).

fof(f9045,definition,
    ( spl0_1637
  <=> always3(s308) ),
    introduced(definition,[new_symbols(definition,[spl0_1637])],[avatar_definition]) ).

fof(f9047,plain,
    ( always3(s308)
    | ~ spl0_1637 ),
    inference(avatar_component_clause,[],[f9045]) ).

fof(f9048,plain,
    ( spl0_1636
    | spl0_1637 ),
    inference(avatar_split_clause,[],[f7657,f9045,f9041]) ).

fof(f9050,definition,
    ( spl0_1638
  <=> m_main_v_request(s307) ),
    introduced(definition,[new_symbols(definition,[spl0_1638])],[avatar_definition]) ).

fof(f9052,plain,
    ( m_main_v_request(s307)
    | ~ spl0_1638 ),
    inference(avatar_component_clause,[],[f9050]) ).

fof(f9054,definition,
    ( spl0_1639
  <=> always3(s307) ),
    introduced(definition,[new_symbols(definition,[spl0_1639])],[avatar_definition]) ).

fof(f9056,plain,
    ( always3(s307)
    | ~ spl0_1639 ),
    inference(avatar_component_clause,[],[f9054]) ).

fof(f9057,plain,
    ( spl0_1638
    | spl0_1639 ),
    inference(avatar_split_clause,[],[f7656,f9054,f9050]) ).

fof(f9059,definition,
    ( spl0_1640
  <=> m_main_v_request(s306) ),
    introduced(definition,[new_symbols(definition,[spl0_1640])],[avatar_definition]) ).

fof(f9061,plain,
    ( m_main_v_request(s306)
    | ~ spl0_1640 ),
    inference(avatar_component_clause,[],[f9059]) ).

fof(f9063,definition,
    ( spl0_1641
  <=> always3(s306) ),
    introduced(definition,[new_symbols(definition,[spl0_1641])],[avatar_definition]) ).

fof(f9065,plain,
    ( always3(s306)
    | ~ spl0_1641 ),
    inference(avatar_component_clause,[],[f9063]) ).

fof(f9066,plain,
    ( spl0_1640
    | spl0_1641 ),
    inference(avatar_split_clause,[],[f7655,f9063,f9059]) ).

fof(f9068,definition,
    ( spl0_1642
  <=> m_main_v_request(s305) ),
    introduced(definition,[new_symbols(definition,[spl0_1642])],[avatar_definition]) ).

fof(f9070,plain,
    ( m_main_v_request(s305)
    | ~ spl0_1642 ),
    inference(avatar_component_clause,[],[f9068]) ).

fof(f9072,definition,
    ( spl0_1643
  <=> always3(s305) ),
    introduced(definition,[new_symbols(definition,[spl0_1643])],[avatar_definition]) ).

fof(f9074,plain,
    ( always3(s305)
    | ~ spl0_1643 ),
    inference(avatar_component_clause,[],[f9072]) ).

fof(f9075,plain,
    ( spl0_1642
    | spl0_1643 ),
    inference(avatar_split_clause,[],[f7654,f9072,f9068]) ).

fof(f9077,definition,
    ( spl0_1644
  <=> m_main_v_request(s304) ),
    introduced(definition,[new_symbols(definition,[spl0_1644])],[avatar_definition]) ).

fof(f9079,plain,
    ( m_main_v_request(s304)
    | ~ spl0_1644 ),
    inference(avatar_component_clause,[],[f9077]) ).

fof(f9081,definition,
    ( spl0_1645
  <=> always3(s304) ),
    introduced(definition,[new_symbols(definition,[spl0_1645])],[avatar_definition]) ).

fof(f9083,plain,
    ( always3(s304)
    | ~ spl0_1645 ),
    inference(avatar_component_clause,[],[f9081]) ).

fof(f9084,plain,
    ( spl0_1644
    | spl0_1645 ),
    inference(avatar_split_clause,[],[f7653,f9081,f9077]) ).

fof(f9086,definition,
    ( spl0_1646
  <=> m_main_v_request(s303) ),
    introduced(definition,[new_symbols(definition,[spl0_1646])],[avatar_definition]) ).

fof(f9088,plain,
    ( m_main_v_request(s303)
    | ~ spl0_1646 ),
    inference(avatar_component_clause,[],[f9086]) ).

fof(f9090,definition,
    ( spl0_1647
  <=> always3(s303) ),
    introduced(definition,[new_symbols(definition,[spl0_1647])],[avatar_definition]) ).

fof(f9092,plain,
    ( always3(s303)
    | ~ spl0_1647 ),
    inference(avatar_component_clause,[],[f9090]) ).

fof(f9093,plain,
    ( spl0_1646
    | spl0_1647 ),
    inference(avatar_split_clause,[],[f7652,f9090,f9086]) ).

fof(f9095,definition,
    ( spl0_1648
  <=> m_main_v_request(s302) ),
    introduced(definition,[new_symbols(definition,[spl0_1648])],[avatar_definition]) ).

fof(f9097,plain,
    ( m_main_v_request(s302)
    | ~ spl0_1648 ),
    inference(avatar_component_clause,[],[f9095]) ).

fof(f9099,definition,
    ( spl0_1649
  <=> always3(s302) ),
    introduced(definition,[new_symbols(definition,[spl0_1649])],[avatar_definition]) ).

fof(f9101,plain,
    ( always3(s302)
    | ~ spl0_1649 ),
    inference(avatar_component_clause,[],[f9099]) ).

fof(f9102,plain,
    ( spl0_1648
    | spl0_1649 ),
    inference(avatar_split_clause,[],[f7651,f9099,f9095]) ).

fof(f9104,definition,
    ( spl0_1650
  <=> m_main_v_request(s301) ),
    introduced(definition,[new_symbols(definition,[spl0_1650])],[avatar_definition]) ).

fof(f9106,plain,
    ( m_main_v_request(s301)
    | ~ spl0_1650 ),
    inference(avatar_component_clause,[],[f9104]) ).

fof(f9108,definition,
    ( spl0_1651
  <=> always3(s301) ),
    introduced(definition,[new_symbols(definition,[spl0_1651])],[avatar_definition]) ).

fof(f9110,plain,
    ( always3(s301)
    | ~ spl0_1651 ),
    inference(avatar_component_clause,[],[f9108]) ).

fof(f9111,plain,
    ( spl0_1650
    | spl0_1651 ),
    inference(avatar_split_clause,[],[f7650,f9108,f9104]) ).

fof(f9113,definition,
    ( spl0_1652
  <=> m_main_v_request(s300) ),
    introduced(definition,[new_symbols(definition,[spl0_1652])],[avatar_definition]) ).

fof(f9115,plain,
    ( m_main_v_request(s300)
    | ~ spl0_1652 ),
    inference(avatar_component_clause,[],[f9113]) ).

fof(f9117,definition,
    ( spl0_1653
  <=> always3(s300) ),
    introduced(definition,[new_symbols(definition,[spl0_1653])],[avatar_definition]) ).

fof(f9119,plain,
    ( always3(s300)
    | ~ spl0_1653 ),
    inference(avatar_component_clause,[],[f9117]) ).

fof(f9120,plain,
    ( spl0_1652
    | spl0_1653 ),
    inference(avatar_split_clause,[],[f7649,f9117,f9113]) ).

fof(f9122,definition,
    ( spl0_1654
  <=> m_main_v_request(s299) ),
    introduced(definition,[new_symbols(definition,[spl0_1654])],[avatar_definition]) ).

fof(f9124,plain,
    ( m_main_v_request(s299)
    | ~ spl0_1654 ),
    inference(avatar_component_clause,[],[f9122]) ).

fof(f9126,definition,
    ( spl0_1655
  <=> always3(s299) ),
    introduced(definition,[new_symbols(definition,[spl0_1655])],[avatar_definition]) ).

fof(f9128,plain,
    ( always3(s299)
    | ~ spl0_1655 ),
    inference(avatar_component_clause,[],[f9126]) ).

fof(f9129,plain,
    ( spl0_1654
    | spl0_1655 ),
    inference(avatar_split_clause,[],[f7648,f9126,f9122]) ).

fof(f9131,definition,
    ( spl0_1656
  <=> m_main_v_request(s298) ),
    introduced(definition,[new_symbols(definition,[spl0_1656])],[avatar_definition]) ).

fof(f9133,plain,
    ( m_main_v_request(s298)
    | ~ spl0_1656 ),
    inference(avatar_component_clause,[],[f9131]) ).

fof(f9135,definition,
    ( spl0_1657
  <=> always3(s298) ),
    introduced(definition,[new_symbols(definition,[spl0_1657])],[avatar_definition]) ).

fof(f9137,plain,
    ( always3(s298)
    | ~ spl0_1657 ),
    inference(avatar_component_clause,[],[f9135]) ).

fof(f9138,plain,
    ( spl0_1656
    | spl0_1657 ),
    inference(avatar_split_clause,[],[f7647,f9135,f9131]) ).

fof(f9140,definition,
    ( spl0_1658
  <=> m_main_v_request(s297) ),
    introduced(definition,[new_symbols(definition,[spl0_1658])],[avatar_definition]) ).

fof(f9142,plain,
    ( m_main_v_request(s297)
    | ~ spl0_1658 ),
    inference(avatar_component_clause,[],[f9140]) ).

fof(f9144,definition,
    ( spl0_1659
  <=> always3(s297) ),
    introduced(definition,[new_symbols(definition,[spl0_1659])],[avatar_definition]) ).

fof(f9146,plain,
    ( always3(s297)
    | ~ spl0_1659 ),
    inference(avatar_component_clause,[],[f9144]) ).

fof(f9147,plain,
    ( spl0_1658
    | spl0_1659 ),
    inference(avatar_split_clause,[],[f7646,f9144,f9140]) ).

fof(f9149,definition,
    ( spl0_1660
  <=> m_main_v_request(s296) ),
    introduced(definition,[new_symbols(definition,[spl0_1660])],[avatar_definition]) ).

fof(f9151,plain,
    ( m_main_v_request(s296)
    | ~ spl0_1660 ),
    inference(avatar_component_clause,[],[f9149]) ).

fof(f9153,definition,
    ( spl0_1661
  <=> always3(s296) ),
    introduced(definition,[new_symbols(definition,[spl0_1661])],[avatar_definition]) ).

fof(f9155,plain,
    ( always3(s296)
    | ~ spl0_1661 ),
    inference(avatar_component_clause,[],[f9153]) ).

fof(f9156,plain,
    ( spl0_1660
    | spl0_1661 ),
    inference(avatar_split_clause,[],[f7645,f9153,f9149]) ).

fof(f9158,definition,
    ( spl0_1662
  <=> m_main_v_request(s295) ),
    introduced(definition,[new_symbols(definition,[spl0_1662])],[avatar_definition]) ).

fof(f9160,plain,
    ( m_main_v_request(s295)
    | ~ spl0_1662 ),
    inference(avatar_component_clause,[],[f9158]) ).

fof(f9162,definition,
    ( spl0_1663
  <=> always3(s295) ),
    introduced(definition,[new_symbols(definition,[spl0_1663])],[avatar_definition]) ).

fof(f9164,plain,
    ( always3(s295)
    | ~ spl0_1663 ),
    inference(avatar_component_clause,[],[f9162]) ).

fof(f9165,plain,
    ( spl0_1662
    | spl0_1663 ),
    inference(avatar_split_clause,[],[f7644,f9162,f9158]) ).

fof(f9167,definition,
    ( spl0_1664
  <=> m_main_v_request(s294) ),
    introduced(definition,[new_symbols(definition,[spl0_1664])],[avatar_definition]) ).

fof(f9169,plain,
    ( m_main_v_request(s294)
    | ~ spl0_1664 ),
    inference(avatar_component_clause,[],[f9167]) ).

fof(f9171,definition,
    ( spl0_1665
  <=> always3(s294) ),
    introduced(definition,[new_symbols(definition,[spl0_1665])],[avatar_definition]) ).

fof(f9173,plain,
    ( always3(s294)
    | ~ spl0_1665 ),
    inference(avatar_component_clause,[],[f9171]) ).

fof(f9174,plain,
    ( spl0_1664
    | spl0_1665 ),
    inference(avatar_split_clause,[],[f7643,f9171,f9167]) ).

fof(f9176,definition,
    ( spl0_1666
  <=> m_main_v_request(s293) ),
    introduced(definition,[new_symbols(definition,[spl0_1666])],[avatar_definition]) ).

fof(f9178,plain,
    ( m_main_v_request(s293)
    | ~ spl0_1666 ),
    inference(avatar_component_clause,[],[f9176]) ).

fof(f9180,definition,
    ( spl0_1667
  <=> always3(s293) ),
    introduced(definition,[new_symbols(definition,[spl0_1667])],[avatar_definition]) ).

fof(f9182,plain,
    ( always3(s293)
    | ~ spl0_1667 ),
    inference(avatar_component_clause,[],[f9180]) ).

fof(f9183,plain,
    ( spl0_1666
    | spl0_1667 ),
    inference(avatar_split_clause,[],[f7642,f9180,f9176]) ).

fof(f9185,definition,
    ( spl0_1668
  <=> m_main_v_request(s292) ),
    introduced(definition,[new_symbols(definition,[spl0_1668])],[avatar_definition]) ).

fof(f9187,plain,
    ( m_main_v_request(s292)
    | ~ spl0_1668 ),
    inference(avatar_component_clause,[],[f9185]) ).

fof(f9189,definition,
    ( spl0_1669
  <=> always3(s292) ),
    introduced(definition,[new_symbols(definition,[spl0_1669])],[avatar_definition]) ).

fof(f9191,plain,
    ( always3(s292)
    | ~ spl0_1669 ),
    inference(avatar_component_clause,[],[f9189]) ).

fof(f9192,plain,
    ( spl0_1668
    | spl0_1669 ),
    inference(avatar_split_clause,[],[f7641,f9189,f9185]) ).

fof(f9194,definition,
    ( spl0_1670
  <=> m_main_v_request(s291) ),
    introduced(definition,[new_symbols(definition,[spl0_1670])],[avatar_definition]) ).

fof(f9196,plain,
    ( m_main_v_request(s291)
    | ~ spl0_1670 ),
    inference(avatar_component_clause,[],[f9194]) ).

fof(f9198,definition,
    ( spl0_1671
  <=> always3(s291) ),
    introduced(definition,[new_symbols(definition,[spl0_1671])],[avatar_definition]) ).

fof(f9200,plain,
    ( always3(s291)
    | ~ spl0_1671 ),
    inference(avatar_component_clause,[],[f9198]) ).

fof(f9201,plain,
    ( spl0_1670
    | spl0_1671 ),
    inference(avatar_split_clause,[],[f7640,f9198,f9194]) ).

fof(f9203,definition,
    ( spl0_1672
  <=> m_main_v_request(s290) ),
    introduced(definition,[new_symbols(definition,[spl0_1672])],[avatar_definition]) ).

fof(f9205,plain,
    ( m_main_v_request(s290)
    | ~ spl0_1672 ),
    inference(avatar_component_clause,[],[f9203]) ).

fof(f9207,definition,
    ( spl0_1673
  <=> always3(s290) ),
    introduced(definition,[new_symbols(definition,[spl0_1673])],[avatar_definition]) ).

fof(f9209,plain,
    ( always3(s290)
    | ~ spl0_1673 ),
    inference(avatar_component_clause,[],[f9207]) ).

fof(f9210,plain,
    ( spl0_1672
    | spl0_1673 ),
    inference(avatar_split_clause,[],[f7639,f9207,f9203]) ).

fof(f9212,definition,
    ( spl0_1674
  <=> m_main_v_request(s289) ),
    introduced(definition,[new_symbols(definition,[spl0_1674])],[avatar_definition]) ).

fof(f9214,plain,
    ( m_main_v_request(s289)
    | ~ spl0_1674 ),
    inference(avatar_component_clause,[],[f9212]) ).

fof(f9216,definition,
    ( spl0_1675
  <=> always3(s289) ),
    introduced(definition,[new_symbols(definition,[spl0_1675])],[avatar_definition]) ).

fof(f9218,plain,
    ( always3(s289)
    | ~ spl0_1675 ),
    inference(avatar_component_clause,[],[f9216]) ).

fof(f9219,plain,
    ( spl0_1674
    | spl0_1675 ),
    inference(avatar_split_clause,[],[f7638,f9216,f9212]) ).

fof(f9221,definition,
    ( spl0_1676
  <=> m_main_v_request(s288) ),
    introduced(definition,[new_symbols(definition,[spl0_1676])],[avatar_definition]) ).

fof(f9223,plain,
    ( m_main_v_request(s288)
    | ~ spl0_1676 ),
    inference(avatar_component_clause,[],[f9221]) ).

fof(f9225,definition,
    ( spl0_1677
  <=> always3(s288) ),
    introduced(definition,[new_symbols(definition,[spl0_1677])],[avatar_definition]) ).

fof(f9227,plain,
    ( always3(s288)
    | ~ spl0_1677 ),
    inference(avatar_component_clause,[],[f9225]) ).

fof(f9228,plain,
    ( spl0_1676
    | spl0_1677 ),
    inference(avatar_split_clause,[],[f7637,f9225,f9221]) ).

fof(f9230,definition,
    ( spl0_1678
  <=> m_main_v_request(s287) ),
    introduced(definition,[new_symbols(definition,[spl0_1678])],[avatar_definition]) ).

fof(f9232,plain,
    ( m_main_v_request(s287)
    | ~ spl0_1678 ),
    inference(avatar_component_clause,[],[f9230]) ).

fof(f9234,definition,
    ( spl0_1679
  <=> always3(s287) ),
    introduced(definition,[new_symbols(definition,[spl0_1679])],[avatar_definition]) ).

fof(f9236,plain,
    ( always3(s287)
    | ~ spl0_1679 ),
    inference(avatar_component_clause,[],[f9234]) ).

fof(f9237,plain,
    ( spl0_1678
    | spl0_1679 ),
    inference(avatar_split_clause,[],[f7636,f9234,f9230]) ).

fof(f9239,definition,
    ( spl0_1680
  <=> m_main_v_request(s286) ),
    introduced(definition,[new_symbols(definition,[spl0_1680])],[avatar_definition]) ).

fof(f9241,plain,
    ( m_main_v_request(s286)
    | ~ spl0_1680 ),
    inference(avatar_component_clause,[],[f9239]) ).

fof(f9243,definition,
    ( spl0_1681
  <=> always3(s286) ),
    introduced(definition,[new_symbols(definition,[spl0_1681])],[avatar_definition]) ).

fof(f9245,plain,
    ( always3(s286)
    | ~ spl0_1681 ),
    inference(avatar_component_clause,[],[f9243]) ).

fof(f9246,plain,
    ( spl0_1680
    | spl0_1681 ),
    inference(avatar_split_clause,[],[f7635,f9243,f9239]) ).

fof(f9248,definition,
    ( spl0_1682
  <=> m_main_v_request(s285) ),
    introduced(definition,[new_symbols(definition,[spl0_1682])],[avatar_definition]) ).

fof(f9250,plain,
    ( m_main_v_request(s285)
    | ~ spl0_1682 ),
    inference(avatar_component_clause,[],[f9248]) ).

fof(f9252,definition,
    ( spl0_1683
  <=> always3(s285) ),
    introduced(definition,[new_symbols(definition,[spl0_1683])],[avatar_definition]) ).

fof(f9254,plain,
    ( always3(s285)
    | ~ spl0_1683 ),
    inference(avatar_component_clause,[],[f9252]) ).

fof(f9255,plain,
    ( spl0_1682
    | spl0_1683 ),
    inference(avatar_split_clause,[],[f7634,f9252,f9248]) ).

fof(f9257,definition,
    ( spl0_1684
  <=> m_main_v_request(s284) ),
    introduced(definition,[new_symbols(definition,[spl0_1684])],[avatar_definition]) ).

fof(f9259,plain,
    ( m_main_v_request(s284)
    | ~ spl0_1684 ),
    inference(avatar_component_clause,[],[f9257]) ).

fof(f9261,definition,
    ( spl0_1685
  <=> always3(s284) ),
    introduced(definition,[new_symbols(definition,[spl0_1685])],[avatar_definition]) ).

fof(f9263,plain,
    ( always3(s284)
    | ~ spl0_1685 ),
    inference(avatar_component_clause,[],[f9261]) ).

fof(f9264,plain,
    ( spl0_1684
    | spl0_1685 ),
    inference(avatar_split_clause,[],[f7633,f9261,f9257]) ).

fof(f9266,definition,
    ( spl0_1686
  <=> m_main_v_request(s283) ),
    introduced(definition,[new_symbols(definition,[spl0_1686])],[avatar_definition]) ).

fof(f9268,plain,
    ( m_main_v_request(s283)
    | ~ spl0_1686 ),
    inference(avatar_component_clause,[],[f9266]) ).

fof(f9270,definition,
    ( spl0_1687
  <=> always3(s283) ),
    introduced(definition,[new_symbols(definition,[spl0_1687])],[avatar_definition]) ).

fof(f9272,plain,
    ( always3(s283)
    | ~ spl0_1687 ),
    inference(avatar_component_clause,[],[f9270]) ).

fof(f9273,plain,
    ( spl0_1686
    | spl0_1687 ),
    inference(avatar_split_clause,[],[f7632,f9270,f9266]) ).

fof(f9275,definition,
    ( spl0_1688
  <=> m_main_v_request(s282) ),
    introduced(definition,[new_symbols(definition,[spl0_1688])],[avatar_definition]) ).

fof(f9277,plain,
    ( m_main_v_request(s282)
    | ~ spl0_1688 ),
    inference(avatar_component_clause,[],[f9275]) ).

fof(f9279,definition,
    ( spl0_1689
  <=> always3(s282) ),
    introduced(definition,[new_symbols(definition,[spl0_1689])],[avatar_definition]) ).

fof(f9281,plain,
    ( always3(s282)
    | ~ spl0_1689 ),
    inference(avatar_component_clause,[],[f9279]) ).

fof(f9282,plain,
    ( spl0_1688
    | spl0_1689 ),
    inference(avatar_split_clause,[],[f7631,f9279,f9275]) ).

fof(f9284,definition,
    ( spl0_1690
  <=> m_main_v_request(s281) ),
    introduced(definition,[new_symbols(definition,[spl0_1690])],[avatar_definition]) ).

fof(f9286,plain,
    ( m_main_v_request(s281)
    | ~ spl0_1690 ),
    inference(avatar_component_clause,[],[f9284]) ).

fof(f9288,definition,
    ( spl0_1691
  <=> always3(s281) ),
    introduced(definition,[new_symbols(definition,[spl0_1691])],[avatar_definition]) ).

fof(f9290,plain,
    ( always3(s281)
    | ~ spl0_1691 ),
    inference(avatar_component_clause,[],[f9288]) ).

fof(f9291,plain,
    ( spl0_1690
    | spl0_1691 ),
    inference(avatar_split_clause,[],[f7630,f9288,f9284]) ).

fof(f9293,definition,
    ( spl0_1692
  <=> m_main_v_request(s280) ),
    introduced(definition,[new_symbols(definition,[spl0_1692])],[avatar_definition]) ).

fof(f9295,plain,
    ( m_main_v_request(s280)
    | ~ spl0_1692 ),
    inference(avatar_component_clause,[],[f9293]) ).

fof(f9297,definition,
    ( spl0_1693
  <=> always3(s280) ),
    introduced(definition,[new_symbols(definition,[spl0_1693])],[avatar_definition]) ).

fof(f9299,plain,
    ( always3(s280)
    | ~ spl0_1693 ),
    inference(avatar_component_clause,[],[f9297]) ).

fof(f9300,plain,
    ( spl0_1692
    | spl0_1693 ),
    inference(avatar_split_clause,[],[f7629,f9297,f9293]) ).

fof(f9302,definition,
    ( spl0_1694
  <=> m_main_v_request(s279) ),
    introduced(definition,[new_symbols(definition,[spl0_1694])],[avatar_definition]) ).

fof(f9304,plain,
    ( m_main_v_request(s279)
    | ~ spl0_1694 ),
    inference(avatar_component_clause,[],[f9302]) ).

fof(f9306,definition,
    ( spl0_1695
  <=> always3(s279) ),
    introduced(definition,[new_symbols(definition,[spl0_1695])],[avatar_definition]) ).

fof(f9308,plain,
    ( always3(s279)
    | ~ spl0_1695 ),
    inference(avatar_component_clause,[],[f9306]) ).

fof(f9309,plain,
    ( spl0_1694
    | spl0_1695 ),
    inference(avatar_split_clause,[],[f7628,f9306,f9302]) ).

fof(f9311,definition,
    ( spl0_1696
  <=> m_main_v_request(s278) ),
    introduced(definition,[new_symbols(definition,[spl0_1696])],[avatar_definition]) ).

fof(f9313,plain,
    ( m_main_v_request(s278)
    | ~ spl0_1696 ),
    inference(avatar_component_clause,[],[f9311]) ).

fof(f9315,definition,
    ( spl0_1697
  <=> always3(s278) ),
    introduced(definition,[new_symbols(definition,[spl0_1697])],[avatar_definition]) ).

fof(f9317,plain,
    ( always3(s278)
    | ~ spl0_1697 ),
    inference(avatar_component_clause,[],[f9315]) ).

fof(f9318,plain,
    ( spl0_1696
    | spl0_1697 ),
    inference(avatar_split_clause,[],[f7627,f9315,f9311]) ).

fof(f9320,definition,
    ( spl0_1698
  <=> m_main_v_request(s277) ),
    introduced(definition,[new_symbols(definition,[spl0_1698])],[avatar_definition]) ).

fof(f9322,plain,
    ( m_main_v_request(s277)
    | ~ spl0_1698 ),
    inference(avatar_component_clause,[],[f9320]) ).

fof(f9324,definition,
    ( spl0_1699
  <=> always3(s277) ),
    introduced(definition,[new_symbols(definition,[spl0_1699])],[avatar_definition]) ).

fof(f9326,plain,
    ( always3(s277)
    | ~ spl0_1699 ),
    inference(avatar_component_clause,[],[f9324]) ).

fof(f9327,plain,
    ( spl0_1698
    | spl0_1699 ),
    inference(avatar_split_clause,[],[f7626,f9324,f9320]) ).

fof(f9329,definition,
    ( spl0_1700
  <=> m_main_v_request(s276) ),
    introduced(definition,[new_symbols(definition,[spl0_1700])],[avatar_definition]) ).

fof(f9331,plain,
    ( m_main_v_request(s276)
    | ~ spl0_1700 ),
    inference(avatar_component_clause,[],[f9329]) ).

fof(f9333,definition,
    ( spl0_1701
  <=> always3(s276) ),
    introduced(definition,[new_symbols(definition,[spl0_1701])],[avatar_definition]) ).

fof(f9335,plain,
    ( always3(s276)
    | ~ spl0_1701 ),
    inference(avatar_component_clause,[],[f9333]) ).

fof(f9336,plain,
    ( spl0_1700
    | spl0_1701 ),
    inference(avatar_split_clause,[],[f7625,f9333,f9329]) ).

fof(f9338,definition,
    ( spl0_1702
  <=> m_main_v_request(s275) ),
    introduced(definition,[new_symbols(definition,[spl0_1702])],[avatar_definition]) ).

fof(f9340,plain,
    ( m_main_v_request(s275)
    | ~ spl0_1702 ),
    inference(avatar_component_clause,[],[f9338]) ).

fof(f9342,definition,
    ( spl0_1703
  <=> always3(s275) ),
    introduced(definition,[new_symbols(definition,[spl0_1703])],[avatar_definition]) ).

fof(f9344,plain,
    ( always3(s275)
    | ~ spl0_1703 ),
    inference(avatar_component_clause,[],[f9342]) ).

fof(f9345,plain,
    ( spl0_1702
    | spl0_1703 ),
    inference(avatar_split_clause,[],[f7624,f9342,f9338]) ).

fof(f9347,definition,
    ( spl0_1704
  <=> m_main_v_request(s274) ),
    introduced(definition,[new_symbols(definition,[spl0_1704])],[avatar_definition]) ).

fof(f9349,plain,
    ( m_main_v_request(s274)
    | ~ spl0_1704 ),
    inference(avatar_component_clause,[],[f9347]) ).

fof(f9351,definition,
    ( spl0_1705
  <=> always3(s274) ),
    introduced(definition,[new_symbols(definition,[spl0_1705])],[avatar_definition]) ).

fof(f9353,plain,
    ( always3(s274)
    | ~ spl0_1705 ),
    inference(avatar_component_clause,[],[f9351]) ).

fof(f9354,plain,
    ( spl0_1704
    | spl0_1705 ),
    inference(avatar_split_clause,[],[f7623,f9351,f9347]) ).

fof(f9356,definition,
    ( spl0_1706
  <=> m_main_v_request(s273) ),
    introduced(definition,[new_symbols(definition,[spl0_1706])],[avatar_definition]) ).

fof(f9358,plain,
    ( m_main_v_request(s273)
    | ~ spl0_1706 ),
    inference(avatar_component_clause,[],[f9356]) ).

fof(f9360,definition,
    ( spl0_1707
  <=> always3(s273) ),
    introduced(definition,[new_symbols(definition,[spl0_1707])],[avatar_definition]) ).

fof(f9362,plain,
    ( always3(s273)
    | ~ spl0_1707 ),
    inference(avatar_component_clause,[],[f9360]) ).

fof(f9363,plain,
    ( spl0_1706
    | spl0_1707 ),
    inference(avatar_split_clause,[],[f7622,f9360,f9356]) ).

fof(f9365,definition,
    ( spl0_1708
  <=> m_main_v_request(s272) ),
    introduced(definition,[new_symbols(definition,[spl0_1708])],[avatar_definition]) ).

fof(f9367,plain,
    ( m_main_v_request(s272)
    | ~ spl0_1708 ),
    inference(avatar_component_clause,[],[f9365]) ).

fof(f9369,definition,
    ( spl0_1709
  <=> always3(s272) ),
    introduced(definition,[new_symbols(definition,[spl0_1709])],[avatar_definition]) ).

fof(f9371,plain,
    ( always3(s272)
    | ~ spl0_1709 ),
    inference(avatar_component_clause,[],[f9369]) ).

fof(f9372,plain,
    ( spl0_1708
    | spl0_1709 ),
    inference(avatar_split_clause,[],[f7621,f9369,f9365]) ).

fof(f9374,definition,
    ( spl0_1710
  <=> m_main_v_request(s271) ),
    introduced(definition,[new_symbols(definition,[spl0_1710])],[avatar_definition]) ).

fof(f9376,plain,
    ( m_main_v_request(s271)
    | ~ spl0_1710 ),
    inference(avatar_component_clause,[],[f9374]) ).

fof(f9378,definition,
    ( spl0_1711
  <=> always3(s271) ),
    introduced(definition,[new_symbols(definition,[spl0_1711])],[avatar_definition]) ).

fof(f9380,plain,
    ( always3(s271)
    | ~ spl0_1711 ),
    inference(avatar_component_clause,[],[f9378]) ).

fof(f9381,plain,
    ( spl0_1710
    | spl0_1711 ),
    inference(avatar_split_clause,[],[f7620,f9378,f9374]) ).

fof(f9383,definition,
    ( spl0_1712
  <=> m_main_v_request(s270) ),
    introduced(definition,[new_symbols(definition,[spl0_1712])],[avatar_definition]) ).

fof(f9385,plain,
    ( m_main_v_request(s270)
    | ~ spl0_1712 ),
    inference(avatar_component_clause,[],[f9383]) ).

fof(f9387,definition,
    ( spl0_1713
  <=> always3(s270) ),
    introduced(definition,[new_symbols(definition,[spl0_1713])],[avatar_definition]) ).

fof(f9389,plain,
    ( always3(s270)
    | ~ spl0_1713 ),
    inference(avatar_component_clause,[],[f9387]) ).

fof(f9390,plain,
    ( spl0_1712
    | spl0_1713 ),
    inference(avatar_split_clause,[],[f7619,f9387,f9383]) ).

fof(f9392,definition,
    ( spl0_1714
  <=> m_main_v_request(s269) ),
    introduced(definition,[new_symbols(definition,[spl0_1714])],[avatar_definition]) ).

fof(f9394,plain,
    ( m_main_v_request(s269)
    | ~ spl0_1714 ),
    inference(avatar_component_clause,[],[f9392]) ).

fof(f9396,definition,
    ( spl0_1715
  <=> always3(s269) ),
    introduced(definition,[new_symbols(definition,[spl0_1715])],[avatar_definition]) ).

fof(f9398,plain,
    ( always3(s269)
    | ~ spl0_1715 ),
    inference(avatar_component_clause,[],[f9396]) ).

fof(f9399,plain,
    ( spl0_1714
    | spl0_1715 ),
    inference(avatar_split_clause,[],[f7618,f9396,f9392]) ).

fof(f9401,definition,
    ( spl0_1716
  <=> m_main_v_request(s268) ),
    introduced(definition,[new_symbols(definition,[spl0_1716])],[avatar_definition]) ).

fof(f9403,plain,
    ( m_main_v_request(s268)
    | ~ spl0_1716 ),
    inference(avatar_component_clause,[],[f9401]) ).

fof(f9405,definition,
    ( spl0_1717
  <=> always3(s268) ),
    introduced(definition,[new_symbols(definition,[spl0_1717])],[avatar_definition]) ).

fof(f9407,plain,
    ( always3(s268)
    | ~ spl0_1717 ),
    inference(avatar_component_clause,[],[f9405]) ).

fof(f9408,plain,
    ( spl0_1716
    | spl0_1717 ),
    inference(avatar_split_clause,[],[f7617,f9405,f9401]) ).

fof(f9410,definition,
    ( spl0_1718
  <=> m_main_v_request(s267) ),
    introduced(definition,[new_symbols(definition,[spl0_1718])],[avatar_definition]) ).

fof(f9412,plain,
    ( m_main_v_request(s267)
    | ~ spl0_1718 ),
    inference(avatar_component_clause,[],[f9410]) ).

fof(f9414,definition,
    ( spl0_1719
  <=> always3(s267) ),
    introduced(definition,[new_symbols(definition,[spl0_1719])],[avatar_definition]) ).

fof(f9416,plain,
    ( always3(s267)
    | ~ spl0_1719 ),
    inference(avatar_component_clause,[],[f9414]) ).

fof(f9417,plain,
    ( spl0_1718
    | spl0_1719 ),
    inference(avatar_split_clause,[],[f7616,f9414,f9410]) ).

fof(f9419,definition,
    ( spl0_1720
  <=> m_main_v_request(s266) ),
    introduced(definition,[new_symbols(definition,[spl0_1720])],[avatar_definition]) ).

fof(f9421,plain,
    ( m_main_v_request(s266)
    | ~ spl0_1720 ),
    inference(avatar_component_clause,[],[f9419]) ).

fof(f9423,definition,
    ( spl0_1721
  <=> always3(s266) ),
    introduced(definition,[new_symbols(definition,[spl0_1721])],[avatar_definition]) ).

fof(f9425,plain,
    ( always3(s266)
    | ~ spl0_1721 ),
    inference(avatar_component_clause,[],[f9423]) ).

fof(f9426,plain,
    ( spl0_1720
    | spl0_1721 ),
    inference(avatar_split_clause,[],[f7615,f9423,f9419]) ).

fof(f9428,definition,
    ( spl0_1722
  <=> m_main_v_request(s265) ),
    introduced(definition,[new_symbols(definition,[spl0_1722])],[avatar_definition]) ).

fof(f9430,plain,
    ( m_main_v_request(s265)
    | ~ spl0_1722 ),
    inference(avatar_component_clause,[],[f9428]) ).

fof(f9432,definition,
    ( spl0_1723
  <=> always3(s265) ),
    introduced(definition,[new_symbols(definition,[spl0_1723])],[avatar_definition]) ).

fof(f9434,plain,
    ( always3(s265)
    | ~ spl0_1723 ),
    inference(avatar_component_clause,[],[f9432]) ).

fof(f9435,plain,
    ( spl0_1722
    | spl0_1723 ),
    inference(avatar_split_clause,[],[f7614,f9432,f9428]) ).

fof(f9437,definition,
    ( spl0_1724
  <=> m_main_v_request(s264) ),
    introduced(definition,[new_symbols(definition,[spl0_1724])],[avatar_definition]) ).

fof(f9439,plain,
    ( m_main_v_request(s264)
    | ~ spl0_1724 ),
    inference(avatar_component_clause,[],[f9437]) ).

fof(f9441,definition,
    ( spl0_1725
  <=> always3(s264) ),
    introduced(definition,[new_symbols(definition,[spl0_1725])],[avatar_definition]) ).

fof(f9443,plain,
    ( always3(s264)
    | ~ spl0_1725 ),
    inference(avatar_component_clause,[],[f9441]) ).

fof(f9444,plain,
    ( spl0_1724
    | spl0_1725 ),
    inference(avatar_split_clause,[],[f7613,f9441,f9437]) ).

fof(f9446,definition,
    ( spl0_1726
  <=> m_main_v_request(s263) ),
    introduced(definition,[new_symbols(definition,[spl0_1726])],[avatar_definition]) ).

fof(f9448,plain,
    ( m_main_v_request(s263)
    | ~ spl0_1726 ),
    inference(avatar_component_clause,[],[f9446]) ).

fof(f9450,definition,
    ( spl0_1727
  <=> always3(s263) ),
    introduced(definition,[new_symbols(definition,[spl0_1727])],[avatar_definition]) ).

fof(f9452,plain,
    ( always3(s263)
    | ~ spl0_1727 ),
    inference(avatar_component_clause,[],[f9450]) ).

fof(f9453,plain,
    ( spl0_1726
    | spl0_1727 ),
    inference(avatar_split_clause,[],[f7612,f9450,f9446]) ).

fof(f9455,definition,
    ( spl0_1728
  <=> m_main_v_request(s262) ),
    introduced(definition,[new_symbols(definition,[spl0_1728])],[avatar_definition]) ).

fof(f9457,plain,
    ( m_main_v_request(s262)
    | ~ spl0_1728 ),
    inference(avatar_component_clause,[],[f9455]) ).

fof(f9459,definition,
    ( spl0_1729
  <=> always3(s262) ),
    introduced(definition,[new_symbols(definition,[spl0_1729])],[avatar_definition]) ).

fof(f9461,plain,
    ( always3(s262)
    | ~ spl0_1729 ),
    inference(avatar_component_clause,[],[f9459]) ).

fof(f9462,plain,
    ( spl0_1728
    | spl0_1729 ),
    inference(avatar_split_clause,[],[f7611,f9459,f9455]) ).

fof(f9464,definition,
    ( spl0_1730
  <=> m_main_v_request(s261) ),
    introduced(definition,[new_symbols(definition,[spl0_1730])],[avatar_definition]) ).

fof(f9466,plain,
    ( m_main_v_request(s261)
    | ~ spl0_1730 ),
    inference(avatar_component_clause,[],[f9464]) ).

fof(f9468,definition,
    ( spl0_1731
  <=> always3(s261) ),
    introduced(definition,[new_symbols(definition,[spl0_1731])],[avatar_definition]) ).

fof(f9470,plain,
    ( always3(s261)
    | ~ spl0_1731 ),
    inference(avatar_component_clause,[],[f9468]) ).

fof(f9471,plain,
    ( spl0_1730
    | spl0_1731 ),
    inference(avatar_split_clause,[],[f7610,f9468,f9464]) ).

fof(f9473,definition,
    ( spl0_1732
  <=> m_main_v_request(s260) ),
    introduced(definition,[new_symbols(definition,[spl0_1732])],[avatar_definition]) ).

fof(f9475,plain,
    ( m_main_v_request(s260)
    | ~ spl0_1732 ),
    inference(avatar_component_clause,[],[f9473]) ).

fof(f9477,definition,
    ( spl0_1733
  <=> always3(s260) ),
    introduced(definition,[new_symbols(definition,[spl0_1733])],[avatar_definition]) ).

fof(f9479,plain,
    ( always3(s260)
    | ~ spl0_1733 ),
    inference(avatar_component_clause,[],[f9477]) ).

fof(f9480,plain,
    ( spl0_1732
    | spl0_1733 ),
    inference(avatar_split_clause,[],[f7609,f9477,f9473]) ).

fof(f9482,definition,
    ( spl0_1734
  <=> m_main_v_request(s259) ),
    introduced(definition,[new_symbols(definition,[spl0_1734])],[avatar_definition]) ).

fof(f9484,plain,
    ( m_main_v_request(s259)
    | ~ spl0_1734 ),
    inference(avatar_component_clause,[],[f9482]) ).

fof(f9486,definition,
    ( spl0_1735
  <=> always3(s259) ),
    introduced(definition,[new_symbols(definition,[spl0_1735])],[avatar_definition]) ).

fof(f9488,plain,
    ( always3(s259)
    | ~ spl0_1735 ),
    inference(avatar_component_clause,[],[f9486]) ).

fof(f9489,plain,
    ( spl0_1734
    | spl0_1735 ),
    inference(avatar_split_clause,[],[f7608,f9486,f9482]) ).

fof(f9491,definition,
    ( spl0_1736
  <=> m_main_v_request(s258) ),
    introduced(definition,[new_symbols(definition,[spl0_1736])],[avatar_definition]) ).

fof(f9493,plain,
    ( m_main_v_request(s258)
    | ~ spl0_1736 ),
    inference(avatar_component_clause,[],[f9491]) ).

fof(f9495,definition,
    ( spl0_1737
  <=> always3(s258) ),
    introduced(definition,[new_symbols(definition,[spl0_1737])],[avatar_definition]) ).

fof(f9497,plain,
    ( always3(s258)
    | ~ spl0_1737 ),
    inference(avatar_component_clause,[],[f9495]) ).

fof(f9498,plain,
    ( spl0_1736
    | spl0_1737 ),
    inference(avatar_split_clause,[],[f7607,f9495,f9491]) ).

fof(f9500,definition,
    ( spl0_1738
  <=> m_main_v_request(s257) ),
    introduced(definition,[new_symbols(definition,[spl0_1738])],[avatar_definition]) ).

fof(f9502,plain,
    ( m_main_v_request(s257)
    | ~ spl0_1738 ),
    inference(avatar_component_clause,[],[f9500]) ).

fof(f9504,definition,
    ( spl0_1739
  <=> always3(s257) ),
    introduced(definition,[new_symbols(definition,[spl0_1739])],[avatar_definition]) ).

fof(f9506,plain,
    ( always3(s257)
    | ~ spl0_1739 ),
    inference(avatar_component_clause,[],[f9504]) ).

fof(f9507,plain,
    ( spl0_1738
    | spl0_1739 ),
    inference(avatar_split_clause,[],[f7606,f9504,f9500]) ).

fof(f9509,definition,
    ( spl0_1740
  <=> m_main_v_request(s256) ),
    introduced(definition,[new_symbols(definition,[spl0_1740])],[avatar_definition]) ).

fof(f9511,plain,
    ( m_main_v_request(s256)
    | ~ spl0_1740 ),
    inference(avatar_component_clause,[],[f9509]) ).

fof(f9513,definition,
    ( spl0_1741
  <=> always3(s256) ),
    introduced(definition,[new_symbols(definition,[spl0_1741])],[avatar_definition]) ).

fof(f9515,plain,
    ( always3(s256)
    | ~ spl0_1741 ),
    inference(avatar_component_clause,[],[f9513]) ).

fof(f9516,plain,
    ( spl0_1740
    | spl0_1741 ),
    inference(avatar_split_clause,[],[f7605,f9513,f9509]) ).

fof(f9518,definition,
    ( spl0_1742
  <=> m_main_v_request(s255) ),
    introduced(definition,[new_symbols(definition,[spl0_1742])],[avatar_definition]) ).

fof(f9520,plain,
    ( m_main_v_request(s255)
    | ~ spl0_1742 ),
    inference(avatar_component_clause,[],[f9518]) ).

fof(f9522,definition,
    ( spl0_1743
  <=> always3(s255) ),
    introduced(definition,[new_symbols(definition,[spl0_1743])],[avatar_definition]) ).

fof(f9524,plain,
    ( always3(s255)
    | ~ spl0_1743 ),
    inference(avatar_component_clause,[],[f9522]) ).

fof(f9525,plain,
    ( spl0_1742
    | spl0_1743 ),
    inference(avatar_split_clause,[],[f7604,f9522,f9518]) ).

fof(f9527,definition,
    ( spl0_1744
  <=> m_main_v_request(s254) ),
    introduced(definition,[new_symbols(definition,[spl0_1744])],[avatar_definition]) ).

fof(f9529,plain,
    ( m_main_v_request(s254)
    | ~ spl0_1744 ),
    inference(avatar_component_clause,[],[f9527]) ).

fof(f9531,definition,
    ( spl0_1745
  <=> always3(s254) ),
    introduced(definition,[new_symbols(definition,[spl0_1745])],[avatar_definition]) ).

fof(f9533,plain,
    ( always3(s254)
    | ~ spl0_1745 ),
    inference(avatar_component_clause,[],[f9531]) ).

fof(f9534,plain,
    ( spl0_1744
    | spl0_1745 ),
    inference(avatar_split_clause,[],[f7603,f9531,f9527]) ).

fof(f9536,definition,
    ( spl0_1746
  <=> m_main_v_request(s253) ),
    introduced(definition,[new_symbols(definition,[spl0_1746])],[avatar_definition]) ).

fof(f9538,plain,
    ( m_main_v_request(s253)
    | ~ spl0_1746 ),
    inference(avatar_component_clause,[],[f9536]) ).

fof(f9540,definition,
    ( spl0_1747
  <=> always3(s253) ),
    introduced(definition,[new_symbols(definition,[spl0_1747])],[avatar_definition]) ).

fof(f9542,plain,
    ( always3(s253)
    | ~ spl0_1747 ),
    inference(avatar_component_clause,[],[f9540]) ).

fof(f9543,plain,
    ( spl0_1746
    | spl0_1747 ),
    inference(avatar_split_clause,[],[f7602,f9540,f9536]) ).

fof(f9545,definition,
    ( spl0_1748
  <=> m_main_v_request(s252) ),
    introduced(definition,[new_symbols(definition,[spl0_1748])],[avatar_definition]) ).

fof(f9547,plain,
    ( m_main_v_request(s252)
    | ~ spl0_1748 ),
    inference(avatar_component_clause,[],[f9545]) ).

fof(f9549,definition,
    ( spl0_1749
  <=> always3(s252) ),
    introduced(definition,[new_symbols(definition,[spl0_1749])],[avatar_definition]) ).

fof(f9551,plain,
    ( always3(s252)
    | ~ spl0_1749 ),
    inference(avatar_component_clause,[],[f9549]) ).

fof(f9552,plain,
    ( spl0_1748
    | spl0_1749 ),
    inference(avatar_split_clause,[],[f7601,f9549,f9545]) ).

fof(f9554,definition,
    ( spl0_1750
  <=> m_main_v_request(s251) ),
    introduced(definition,[new_symbols(definition,[spl0_1750])],[avatar_definition]) ).

fof(f9556,plain,
    ( m_main_v_request(s251)
    | ~ spl0_1750 ),
    inference(avatar_component_clause,[],[f9554]) ).

fof(f9558,definition,
    ( spl0_1751
  <=> always3(s251) ),
    introduced(definition,[new_symbols(definition,[spl0_1751])],[avatar_definition]) ).

fof(f9560,plain,
    ( always3(s251)
    | ~ spl0_1751 ),
    inference(avatar_component_clause,[],[f9558]) ).

fof(f9561,plain,
    ( spl0_1750
    | spl0_1751 ),
    inference(avatar_split_clause,[],[f7600,f9558,f9554]) ).

fof(f9563,definition,
    ( spl0_1752
  <=> m_main_v_request(s250) ),
    introduced(definition,[new_symbols(definition,[spl0_1752])],[avatar_definition]) ).

fof(f9565,plain,
    ( m_main_v_request(s250)
    | ~ spl0_1752 ),
    inference(avatar_component_clause,[],[f9563]) ).

fof(f9567,definition,
    ( spl0_1753
  <=> always3(s250) ),
    introduced(definition,[new_symbols(definition,[spl0_1753])],[avatar_definition]) ).

fof(f9569,plain,
    ( always3(s250)
    | ~ spl0_1753 ),
    inference(avatar_component_clause,[],[f9567]) ).

fof(f9570,plain,
    ( spl0_1752
    | spl0_1753 ),
    inference(avatar_split_clause,[],[f7599,f9567,f9563]) ).

fof(f9572,definition,
    ( spl0_1754
  <=> m_main_v_request(s249) ),
    introduced(definition,[new_symbols(definition,[spl0_1754])],[avatar_definition]) ).

fof(f9574,plain,
    ( m_main_v_request(s249)
    | ~ spl0_1754 ),
    inference(avatar_component_clause,[],[f9572]) ).

fof(f9576,definition,
    ( spl0_1755
  <=> always3(s249) ),
    introduced(definition,[new_symbols(definition,[spl0_1755])],[avatar_definition]) ).

fof(f9578,plain,
    ( always3(s249)
    | ~ spl0_1755 ),
    inference(avatar_component_clause,[],[f9576]) ).

fof(f9579,plain,
    ( spl0_1754
    | spl0_1755 ),
    inference(avatar_split_clause,[],[f7598,f9576,f9572]) ).

fof(f9581,definition,
    ( spl0_1756
  <=> m_main_v_request(s248) ),
    introduced(definition,[new_symbols(definition,[spl0_1756])],[avatar_definition]) ).

fof(f9583,plain,
    ( m_main_v_request(s248)
    | ~ spl0_1756 ),
    inference(avatar_component_clause,[],[f9581]) ).

fof(f9585,definition,
    ( spl0_1757
  <=> always3(s248) ),
    introduced(definition,[new_symbols(definition,[spl0_1757])],[avatar_definition]) ).

fof(f9587,plain,
    ( always3(s248)
    | ~ spl0_1757 ),
    inference(avatar_component_clause,[],[f9585]) ).

fof(f9588,plain,
    ( spl0_1756
    | spl0_1757 ),
    inference(avatar_split_clause,[],[f7597,f9585,f9581]) ).

fof(f9590,definition,
    ( spl0_1758
  <=> m_main_v_request(s247) ),
    introduced(definition,[new_symbols(definition,[spl0_1758])],[avatar_definition]) ).

fof(f9592,plain,
    ( m_main_v_request(s247)
    | ~ spl0_1758 ),
    inference(avatar_component_clause,[],[f9590]) ).

fof(f9594,definition,
    ( spl0_1759
  <=> always3(s247) ),
    introduced(definition,[new_symbols(definition,[spl0_1759])],[avatar_definition]) ).

fof(f9596,plain,
    ( always3(s247)
    | ~ spl0_1759 ),
    inference(avatar_component_clause,[],[f9594]) ).

fof(f9597,plain,
    ( spl0_1758
    | spl0_1759 ),
    inference(avatar_split_clause,[],[f7596,f9594,f9590]) ).

fof(f9599,definition,
    ( spl0_1760
  <=> m_main_v_request(s246) ),
    introduced(definition,[new_symbols(definition,[spl0_1760])],[avatar_definition]) ).

fof(f9601,plain,
    ( m_main_v_request(s246)
    | ~ spl0_1760 ),
    inference(avatar_component_clause,[],[f9599]) ).

fof(f9603,definition,
    ( spl0_1761
  <=> always3(s246) ),
    introduced(definition,[new_symbols(definition,[spl0_1761])],[avatar_definition]) ).

fof(f9605,plain,
    ( always3(s246)
    | ~ spl0_1761 ),
    inference(avatar_component_clause,[],[f9603]) ).

fof(f9606,plain,
    ( spl0_1760
    | spl0_1761 ),
    inference(avatar_split_clause,[],[f7595,f9603,f9599]) ).

fof(f9608,definition,
    ( spl0_1762
  <=> m_main_v_request(s245) ),
    introduced(definition,[new_symbols(definition,[spl0_1762])],[avatar_definition]) ).

fof(f9610,plain,
    ( m_main_v_request(s245)
    | ~ spl0_1762 ),
    inference(avatar_component_clause,[],[f9608]) ).

fof(f9612,definition,
    ( spl0_1763
  <=> always3(s245) ),
    introduced(definition,[new_symbols(definition,[spl0_1763])],[avatar_definition]) ).

fof(f9614,plain,
    ( always3(s245)
    | ~ spl0_1763 ),
    inference(avatar_component_clause,[],[f9612]) ).

fof(f9615,plain,
    ( spl0_1762
    | spl0_1763 ),
    inference(avatar_split_clause,[],[f7594,f9612,f9608]) ).

fof(f9617,definition,
    ( spl0_1764
  <=> m_main_v_request(s244) ),
    introduced(definition,[new_symbols(definition,[spl0_1764])],[avatar_definition]) ).

fof(f9619,plain,
    ( m_main_v_request(s244)
    | ~ spl0_1764 ),
    inference(avatar_component_clause,[],[f9617]) ).

fof(f9621,definition,
    ( spl0_1765
  <=> always3(s244) ),
    introduced(definition,[new_symbols(definition,[spl0_1765])],[avatar_definition]) ).

fof(f9623,plain,
    ( always3(s244)
    | ~ spl0_1765 ),
    inference(avatar_component_clause,[],[f9621]) ).

fof(f9624,plain,
    ( spl0_1764
    | spl0_1765 ),
    inference(avatar_split_clause,[],[f7593,f9621,f9617]) ).

fof(f9626,definition,
    ( spl0_1766
  <=> m_main_v_request(s243) ),
    introduced(definition,[new_symbols(definition,[spl0_1766])],[avatar_definition]) ).

fof(f9628,plain,
    ( m_main_v_request(s243)
    | ~ spl0_1766 ),
    inference(avatar_component_clause,[],[f9626]) ).

fof(f9630,definition,
    ( spl0_1767
  <=> always3(s243) ),
    introduced(definition,[new_symbols(definition,[spl0_1767])],[avatar_definition]) ).

fof(f9632,plain,
    ( always3(s243)
    | ~ spl0_1767 ),
    inference(avatar_component_clause,[],[f9630]) ).

fof(f9633,plain,
    ( spl0_1766
    | spl0_1767 ),
    inference(avatar_split_clause,[],[f7592,f9630,f9626]) ).

fof(f9635,definition,
    ( spl0_1768
  <=> m_main_v_request(s242) ),
    introduced(definition,[new_symbols(definition,[spl0_1768])],[avatar_definition]) ).

fof(f9637,plain,
    ( m_main_v_request(s242)
    | ~ spl0_1768 ),
    inference(avatar_component_clause,[],[f9635]) ).

fof(f9639,definition,
    ( spl0_1769
  <=> always3(s242) ),
    introduced(definition,[new_symbols(definition,[spl0_1769])],[avatar_definition]) ).

fof(f9641,plain,
    ( always3(s242)
    | ~ spl0_1769 ),
    inference(avatar_component_clause,[],[f9639]) ).

fof(f9642,plain,
    ( spl0_1768
    | spl0_1769 ),
    inference(avatar_split_clause,[],[f7591,f9639,f9635]) ).

fof(f9644,definition,
    ( spl0_1770
  <=> m_main_v_request(s241) ),
    introduced(definition,[new_symbols(definition,[spl0_1770])],[avatar_definition]) ).

fof(f9646,plain,
    ( m_main_v_request(s241)
    | ~ spl0_1770 ),
    inference(avatar_component_clause,[],[f9644]) ).

fof(f9648,definition,
    ( spl0_1771
  <=> always3(s241) ),
    introduced(definition,[new_symbols(definition,[spl0_1771])],[avatar_definition]) ).

fof(f9650,plain,
    ( always3(s241)
    | ~ spl0_1771 ),
    inference(avatar_component_clause,[],[f9648]) ).

fof(f9651,plain,
    ( spl0_1770
    | spl0_1771 ),
    inference(avatar_split_clause,[],[f7590,f9648,f9644]) ).

fof(f9653,definition,
    ( spl0_1772
  <=> m_main_v_request(s240) ),
    introduced(definition,[new_symbols(definition,[spl0_1772])],[avatar_definition]) ).

fof(f9655,plain,
    ( m_main_v_request(s240)
    | ~ spl0_1772 ),
    inference(avatar_component_clause,[],[f9653]) ).

fof(f9657,definition,
    ( spl0_1773
  <=> always3(s240) ),
    introduced(definition,[new_symbols(definition,[spl0_1773])],[avatar_definition]) ).

fof(f9659,plain,
    ( always3(s240)
    | ~ spl0_1773 ),
    inference(avatar_component_clause,[],[f9657]) ).

fof(f9660,plain,
    ( spl0_1772
    | spl0_1773 ),
    inference(avatar_split_clause,[],[f7589,f9657,f9653]) ).

fof(f9662,definition,
    ( spl0_1774
  <=> m_main_v_request(s239) ),
    introduced(definition,[new_symbols(definition,[spl0_1774])],[avatar_definition]) ).

fof(f9664,plain,
    ( m_main_v_request(s239)
    | ~ spl0_1774 ),
    inference(avatar_component_clause,[],[f9662]) ).

fof(f9666,definition,
    ( spl0_1775
  <=> always3(s239) ),
    introduced(definition,[new_symbols(definition,[spl0_1775])],[avatar_definition]) ).

fof(f9668,plain,
    ( always3(s239)
    | ~ spl0_1775 ),
    inference(avatar_component_clause,[],[f9666]) ).

fof(f9669,plain,
    ( spl0_1774
    | spl0_1775 ),
    inference(avatar_split_clause,[],[f7588,f9666,f9662]) ).

fof(f9671,definition,
    ( spl0_1776
  <=> m_main_v_request(s238) ),
    introduced(definition,[new_symbols(definition,[spl0_1776])],[avatar_definition]) ).

fof(f9673,plain,
    ( m_main_v_request(s238)
    | ~ spl0_1776 ),
    inference(avatar_component_clause,[],[f9671]) ).

fof(f9675,definition,
    ( spl0_1777
  <=> always3(s238) ),
    introduced(definition,[new_symbols(definition,[spl0_1777])],[avatar_definition]) ).

fof(f9677,plain,
    ( always3(s238)
    | ~ spl0_1777 ),
    inference(avatar_component_clause,[],[f9675]) ).

fof(f9678,plain,
    ( spl0_1776
    | spl0_1777 ),
    inference(avatar_split_clause,[],[f7587,f9675,f9671]) ).

fof(f9680,definition,
    ( spl0_1778
  <=> m_main_v_request(s237) ),
    introduced(definition,[new_symbols(definition,[spl0_1778])],[avatar_definition]) ).

fof(f9682,plain,
    ( m_main_v_request(s237)
    | ~ spl0_1778 ),
    inference(avatar_component_clause,[],[f9680]) ).

fof(f9684,definition,
    ( spl0_1779
  <=> always3(s237) ),
    introduced(definition,[new_symbols(definition,[spl0_1779])],[avatar_definition]) ).

fof(f9686,plain,
    ( always3(s237)
    | ~ spl0_1779 ),
    inference(avatar_component_clause,[],[f9684]) ).

fof(f9687,plain,
    ( spl0_1778
    | spl0_1779 ),
    inference(avatar_split_clause,[],[f7586,f9684,f9680]) ).

fof(f9689,definition,
    ( spl0_1780
  <=> m_main_v_request(s236) ),
    introduced(definition,[new_symbols(definition,[spl0_1780])],[avatar_definition]) ).

fof(f9691,plain,
    ( m_main_v_request(s236)
    | ~ spl0_1780 ),
    inference(avatar_component_clause,[],[f9689]) ).

fof(f9693,definition,
    ( spl0_1781
  <=> always3(s236) ),
    introduced(definition,[new_symbols(definition,[spl0_1781])],[avatar_definition]) ).

fof(f9695,plain,
    ( always3(s236)
    | ~ spl0_1781 ),
    inference(avatar_component_clause,[],[f9693]) ).

fof(f9696,plain,
    ( spl0_1780
    | spl0_1781 ),
    inference(avatar_split_clause,[],[f7585,f9693,f9689]) ).

fof(f9698,definition,
    ( spl0_1782
  <=> m_main_v_request(s235) ),
    introduced(definition,[new_symbols(definition,[spl0_1782])],[avatar_definition]) ).

fof(f9700,plain,
    ( m_main_v_request(s235)
    | ~ spl0_1782 ),
    inference(avatar_component_clause,[],[f9698]) ).

fof(f9702,definition,
    ( spl0_1783
  <=> always3(s235) ),
    introduced(definition,[new_symbols(definition,[spl0_1783])],[avatar_definition]) ).

fof(f9704,plain,
    ( always3(s235)
    | ~ spl0_1783 ),
    inference(avatar_component_clause,[],[f9702]) ).

fof(f9705,plain,
    ( spl0_1782
    | spl0_1783 ),
    inference(avatar_split_clause,[],[f7584,f9702,f9698]) ).

fof(f9707,definition,
    ( spl0_1784
  <=> m_main_v_request(s234) ),
    introduced(definition,[new_symbols(definition,[spl0_1784])],[avatar_definition]) ).

fof(f9709,plain,
    ( m_main_v_request(s234)
    | ~ spl0_1784 ),
    inference(avatar_component_clause,[],[f9707]) ).

fof(f9711,definition,
    ( spl0_1785
  <=> always3(s234) ),
    introduced(definition,[new_symbols(definition,[spl0_1785])],[avatar_definition]) ).

fof(f9713,plain,
    ( always3(s234)
    | ~ spl0_1785 ),
    inference(avatar_component_clause,[],[f9711]) ).

fof(f9714,plain,
    ( spl0_1784
    | spl0_1785 ),
    inference(avatar_split_clause,[],[f7583,f9711,f9707]) ).

fof(f9716,definition,
    ( spl0_1786
  <=> m_main_v_request(s233) ),
    introduced(definition,[new_symbols(definition,[spl0_1786])],[avatar_definition]) ).

fof(f9718,plain,
    ( m_main_v_request(s233)
    | ~ spl0_1786 ),
    inference(avatar_component_clause,[],[f9716]) ).

fof(f9720,definition,
    ( spl0_1787
  <=> always3(s233) ),
    introduced(definition,[new_symbols(definition,[spl0_1787])],[avatar_definition]) ).

fof(f9722,plain,
    ( always3(s233)
    | ~ spl0_1787 ),
    inference(avatar_component_clause,[],[f9720]) ).

fof(f9723,plain,
    ( spl0_1786
    | spl0_1787 ),
    inference(avatar_split_clause,[],[f7582,f9720,f9716]) ).

fof(f9725,definition,
    ( spl0_1788
  <=> m_main_v_request(s232) ),
    introduced(definition,[new_symbols(definition,[spl0_1788])],[avatar_definition]) ).

fof(f9727,plain,
    ( m_main_v_request(s232)
    | ~ spl0_1788 ),
    inference(avatar_component_clause,[],[f9725]) ).

fof(f9729,definition,
    ( spl0_1789
  <=> always3(s232) ),
    introduced(definition,[new_symbols(definition,[spl0_1789])],[avatar_definition]) ).

fof(f9731,plain,
    ( always3(s232)
    | ~ spl0_1789 ),
    inference(avatar_component_clause,[],[f9729]) ).

fof(f9732,plain,
    ( spl0_1788
    | spl0_1789 ),
    inference(avatar_split_clause,[],[f7581,f9729,f9725]) ).

fof(f9734,definition,
    ( spl0_1790
  <=> m_main_v_request(s231) ),
    introduced(definition,[new_symbols(definition,[spl0_1790])],[avatar_definition]) ).

fof(f9736,plain,
    ( m_main_v_request(s231)
    | ~ spl0_1790 ),
    inference(avatar_component_clause,[],[f9734]) ).

fof(f9738,definition,
    ( spl0_1791
  <=> always3(s231) ),
    introduced(definition,[new_symbols(definition,[spl0_1791])],[avatar_definition]) ).

fof(f9740,plain,
    ( always3(s231)
    | ~ spl0_1791 ),
    inference(avatar_component_clause,[],[f9738]) ).

fof(f9741,plain,
    ( spl0_1790
    | spl0_1791 ),
    inference(avatar_split_clause,[],[f7580,f9738,f9734]) ).

fof(f9743,definition,
    ( spl0_1792
  <=> m_main_v_request(s230) ),
    introduced(definition,[new_symbols(definition,[spl0_1792])],[avatar_definition]) ).

fof(f9745,plain,
    ( m_main_v_request(s230)
    | ~ spl0_1792 ),
    inference(avatar_component_clause,[],[f9743]) ).

fof(f9747,definition,
    ( spl0_1793
  <=> always3(s230) ),
    introduced(definition,[new_symbols(definition,[spl0_1793])],[avatar_definition]) ).

fof(f9749,plain,
    ( always3(s230)
    | ~ spl0_1793 ),
    inference(avatar_component_clause,[],[f9747]) ).

fof(f9750,plain,
    ( spl0_1792
    | spl0_1793 ),
    inference(avatar_split_clause,[],[f7579,f9747,f9743]) ).

fof(f9752,definition,
    ( spl0_1794
  <=> m_main_v_request(s229) ),
    introduced(definition,[new_symbols(definition,[spl0_1794])],[avatar_definition]) ).

fof(f9754,plain,
    ( m_main_v_request(s229)
    | ~ spl0_1794 ),
    inference(avatar_component_clause,[],[f9752]) ).

fof(f9756,definition,
    ( spl0_1795
  <=> always3(s229) ),
    introduced(definition,[new_symbols(definition,[spl0_1795])],[avatar_definition]) ).

fof(f9758,plain,
    ( always3(s229)
    | ~ spl0_1795 ),
    inference(avatar_component_clause,[],[f9756]) ).

fof(f9759,plain,
    ( spl0_1794
    | spl0_1795 ),
    inference(avatar_split_clause,[],[f7578,f9756,f9752]) ).

fof(f9761,definition,
    ( spl0_1796
  <=> m_main_v_request(s228) ),
    introduced(definition,[new_symbols(definition,[spl0_1796])],[avatar_definition]) ).

fof(f9763,plain,
    ( m_main_v_request(s228)
    | ~ spl0_1796 ),
    inference(avatar_component_clause,[],[f9761]) ).

fof(f9765,definition,
    ( spl0_1797
  <=> always3(s228) ),
    introduced(definition,[new_symbols(definition,[spl0_1797])],[avatar_definition]) ).

fof(f9767,plain,
    ( always3(s228)
    | ~ spl0_1797 ),
    inference(avatar_component_clause,[],[f9765]) ).

fof(f9768,plain,
    ( spl0_1796
    | spl0_1797 ),
    inference(avatar_split_clause,[],[f7577,f9765,f9761]) ).

fof(f9770,definition,
    ( spl0_1798
  <=> m_main_v_request(s227) ),
    introduced(definition,[new_symbols(definition,[spl0_1798])],[avatar_definition]) ).

fof(f9772,plain,
    ( m_main_v_request(s227)
    | ~ spl0_1798 ),
    inference(avatar_component_clause,[],[f9770]) ).

fof(f9774,definition,
    ( spl0_1799
  <=> always3(s227) ),
    introduced(definition,[new_symbols(definition,[spl0_1799])],[avatar_definition]) ).

fof(f9776,plain,
    ( always3(s227)
    | ~ spl0_1799 ),
    inference(avatar_component_clause,[],[f9774]) ).

fof(f9777,plain,
    ( spl0_1798
    | spl0_1799 ),
    inference(avatar_split_clause,[],[f7576,f9774,f9770]) ).

fof(f9779,definition,
    ( spl0_1800
  <=> m_main_v_request(s226) ),
    introduced(definition,[new_symbols(definition,[spl0_1800])],[avatar_definition]) ).

fof(f9781,plain,
    ( m_main_v_request(s226)
    | ~ spl0_1800 ),
    inference(avatar_component_clause,[],[f9779]) ).

fof(f9783,definition,
    ( spl0_1801
  <=> always3(s226) ),
    introduced(definition,[new_symbols(definition,[spl0_1801])],[avatar_definition]) ).

fof(f9785,plain,
    ( always3(s226)
    | ~ spl0_1801 ),
    inference(avatar_component_clause,[],[f9783]) ).

fof(f9786,plain,
    ( spl0_1800
    | spl0_1801 ),
    inference(avatar_split_clause,[],[f7575,f9783,f9779]) ).

fof(f9788,definition,
    ( spl0_1802
  <=> m_main_v_request(s225) ),
    introduced(definition,[new_symbols(definition,[spl0_1802])],[avatar_definition]) ).

fof(f9790,plain,
    ( m_main_v_request(s225)
    | ~ spl0_1802 ),
    inference(avatar_component_clause,[],[f9788]) ).

fof(f9792,definition,
    ( spl0_1803
  <=> always3(s225) ),
    introduced(definition,[new_symbols(definition,[spl0_1803])],[avatar_definition]) ).

fof(f9794,plain,
    ( always3(s225)
    | ~ spl0_1803 ),
    inference(avatar_component_clause,[],[f9792]) ).

fof(f9795,plain,
    ( spl0_1802
    | spl0_1803 ),
    inference(avatar_split_clause,[],[f7574,f9792,f9788]) ).

fof(f9797,definition,
    ( spl0_1804
  <=> m_main_v_request(s224) ),
    introduced(definition,[new_symbols(definition,[spl0_1804])],[avatar_definition]) ).

fof(f9799,plain,
    ( m_main_v_request(s224)
    | ~ spl0_1804 ),
    inference(avatar_component_clause,[],[f9797]) ).

fof(f9801,definition,
    ( spl0_1805
  <=> always3(s224) ),
    introduced(definition,[new_symbols(definition,[spl0_1805])],[avatar_definition]) ).

fof(f9803,plain,
    ( always3(s224)
    | ~ spl0_1805 ),
    inference(avatar_component_clause,[],[f9801]) ).

fof(f9804,plain,
    ( spl0_1804
    | spl0_1805 ),
    inference(avatar_split_clause,[],[f7573,f9801,f9797]) ).

fof(f9806,definition,
    ( spl0_1806
  <=> m_main_v_request(s223) ),
    introduced(definition,[new_symbols(definition,[spl0_1806])],[avatar_definition]) ).

fof(f9808,plain,
    ( m_main_v_request(s223)
    | ~ spl0_1806 ),
    inference(avatar_component_clause,[],[f9806]) ).

fof(f9810,definition,
    ( spl0_1807
  <=> always3(s223) ),
    introduced(definition,[new_symbols(definition,[spl0_1807])],[avatar_definition]) ).

fof(f9812,plain,
    ( always3(s223)
    | ~ spl0_1807 ),
    inference(avatar_component_clause,[],[f9810]) ).

fof(f9813,plain,
    ( spl0_1806
    | spl0_1807 ),
    inference(avatar_split_clause,[],[f7572,f9810,f9806]) ).

fof(f9815,definition,
    ( spl0_1808
  <=> m_main_v_request(s222) ),
    introduced(definition,[new_symbols(definition,[spl0_1808])],[avatar_definition]) ).

fof(f9817,plain,
    ( m_main_v_request(s222)
    | ~ spl0_1808 ),
    inference(avatar_component_clause,[],[f9815]) ).

fof(f9819,definition,
    ( spl0_1809
  <=> always3(s222) ),
    introduced(definition,[new_symbols(definition,[spl0_1809])],[avatar_definition]) ).

fof(f9821,plain,
    ( always3(s222)
    | ~ spl0_1809 ),
    inference(avatar_component_clause,[],[f9819]) ).

fof(f9822,plain,
    ( spl0_1808
    | spl0_1809 ),
    inference(avatar_split_clause,[],[f7571,f9819,f9815]) ).

fof(f9824,definition,
    ( spl0_1810
  <=> m_main_v_request(s221) ),
    introduced(definition,[new_symbols(definition,[spl0_1810])],[avatar_definition]) ).

fof(f9826,plain,
    ( m_main_v_request(s221)
    | ~ spl0_1810 ),
    inference(avatar_component_clause,[],[f9824]) ).

fof(f9828,definition,
    ( spl0_1811
  <=> always3(s221) ),
    introduced(definition,[new_symbols(definition,[spl0_1811])],[avatar_definition]) ).

fof(f9830,plain,
    ( always3(s221)
    | ~ spl0_1811 ),
    inference(avatar_component_clause,[],[f9828]) ).

fof(f9831,plain,
    ( spl0_1810
    | spl0_1811 ),
    inference(avatar_split_clause,[],[f7570,f9828,f9824]) ).

fof(f9833,definition,
    ( spl0_1812
  <=> m_main_v_request(s220) ),
    introduced(definition,[new_symbols(definition,[spl0_1812])],[avatar_definition]) ).

fof(f9835,plain,
    ( m_main_v_request(s220)
    | ~ spl0_1812 ),
    inference(avatar_component_clause,[],[f9833]) ).

fof(f9837,definition,
    ( spl0_1813
  <=> always3(s220) ),
    introduced(definition,[new_symbols(definition,[spl0_1813])],[avatar_definition]) ).

fof(f9839,plain,
    ( always3(s220)
    | ~ spl0_1813 ),
    inference(avatar_component_clause,[],[f9837]) ).

fof(f9840,plain,
    ( spl0_1812
    | spl0_1813 ),
    inference(avatar_split_clause,[],[f7569,f9837,f9833]) ).

fof(f9842,definition,
    ( spl0_1814
  <=> m_main_v_request(s219) ),
    introduced(definition,[new_symbols(definition,[spl0_1814])],[avatar_definition]) ).

fof(f9844,plain,
    ( m_main_v_request(s219)
    | ~ spl0_1814 ),
    inference(avatar_component_clause,[],[f9842]) ).

fof(f9846,definition,
    ( spl0_1815
  <=> always3(s219) ),
    introduced(definition,[new_symbols(definition,[spl0_1815])],[avatar_definition]) ).

fof(f9848,plain,
    ( always3(s219)
    | ~ spl0_1815 ),
    inference(avatar_component_clause,[],[f9846]) ).

fof(f9849,plain,
    ( spl0_1814
    | spl0_1815 ),
    inference(avatar_split_clause,[],[f7568,f9846,f9842]) ).

fof(f9851,definition,
    ( spl0_1816
  <=> m_main_v_request(s218) ),
    introduced(definition,[new_symbols(definition,[spl0_1816])],[avatar_definition]) ).

fof(f9853,plain,
    ( m_main_v_request(s218)
    | ~ spl0_1816 ),
    inference(avatar_component_clause,[],[f9851]) ).

fof(f9855,definition,
    ( spl0_1817
  <=> always3(s218) ),
    introduced(definition,[new_symbols(definition,[spl0_1817])],[avatar_definition]) ).

fof(f9857,plain,
    ( always3(s218)
    | ~ spl0_1817 ),
    inference(avatar_component_clause,[],[f9855]) ).

fof(f9858,plain,
    ( spl0_1816
    | spl0_1817 ),
    inference(avatar_split_clause,[],[f7567,f9855,f9851]) ).

fof(f9860,definition,
    ( spl0_1818
  <=> m_main_v_request(s217) ),
    introduced(definition,[new_symbols(definition,[spl0_1818])],[avatar_definition]) ).

fof(f9862,plain,
    ( m_main_v_request(s217)
    | ~ spl0_1818 ),
    inference(avatar_component_clause,[],[f9860]) ).

fof(f9864,definition,
    ( spl0_1819
  <=> always3(s217) ),
    introduced(definition,[new_symbols(definition,[spl0_1819])],[avatar_definition]) ).

fof(f9866,plain,
    ( always3(s217)
    | ~ spl0_1819 ),
    inference(avatar_component_clause,[],[f9864]) ).

fof(f9867,plain,
    ( spl0_1818
    | spl0_1819 ),
    inference(avatar_split_clause,[],[f7566,f9864,f9860]) ).

fof(f9869,definition,
    ( spl0_1820
  <=> m_main_v_request(s216) ),
    introduced(definition,[new_symbols(definition,[spl0_1820])],[avatar_definition]) ).

fof(f9871,plain,
    ( m_main_v_request(s216)
    | ~ spl0_1820 ),
    inference(avatar_component_clause,[],[f9869]) ).

fof(f9873,definition,
    ( spl0_1821
  <=> always3(s216) ),
    introduced(definition,[new_symbols(definition,[spl0_1821])],[avatar_definition]) ).

fof(f9875,plain,
    ( always3(s216)
    | ~ spl0_1821 ),
    inference(avatar_component_clause,[],[f9873]) ).

fof(f9876,plain,
    ( spl0_1820
    | spl0_1821 ),
    inference(avatar_split_clause,[],[f7565,f9873,f9869]) ).

fof(f9878,definition,
    ( spl0_1822
  <=> m_main_v_request(s215) ),
    introduced(definition,[new_symbols(definition,[spl0_1822])],[avatar_definition]) ).

fof(f9880,plain,
    ( m_main_v_request(s215)
    | ~ spl0_1822 ),
    inference(avatar_component_clause,[],[f9878]) ).

fof(f9882,definition,
    ( spl0_1823
  <=> always3(s215) ),
    introduced(definition,[new_symbols(definition,[spl0_1823])],[avatar_definition]) ).

fof(f9884,plain,
    ( always3(s215)
    | ~ spl0_1823 ),
    inference(avatar_component_clause,[],[f9882]) ).

fof(f9885,plain,
    ( spl0_1822
    | spl0_1823 ),
    inference(avatar_split_clause,[],[f7564,f9882,f9878]) ).

fof(f9887,definition,
    ( spl0_1824
  <=> m_main_v_request(s214) ),
    introduced(definition,[new_symbols(definition,[spl0_1824])],[avatar_definition]) ).

fof(f9889,plain,
    ( m_main_v_request(s214)
    | ~ spl0_1824 ),
    inference(avatar_component_clause,[],[f9887]) ).

fof(f9891,definition,
    ( spl0_1825
  <=> always3(s214) ),
    introduced(definition,[new_symbols(definition,[spl0_1825])],[avatar_definition]) ).

fof(f9893,plain,
    ( always3(s214)
    | ~ spl0_1825 ),
    inference(avatar_component_clause,[],[f9891]) ).

fof(f9894,plain,
    ( spl0_1824
    | spl0_1825 ),
    inference(avatar_split_clause,[],[f7563,f9891,f9887]) ).

fof(f9896,definition,
    ( spl0_1826
  <=> m_main_v_request(s213) ),
    introduced(definition,[new_symbols(definition,[spl0_1826])],[avatar_definition]) ).

fof(f9898,plain,
    ( m_main_v_request(s213)
    | ~ spl0_1826 ),
    inference(avatar_component_clause,[],[f9896]) ).

fof(f9900,definition,
    ( spl0_1827
  <=> always3(s213) ),
    introduced(definition,[new_symbols(definition,[spl0_1827])],[avatar_definition]) ).

fof(f9902,plain,
    ( always3(s213)
    | ~ spl0_1827 ),
    inference(avatar_component_clause,[],[f9900]) ).

fof(f9903,plain,
    ( spl0_1826
    | spl0_1827 ),
    inference(avatar_split_clause,[],[f7562,f9900,f9896]) ).

fof(f9905,definition,
    ( spl0_1828
  <=> m_main_v_request(s212) ),
    introduced(definition,[new_symbols(definition,[spl0_1828])],[avatar_definition]) ).

fof(f9907,plain,
    ( m_main_v_request(s212)
    | ~ spl0_1828 ),
    inference(avatar_component_clause,[],[f9905]) ).

fof(f9909,definition,
    ( spl0_1829
  <=> always3(s212) ),
    introduced(definition,[new_symbols(definition,[spl0_1829])],[avatar_definition]) ).

fof(f9911,plain,
    ( always3(s212)
    | ~ spl0_1829 ),
    inference(avatar_component_clause,[],[f9909]) ).

fof(f9912,plain,
    ( spl0_1828
    | spl0_1829 ),
    inference(avatar_split_clause,[],[f7561,f9909,f9905]) ).

fof(f9914,definition,
    ( spl0_1830
  <=> m_main_v_request(s211) ),
    introduced(definition,[new_symbols(definition,[spl0_1830])],[avatar_definition]) ).

fof(f9916,plain,
    ( m_main_v_request(s211)
    | ~ spl0_1830 ),
    inference(avatar_component_clause,[],[f9914]) ).

fof(f9918,definition,
    ( spl0_1831
  <=> always3(s211) ),
    introduced(definition,[new_symbols(definition,[spl0_1831])],[avatar_definition]) ).

fof(f9920,plain,
    ( always3(s211)
    | ~ spl0_1831 ),
    inference(avatar_component_clause,[],[f9918]) ).

fof(f9921,plain,
    ( spl0_1830
    | spl0_1831 ),
    inference(avatar_split_clause,[],[f7560,f9918,f9914]) ).

fof(f9923,definition,
    ( spl0_1832
  <=> m_main_v_request(s210) ),
    introduced(definition,[new_symbols(definition,[spl0_1832])],[avatar_definition]) ).

fof(f9925,plain,
    ( m_main_v_request(s210)
    | ~ spl0_1832 ),
    inference(avatar_component_clause,[],[f9923]) ).

fof(f9927,definition,
    ( spl0_1833
  <=> always3(s210) ),
    introduced(definition,[new_symbols(definition,[spl0_1833])],[avatar_definition]) ).

fof(f9929,plain,
    ( always3(s210)
    | ~ spl0_1833 ),
    inference(avatar_component_clause,[],[f9927]) ).

fof(f9930,plain,
    ( spl0_1832
    | spl0_1833 ),
    inference(avatar_split_clause,[],[f7559,f9927,f9923]) ).

fof(f9932,definition,
    ( spl0_1834
  <=> m_main_v_request(s209) ),
    introduced(definition,[new_symbols(definition,[spl0_1834])],[avatar_definition]) ).

fof(f9934,plain,
    ( m_main_v_request(s209)
    | ~ spl0_1834 ),
    inference(avatar_component_clause,[],[f9932]) ).

fof(f9936,definition,
    ( spl0_1835
  <=> always3(s209) ),
    introduced(definition,[new_symbols(definition,[spl0_1835])],[avatar_definition]) ).

fof(f9938,plain,
    ( always3(s209)
    | ~ spl0_1835 ),
    inference(avatar_component_clause,[],[f9936]) ).

fof(f9939,plain,
    ( spl0_1834
    | spl0_1835 ),
    inference(avatar_split_clause,[],[f7558,f9936,f9932]) ).

fof(f9941,definition,
    ( spl0_1836
  <=> m_main_v_request(s208) ),
    introduced(definition,[new_symbols(definition,[spl0_1836])],[avatar_definition]) ).

fof(f9943,plain,
    ( m_main_v_request(s208)
    | ~ spl0_1836 ),
    inference(avatar_component_clause,[],[f9941]) ).

fof(f9945,definition,
    ( spl0_1837
  <=> always3(s208) ),
    introduced(definition,[new_symbols(definition,[spl0_1837])],[avatar_definition]) ).

fof(f9947,plain,
    ( always3(s208)
    | ~ spl0_1837 ),
    inference(avatar_component_clause,[],[f9945]) ).

fof(f9948,plain,
    ( spl0_1836
    | spl0_1837 ),
    inference(avatar_split_clause,[],[f7557,f9945,f9941]) ).

fof(f9950,definition,
    ( spl0_1838
  <=> m_main_v_request(s207) ),
    introduced(definition,[new_symbols(definition,[spl0_1838])],[avatar_definition]) ).

fof(f9952,plain,
    ( m_main_v_request(s207)
    | ~ spl0_1838 ),
    inference(avatar_component_clause,[],[f9950]) ).

fof(f9954,definition,
    ( spl0_1839
  <=> always3(s207) ),
    introduced(definition,[new_symbols(definition,[spl0_1839])],[avatar_definition]) ).

fof(f9956,plain,
    ( always3(s207)
    | ~ spl0_1839 ),
    inference(avatar_component_clause,[],[f9954]) ).

fof(f9957,plain,
    ( spl0_1838
    | spl0_1839 ),
    inference(avatar_split_clause,[],[f7556,f9954,f9950]) ).

fof(f9959,definition,
    ( spl0_1840
  <=> m_main_v_request(s206) ),
    introduced(definition,[new_symbols(definition,[spl0_1840])],[avatar_definition]) ).

fof(f9961,plain,
    ( m_main_v_request(s206)
    | ~ spl0_1840 ),
    inference(avatar_component_clause,[],[f9959]) ).

fof(f9963,definition,
    ( spl0_1841
  <=> always3(s206) ),
    introduced(definition,[new_symbols(definition,[spl0_1841])],[avatar_definition]) ).

fof(f9965,plain,
    ( always3(s206)
    | ~ spl0_1841 ),
    inference(avatar_component_clause,[],[f9963]) ).

fof(f9966,plain,
    ( spl0_1840
    | spl0_1841 ),
    inference(avatar_split_clause,[],[f7555,f9963,f9959]) ).

fof(f9968,definition,
    ( spl0_1842
  <=> m_main_v_request(s205) ),
    introduced(definition,[new_symbols(definition,[spl0_1842])],[avatar_definition]) ).

fof(f9970,plain,
    ( m_main_v_request(s205)
    | ~ spl0_1842 ),
    inference(avatar_component_clause,[],[f9968]) ).

fof(f9972,definition,
    ( spl0_1843
  <=> always3(s205) ),
    introduced(definition,[new_symbols(definition,[spl0_1843])],[avatar_definition]) ).

fof(f9974,plain,
    ( always3(s205)
    | ~ spl0_1843 ),
    inference(avatar_component_clause,[],[f9972]) ).

fof(f9975,plain,
    ( spl0_1842
    | spl0_1843 ),
    inference(avatar_split_clause,[],[f7554,f9972,f9968]) ).

fof(f9977,definition,
    ( spl0_1844
  <=> m_main_v_request(s204) ),
    introduced(definition,[new_symbols(definition,[spl0_1844])],[avatar_definition]) ).

fof(f9979,plain,
    ( m_main_v_request(s204)
    | ~ spl0_1844 ),
    inference(avatar_component_clause,[],[f9977]) ).

fof(f9981,definition,
    ( spl0_1845
  <=> always3(s204) ),
    introduced(definition,[new_symbols(definition,[spl0_1845])],[avatar_definition]) ).

fof(f9983,plain,
    ( always3(s204)
    | ~ spl0_1845 ),
    inference(avatar_component_clause,[],[f9981]) ).

fof(f9984,plain,
    ( spl0_1844
    | spl0_1845 ),
    inference(avatar_split_clause,[],[f7553,f9981,f9977]) ).

fof(f9986,definition,
    ( spl0_1846
  <=> m_main_v_request(s203) ),
    introduced(definition,[new_symbols(definition,[spl0_1846])],[avatar_definition]) ).

fof(f9988,plain,
    ( m_main_v_request(s203)
    | ~ spl0_1846 ),
    inference(avatar_component_clause,[],[f9986]) ).

fof(f9990,definition,
    ( spl0_1847
  <=> always3(s203) ),
    introduced(definition,[new_symbols(definition,[spl0_1847])],[avatar_definition]) ).

fof(f9992,plain,
    ( always3(s203)
    | ~ spl0_1847 ),
    inference(avatar_component_clause,[],[f9990]) ).

fof(f9993,plain,
    ( spl0_1846
    | spl0_1847 ),
    inference(avatar_split_clause,[],[f7552,f9990,f9986]) ).

fof(f9995,definition,
    ( spl0_1848
  <=> m_main_v_request(s202) ),
    introduced(definition,[new_symbols(definition,[spl0_1848])],[avatar_definition]) ).

fof(f9997,plain,
    ( m_main_v_request(s202)
    | ~ spl0_1848 ),
    inference(avatar_component_clause,[],[f9995]) ).

fof(f9999,definition,
    ( spl0_1849
  <=> always3(s202) ),
    introduced(definition,[new_symbols(definition,[spl0_1849])],[avatar_definition]) ).

fof(f10001,plain,
    ( always3(s202)
    | ~ spl0_1849 ),
    inference(avatar_component_clause,[],[f9999]) ).

fof(f10002,plain,
    ( spl0_1848
    | spl0_1849 ),
    inference(avatar_split_clause,[],[f7551,f9999,f9995]) ).

fof(f10004,definition,
    ( spl0_1850
  <=> m_main_v_request(s201) ),
    introduced(definition,[new_symbols(definition,[spl0_1850])],[avatar_definition]) ).

fof(f10006,plain,
    ( m_main_v_request(s201)
    | ~ spl0_1850 ),
    inference(avatar_component_clause,[],[f10004]) ).

fof(f10008,definition,
    ( spl0_1851
  <=> always3(s201) ),
    introduced(definition,[new_symbols(definition,[spl0_1851])],[avatar_definition]) ).

fof(f10010,plain,
    ( always3(s201)
    | ~ spl0_1851 ),
    inference(avatar_component_clause,[],[f10008]) ).

fof(f10011,plain,
    ( spl0_1850
    | spl0_1851 ),
    inference(avatar_split_clause,[],[f7550,f10008,f10004]) ).

fof(f10013,definition,
    ( spl0_1852
  <=> m_main_v_request(s200) ),
    introduced(definition,[new_symbols(definition,[spl0_1852])],[avatar_definition]) ).

fof(f10015,plain,
    ( m_main_v_request(s200)
    | ~ spl0_1852 ),
    inference(avatar_component_clause,[],[f10013]) ).

fof(f10017,definition,
    ( spl0_1853
  <=> always3(s200) ),
    introduced(definition,[new_symbols(definition,[spl0_1853])],[avatar_definition]) ).

fof(f10019,plain,
    ( always3(s200)
    | ~ spl0_1853 ),
    inference(avatar_component_clause,[],[f10017]) ).

fof(f10020,plain,
    ( spl0_1852
    | spl0_1853 ),
    inference(avatar_split_clause,[],[f7549,f10017,f10013]) ).

fof(f10022,definition,
    ( spl0_1854
  <=> m_main_v_request(s199) ),
    introduced(definition,[new_symbols(definition,[spl0_1854])],[avatar_definition]) ).

fof(f10024,plain,
    ( m_main_v_request(s199)
    | ~ spl0_1854 ),
    inference(avatar_component_clause,[],[f10022]) ).

fof(f10026,definition,
    ( spl0_1855
  <=> always3(s199) ),
    introduced(definition,[new_symbols(definition,[spl0_1855])],[avatar_definition]) ).

fof(f10028,plain,
    ( always3(s199)
    | ~ spl0_1855 ),
    inference(avatar_component_clause,[],[f10026]) ).

fof(f10029,plain,
    ( spl0_1854
    | spl0_1855 ),
    inference(avatar_split_clause,[],[f7548,f10026,f10022]) ).

fof(f10031,definition,
    ( spl0_1856
  <=> m_main_v_request(s198) ),
    introduced(definition,[new_symbols(definition,[spl0_1856])],[avatar_definition]) ).

fof(f10033,plain,
    ( m_main_v_request(s198)
    | ~ spl0_1856 ),
    inference(avatar_component_clause,[],[f10031]) ).

fof(f10035,definition,
    ( spl0_1857
  <=> always3(s198) ),
    introduced(definition,[new_symbols(definition,[spl0_1857])],[avatar_definition]) ).

fof(f10037,plain,
    ( always3(s198)
    | ~ spl0_1857 ),
    inference(avatar_component_clause,[],[f10035]) ).

fof(f10038,plain,
    ( spl0_1856
    | spl0_1857 ),
    inference(avatar_split_clause,[],[f7547,f10035,f10031]) ).

fof(f10040,definition,
    ( spl0_1858
  <=> m_main_v_request(s197) ),
    introduced(definition,[new_symbols(definition,[spl0_1858])],[avatar_definition]) ).

fof(f10042,plain,
    ( m_main_v_request(s197)
    | ~ spl0_1858 ),
    inference(avatar_component_clause,[],[f10040]) ).

fof(f10044,definition,
    ( spl0_1859
  <=> always3(s197) ),
    introduced(definition,[new_symbols(definition,[spl0_1859])],[avatar_definition]) ).

fof(f10046,plain,
    ( always3(s197)
    | ~ spl0_1859 ),
    inference(avatar_component_clause,[],[f10044]) ).

fof(f10047,plain,
    ( spl0_1858
    | spl0_1859 ),
    inference(avatar_split_clause,[],[f7546,f10044,f10040]) ).

fof(f10049,definition,
    ( spl0_1860
  <=> m_main_v_request(s196) ),
    introduced(definition,[new_symbols(definition,[spl0_1860])],[avatar_definition]) ).

fof(f10051,plain,
    ( m_main_v_request(s196)
    | ~ spl0_1860 ),
    inference(avatar_component_clause,[],[f10049]) ).

fof(f10053,definition,
    ( spl0_1861
  <=> always3(s196) ),
    introduced(definition,[new_symbols(definition,[spl0_1861])],[avatar_definition]) ).

fof(f10055,plain,
    ( always3(s196)
    | ~ spl0_1861 ),
    inference(avatar_component_clause,[],[f10053]) ).

fof(f10056,plain,
    ( spl0_1860
    | spl0_1861 ),
    inference(avatar_split_clause,[],[f7545,f10053,f10049]) ).

fof(f10058,definition,
    ( spl0_1862
  <=> m_main_v_request(s195) ),
    introduced(definition,[new_symbols(definition,[spl0_1862])],[avatar_definition]) ).

fof(f10060,plain,
    ( m_main_v_request(s195)
    | ~ spl0_1862 ),
    inference(avatar_component_clause,[],[f10058]) ).

fof(f10062,definition,
    ( spl0_1863
  <=> always3(s195) ),
    introduced(definition,[new_symbols(definition,[spl0_1863])],[avatar_definition]) ).

fof(f10064,plain,
    ( always3(s195)
    | ~ spl0_1863 ),
    inference(avatar_component_clause,[],[f10062]) ).

fof(f10065,plain,
    ( spl0_1862
    | spl0_1863 ),
    inference(avatar_split_clause,[],[f7544,f10062,f10058]) ).

fof(f10067,definition,
    ( spl0_1864
  <=> m_main_v_request(s194) ),
    introduced(definition,[new_symbols(definition,[spl0_1864])],[avatar_definition]) ).

fof(f10069,plain,
    ( m_main_v_request(s194)
    | ~ spl0_1864 ),
    inference(avatar_component_clause,[],[f10067]) ).

fof(f10071,definition,
    ( spl0_1865
  <=> always3(s194) ),
    introduced(definition,[new_symbols(definition,[spl0_1865])],[avatar_definition]) ).

fof(f10073,plain,
    ( always3(s194)
    | ~ spl0_1865 ),
    inference(avatar_component_clause,[],[f10071]) ).

fof(f10074,plain,
    ( spl0_1864
    | spl0_1865 ),
    inference(avatar_split_clause,[],[f7543,f10071,f10067]) ).

fof(f10076,definition,
    ( spl0_1866
  <=> m_main_v_request(s193) ),
    introduced(definition,[new_symbols(definition,[spl0_1866])],[avatar_definition]) ).

fof(f10078,plain,
    ( m_main_v_request(s193)
    | ~ spl0_1866 ),
    inference(avatar_component_clause,[],[f10076]) ).

fof(f10080,definition,
    ( spl0_1867
  <=> always3(s193) ),
    introduced(definition,[new_symbols(definition,[spl0_1867])],[avatar_definition]) ).

fof(f10082,plain,
    ( always3(s193)
    | ~ spl0_1867 ),
    inference(avatar_component_clause,[],[f10080]) ).

fof(f10083,plain,
    ( spl0_1866
    | spl0_1867 ),
    inference(avatar_split_clause,[],[f7542,f10080,f10076]) ).

fof(f10085,definition,
    ( spl0_1868
  <=> m_main_v_request(s192) ),
    introduced(definition,[new_symbols(definition,[spl0_1868])],[avatar_definition]) ).

fof(f10087,plain,
    ( m_main_v_request(s192)
    | ~ spl0_1868 ),
    inference(avatar_component_clause,[],[f10085]) ).

fof(f10089,definition,
    ( spl0_1869
  <=> always3(s192) ),
    introduced(definition,[new_symbols(definition,[spl0_1869])],[avatar_definition]) ).

fof(f10091,plain,
    ( always3(s192)
    | ~ spl0_1869 ),
    inference(avatar_component_clause,[],[f10089]) ).

fof(f10092,plain,
    ( spl0_1868
    | spl0_1869 ),
    inference(avatar_split_clause,[],[f7541,f10089,f10085]) ).

fof(f10094,definition,
    ( spl0_1870
  <=> m_main_v_request(s191) ),
    introduced(definition,[new_symbols(definition,[spl0_1870])],[avatar_definition]) ).

fof(f10096,plain,
    ( m_main_v_request(s191)
    | ~ spl0_1870 ),
    inference(avatar_component_clause,[],[f10094]) ).

fof(f10098,definition,
    ( spl0_1871
  <=> always3(s191) ),
    introduced(definition,[new_symbols(definition,[spl0_1871])],[avatar_definition]) ).

fof(f10100,plain,
    ( always3(s191)
    | ~ spl0_1871 ),
    inference(avatar_component_clause,[],[f10098]) ).

fof(f10101,plain,
    ( spl0_1870
    | spl0_1871 ),
    inference(avatar_split_clause,[],[f7540,f10098,f10094]) ).

fof(f10103,definition,
    ( spl0_1872
  <=> m_main_v_request(s190) ),
    introduced(definition,[new_symbols(definition,[spl0_1872])],[avatar_definition]) ).

fof(f10105,plain,
    ( m_main_v_request(s190)
    | ~ spl0_1872 ),
    inference(avatar_component_clause,[],[f10103]) ).

fof(f10107,definition,
    ( spl0_1873
  <=> always3(s190) ),
    introduced(definition,[new_symbols(definition,[spl0_1873])],[avatar_definition]) ).

fof(f10109,plain,
    ( always3(s190)
    | ~ spl0_1873 ),
    inference(avatar_component_clause,[],[f10107]) ).

fof(f10110,plain,
    ( spl0_1872
    | spl0_1873 ),
    inference(avatar_split_clause,[],[f7539,f10107,f10103]) ).

fof(f10112,definition,
    ( spl0_1874
  <=> m_main_v_request(s189) ),
    introduced(definition,[new_symbols(definition,[spl0_1874])],[avatar_definition]) ).

fof(f10114,plain,
    ( m_main_v_request(s189)
    | ~ spl0_1874 ),
    inference(avatar_component_clause,[],[f10112]) ).

fof(f10116,definition,
    ( spl0_1875
  <=> always3(s189) ),
    introduced(definition,[new_symbols(definition,[spl0_1875])],[avatar_definition]) ).

fof(f10118,plain,
    ( always3(s189)
    | ~ spl0_1875 ),
    inference(avatar_component_clause,[],[f10116]) ).

fof(f10119,plain,
    ( spl0_1874
    | spl0_1875 ),
    inference(avatar_split_clause,[],[f7538,f10116,f10112]) ).

fof(f10121,definition,
    ( spl0_1876
  <=> m_main_v_request(s188) ),
    introduced(definition,[new_symbols(definition,[spl0_1876])],[avatar_definition]) ).

fof(f10123,plain,
    ( m_main_v_request(s188)
    | ~ spl0_1876 ),
    inference(avatar_component_clause,[],[f10121]) ).

fof(f10125,definition,
    ( spl0_1877
  <=> always3(s188) ),
    introduced(definition,[new_symbols(definition,[spl0_1877])],[avatar_definition]) ).

fof(f10127,plain,
    ( always3(s188)
    | ~ spl0_1877 ),
    inference(avatar_component_clause,[],[f10125]) ).

fof(f10128,plain,
    ( spl0_1876
    | spl0_1877 ),
    inference(avatar_split_clause,[],[f7537,f10125,f10121]) ).

fof(f10130,definition,
    ( spl0_1878
  <=> m_main_v_request(s187) ),
    introduced(definition,[new_symbols(definition,[spl0_1878])],[avatar_definition]) ).

fof(f10132,plain,
    ( m_main_v_request(s187)
    | ~ spl0_1878 ),
    inference(avatar_component_clause,[],[f10130]) ).

fof(f10134,definition,
    ( spl0_1879
  <=> always3(s187) ),
    introduced(definition,[new_symbols(definition,[spl0_1879])],[avatar_definition]) ).

fof(f10136,plain,
    ( always3(s187)
    | ~ spl0_1879 ),
    inference(avatar_component_clause,[],[f10134]) ).

fof(f10137,plain,
    ( spl0_1878
    | spl0_1879 ),
    inference(avatar_split_clause,[],[f7536,f10134,f10130]) ).

fof(f10139,definition,
    ( spl0_1880
  <=> m_main_v_request(s186) ),
    introduced(definition,[new_symbols(definition,[spl0_1880])],[avatar_definition]) ).

fof(f10141,plain,
    ( m_main_v_request(s186)
    | ~ spl0_1880 ),
    inference(avatar_component_clause,[],[f10139]) ).

fof(f10143,definition,
    ( spl0_1881
  <=> always3(s186) ),
    introduced(definition,[new_symbols(definition,[spl0_1881])],[avatar_definition]) ).

fof(f10145,plain,
    ( always3(s186)
    | ~ spl0_1881 ),
    inference(avatar_component_clause,[],[f10143]) ).

fof(f10146,plain,
    ( spl0_1880
    | spl0_1881 ),
    inference(avatar_split_clause,[],[f7535,f10143,f10139]) ).

fof(f10148,definition,
    ( spl0_1882
  <=> m_main_v_request(s185) ),
    introduced(definition,[new_symbols(definition,[spl0_1882])],[avatar_definition]) ).

fof(f10150,plain,
    ( m_main_v_request(s185)
    | ~ spl0_1882 ),
    inference(avatar_component_clause,[],[f10148]) ).

fof(f10152,definition,
    ( spl0_1883
  <=> always3(s185) ),
    introduced(definition,[new_symbols(definition,[spl0_1883])],[avatar_definition]) ).

fof(f10154,plain,
    ( always3(s185)
    | ~ spl0_1883 ),
    inference(avatar_component_clause,[],[f10152]) ).

fof(f10155,plain,
    ( spl0_1882
    | spl0_1883 ),
    inference(avatar_split_clause,[],[f7534,f10152,f10148]) ).

fof(f10157,definition,
    ( spl0_1884
  <=> m_main_v_request(s184) ),
    introduced(definition,[new_symbols(definition,[spl0_1884])],[avatar_definition]) ).

fof(f10159,plain,
    ( m_main_v_request(s184)
    | ~ spl0_1884 ),
    inference(avatar_component_clause,[],[f10157]) ).

fof(f10161,definition,
    ( spl0_1885
  <=> always3(s184) ),
    introduced(definition,[new_symbols(definition,[spl0_1885])],[avatar_definition]) ).

fof(f10163,plain,
    ( always3(s184)
    | ~ spl0_1885 ),
    inference(avatar_component_clause,[],[f10161]) ).

fof(f10164,plain,
    ( spl0_1884
    | spl0_1885 ),
    inference(avatar_split_clause,[],[f7533,f10161,f10157]) ).

fof(f10166,definition,
    ( spl0_1886
  <=> m_main_v_request(s183) ),
    introduced(definition,[new_symbols(definition,[spl0_1886])],[avatar_definition]) ).

fof(f10168,plain,
    ( m_main_v_request(s183)
    | ~ spl0_1886 ),
    inference(avatar_component_clause,[],[f10166]) ).

fof(f10170,definition,
    ( spl0_1887
  <=> always3(s183) ),
    introduced(definition,[new_symbols(definition,[spl0_1887])],[avatar_definition]) ).

fof(f10172,plain,
    ( always3(s183)
    | ~ spl0_1887 ),
    inference(avatar_component_clause,[],[f10170]) ).

fof(f10173,plain,
    ( spl0_1886
    | spl0_1887 ),
    inference(avatar_split_clause,[],[f7532,f10170,f10166]) ).

fof(f10175,definition,
    ( spl0_1888
  <=> m_main_v_request(s182) ),
    introduced(definition,[new_symbols(definition,[spl0_1888])],[avatar_definition]) ).

fof(f10177,plain,
    ( m_main_v_request(s182)
    | ~ spl0_1888 ),
    inference(avatar_component_clause,[],[f10175]) ).

fof(f10179,definition,
    ( spl0_1889
  <=> always3(s182) ),
    introduced(definition,[new_symbols(definition,[spl0_1889])],[avatar_definition]) ).

fof(f10181,plain,
    ( always3(s182)
    | ~ spl0_1889 ),
    inference(avatar_component_clause,[],[f10179]) ).

fof(f10182,plain,
    ( spl0_1888
    | spl0_1889 ),
    inference(avatar_split_clause,[],[f7531,f10179,f10175]) ).

fof(f10184,definition,
    ( spl0_1890
  <=> m_main_v_request(s181) ),
    introduced(definition,[new_symbols(definition,[spl0_1890])],[avatar_definition]) ).

fof(f10186,plain,
    ( m_main_v_request(s181)
    | ~ spl0_1890 ),
    inference(avatar_component_clause,[],[f10184]) ).

fof(f10188,definition,
    ( spl0_1891
  <=> always3(s181) ),
    introduced(definition,[new_symbols(definition,[spl0_1891])],[avatar_definition]) ).

fof(f10190,plain,
    ( always3(s181)
    | ~ spl0_1891 ),
    inference(avatar_component_clause,[],[f10188]) ).

fof(f10191,plain,
    ( spl0_1890
    | spl0_1891 ),
    inference(avatar_split_clause,[],[f7530,f10188,f10184]) ).

fof(f10193,definition,
    ( spl0_1892
  <=> m_main_v_request(s180) ),
    introduced(definition,[new_symbols(definition,[spl0_1892])],[avatar_definition]) ).

fof(f10195,plain,
    ( m_main_v_request(s180)
    | ~ spl0_1892 ),
    inference(avatar_component_clause,[],[f10193]) ).

fof(f10197,definition,
    ( spl0_1893
  <=> always3(s180) ),
    introduced(definition,[new_symbols(definition,[spl0_1893])],[avatar_definition]) ).

fof(f10199,plain,
    ( always3(s180)
    | ~ spl0_1893 ),
    inference(avatar_component_clause,[],[f10197]) ).

fof(f10200,plain,
    ( spl0_1892
    | spl0_1893 ),
    inference(avatar_split_clause,[],[f7529,f10197,f10193]) ).

fof(f10202,definition,
    ( spl0_1894
  <=> m_main_v_request(s179) ),
    introduced(definition,[new_symbols(definition,[spl0_1894])],[avatar_definition]) ).

fof(f10204,plain,
    ( m_main_v_request(s179)
    | ~ spl0_1894 ),
    inference(avatar_component_clause,[],[f10202]) ).

fof(f10206,definition,
    ( spl0_1895
  <=> always3(s179) ),
    introduced(definition,[new_symbols(definition,[spl0_1895])],[avatar_definition]) ).

fof(f10208,plain,
    ( always3(s179)
    | ~ spl0_1895 ),
    inference(avatar_component_clause,[],[f10206]) ).

fof(f10209,plain,
    ( spl0_1894
    | spl0_1895 ),
    inference(avatar_split_clause,[],[f7528,f10206,f10202]) ).

fof(f10211,definition,
    ( spl0_1896
  <=> m_main_v_request(s178) ),
    introduced(definition,[new_symbols(definition,[spl0_1896])],[avatar_definition]) ).

fof(f10213,plain,
    ( m_main_v_request(s178)
    | ~ spl0_1896 ),
    inference(avatar_component_clause,[],[f10211]) ).

fof(f10215,definition,
    ( spl0_1897
  <=> always3(s178) ),
    introduced(definition,[new_symbols(definition,[spl0_1897])],[avatar_definition]) ).

fof(f10217,plain,
    ( always3(s178)
    | ~ spl0_1897 ),
    inference(avatar_component_clause,[],[f10215]) ).

fof(f10218,plain,
    ( spl0_1896
    | spl0_1897 ),
    inference(avatar_split_clause,[],[f7527,f10215,f10211]) ).

fof(f10220,definition,
    ( spl0_1898
  <=> m_main_v_request(s177) ),
    introduced(definition,[new_symbols(definition,[spl0_1898])],[avatar_definition]) ).

fof(f10222,plain,
    ( m_main_v_request(s177)
    | ~ spl0_1898 ),
    inference(avatar_component_clause,[],[f10220]) ).

fof(f10224,definition,
    ( spl0_1899
  <=> always3(s177) ),
    introduced(definition,[new_symbols(definition,[spl0_1899])],[avatar_definition]) ).

fof(f10226,plain,
    ( always3(s177)
    | ~ spl0_1899 ),
    inference(avatar_component_clause,[],[f10224]) ).

fof(f10227,plain,
    ( spl0_1898
    | spl0_1899 ),
    inference(avatar_split_clause,[],[f7526,f10224,f10220]) ).

fof(f10229,definition,
    ( spl0_1900
  <=> m_main_v_request(s176) ),
    introduced(definition,[new_symbols(definition,[spl0_1900])],[avatar_definition]) ).

fof(f10231,plain,
    ( m_main_v_request(s176)
    | ~ spl0_1900 ),
    inference(avatar_component_clause,[],[f10229]) ).

fof(f10233,definition,
    ( spl0_1901
  <=> always3(s176) ),
    introduced(definition,[new_symbols(definition,[spl0_1901])],[avatar_definition]) ).

fof(f10235,plain,
    ( always3(s176)
    | ~ spl0_1901 ),
    inference(avatar_component_clause,[],[f10233]) ).

fof(f10236,plain,
    ( spl0_1900
    | spl0_1901 ),
    inference(avatar_split_clause,[],[f7525,f10233,f10229]) ).

fof(f10238,definition,
    ( spl0_1902
  <=> m_main_v_request(s175) ),
    introduced(definition,[new_symbols(definition,[spl0_1902])],[avatar_definition]) ).

fof(f10240,plain,
    ( m_main_v_request(s175)
    | ~ spl0_1902 ),
    inference(avatar_component_clause,[],[f10238]) ).

fof(f10242,definition,
    ( spl0_1903
  <=> always3(s175) ),
    introduced(definition,[new_symbols(definition,[spl0_1903])],[avatar_definition]) ).

fof(f10244,plain,
    ( always3(s175)
    | ~ spl0_1903 ),
    inference(avatar_component_clause,[],[f10242]) ).

fof(f10245,plain,
    ( spl0_1902
    | spl0_1903 ),
    inference(avatar_split_clause,[],[f7524,f10242,f10238]) ).

fof(f10247,definition,
    ( spl0_1904
  <=> m_main_v_request(s174) ),
    introduced(definition,[new_symbols(definition,[spl0_1904])],[avatar_definition]) ).

fof(f10249,plain,
    ( m_main_v_request(s174)
    | ~ spl0_1904 ),
    inference(avatar_component_clause,[],[f10247]) ).

fof(f10251,definition,
    ( spl0_1905
  <=> always3(s174) ),
    introduced(definition,[new_symbols(definition,[spl0_1905])],[avatar_definition]) ).

fof(f10253,plain,
    ( always3(s174)
    | ~ spl0_1905 ),
    inference(avatar_component_clause,[],[f10251]) ).

fof(f10254,plain,
    ( spl0_1904
    | spl0_1905 ),
    inference(avatar_split_clause,[],[f7523,f10251,f10247]) ).

fof(f10256,definition,
    ( spl0_1906
  <=> m_main_v_request(s173) ),
    introduced(definition,[new_symbols(definition,[spl0_1906])],[avatar_definition]) ).

fof(f10258,plain,
    ( m_main_v_request(s173)
    | ~ spl0_1906 ),
    inference(avatar_component_clause,[],[f10256]) ).

fof(f10260,definition,
    ( spl0_1907
  <=> always3(s173) ),
    introduced(definition,[new_symbols(definition,[spl0_1907])],[avatar_definition]) ).

fof(f10262,plain,
    ( always3(s173)
    | ~ spl0_1907 ),
    inference(avatar_component_clause,[],[f10260]) ).

fof(f10263,plain,
    ( spl0_1906
    | spl0_1907 ),
    inference(avatar_split_clause,[],[f7522,f10260,f10256]) ).

fof(f10265,definition,
    ( spl0_1908
  <=> m_main_v_request(s172) ),
    introduced(definition,[new_symbols(definition,[spl0_1908])],[avatar_definition]) ).

fof(f10267,plain,
    ( m_main_v_request(s172)
    | ~ spl0_1908 ),
    inference(avatar_component_clause,[],[f10265]) ).

fof(f10269,definition,
    ( spl0_1909
  <=> always3(s172) ),
    introduced(definition,[new_symbols(definition,[spl0_1909])],[avatar_definition]) ).

fof(f10271,plain,
    ( always3(s172)
    | ~ spl0_1909 ),
    inference(avatar_component_clause,[],[f10269]) ).

fof(f10272,plain,
    ( spl0_1908
    | spl0_1909 ),
    inference(avatar_split_clause,[],[f7521,f10269,f10265]) ).

fof(f10274,definition,
    ( spl0_1910
  <=> m_main_v_request(s171) ),
    introduced(definition,[new_symbols(definition,[spl0_1910])],[avatar_definition]) ).

fof(f10276,plain,
    ( m_main_v_request(s171)
    | ~ spl0_1910 ),
    inference(avatar_component_clause,[],[f10274]) ).

fof(f10278,definition,
    ( spl0_1911
  <=> always3(s171) ),
    introduced(definition,[new_symbols(definition,[spl0_1911])],[avatar_definition]) ).

fof(f10280,plain,
    ( always3(s171)
    | ~ spl0_1911 ),
    inference(avatar_component_clause,[],[f10278]) ).

fof(f10281,plain,
    ( spl0_1910
    | spl0_1911 ),
    inference(avatar_split_clause,[],[f7520,f10278,f10274]) ).

fof(f10283,definition,
    ( spl0_1912
  <=> m_main_v_request(s170) ),
    introduced(definition,[new_symbols(definition,[spl0_1912])],[avatar_definition]) ).

fof(f10285,plain,
    ( m_main_v_request(s170)
    | ~ spl0_1912 ),
    inference(avatar_component_clause,[],[f10283]) ).

fof(f10287,definition,
    ( spl0_1913
  <=> always3(s170) ),
    introduced(definition,[new_symbols(definition,[spl0_1913])],[avatar_definition]) ).

fof(f10289,plain,
    ( always3(s170)
    | ~ spl0_1913 ),
    inference(avatar_component_clause,[],[f10287]) ).

fof(f10290,plain,
    ( spl0_1912
    | spl0_1913 ),
    inference(avatar_split_clause,[],[f7519,f10287,f10283]) ).

fof(f10292,definition,
    ( spl0_1914
  <=> m_main_v_request(s169) ),
    introduced(definition,[new_symbols(definition,[spl0_1914])],[avatar_definition]) ).

fof(f10294,plain,
    ( m_main_v_request(s169)
    | ~ spl0_1914 ),
    inference(avatar_component_clause,[],[f10292]) ).

fof(f10296,definition,
    ( spl0_1915
  <=> always3(s169) ),
    introduced(definition,[new_symbols(definition,[spl0_1915])],[avatar_definition]) ).

fof(f10298,plain,
    ( always3(s169)
    | ~ spl0_1915 ),
    inference(avatar_component_clause,[],[f10296]) ).

fof(f10299,plain,
    ( spl0_1914
    | spl0_1915 ),
    inference(avatar_split_clause,[],[f7518,f10296,f10292]) ).

fof(f10301,definition,
    ( spl0_1916
  <=> m_main_v_request(s168) ),
    introduced(definition,[new_symbols(definition,[spl0_1916])],[avatar_definition]) ).

fof(f10303,plain,
    ( m_main_v_request(s168)
    | ~ spl0_1916 ),
    inference(avatar_component_clause,[],[f10301]) ).

fof(f10305,definition,
    ( spl0_1917
  <=> always3(s168) ),
    introduced(definition,[new_symbols(definition,[spl0_1917])],[avatar_definition]) ).

fof(f10307,plain,
    ( always3(s168)
    | ~ spl0_1917 ),
    inference(avatar_component_clause,[],[f10305]) ).

fof(f10308,plain,
    ( spl0_1916
    | spl0_1917 ),
    inference(avatar_split_clause,[],[f7517,f10305,f10301]) ).

fof(f10310,definition,
    ( spl0_1918
  <=> m_main_v_request(s167) ),
    introduced(definition,[new_symbols(definition,[spl0_1918])],[avatar_definition]) ).

fof(f10312,plain,
    ( m_main_v_request(s167)
    | ~ spl0_1918 ),
    inference(avatar_component_clause,[],[f10310]) ).

fof(f10314,definition,
    ( spl0_1919
  <=> always3(s167) ),
    introduced(definition,[new_symbols(definition,[spl0_1919])],[avatar_definition]) ).

fof(f10316,plain,
    ( always3(s167)
    | ~ spl0_1919 ),
    inference(avatar_component_clause,[],[f10314]) ).

fof(f10317,plain,
    ( spl0_1918
    | spl0_1919 ),
    inference(avatar_split_clause,[],[f7516,f10314,f10310]) ).

fof(f10319,definition,
    ( spl0_1920
  <=> m_main_v_request(s166) ),
    introduced(definition,[new_symbols(definition,[spl0_1920])],[avatar_definition]) ).

fof(f10321,plain,
    ( m_main_v_request(s166)
    | ~ spl0_1920 ),
    inference(avatar_component_clause,[],[f10319]) ).

fof(f10323,definition,
    ( spl0_1921
  <=> always3(s166) ),
    introduced(definition,[new_symbols(definition,[spl0_1921])],[avatar_definition]) ).

fof(f10325,plain,
    ( always3(s166)
    | ~ spl0_1921 ),
    inference(avatar_component_clause,[],[f10323]) ).

fof(f10326,plain,
    ( spl0_1920
    | spl0_1921 ),
    inference(avatar_split_clause,[],[f7515,f10323,f10319]) ).

fof(f10328,definition,
    ( spl0_1922
  <=> m_main_v_request(s165) ),
    introduced(definition,[new_symbols(definition,[spl0_1922])],[avatar_definition]) ).

fof(f10330,plain,
    ( m_main_v_request(s165)
    | ~ spl0_1922 ),
    inference(avatar_component_clause,[],[f10328]) ).

fof(f10332,definition,
    ( spl0_1923
  <=> always3(s165) ),
    introduced(definition,[new_symbols(definition,[spl0_1923])],[avatar_definition]) ).

fof(f10334,plain,
    ( always3(s165)
    | ~ spl0_1923 ),
    inference(avatar_component_clause,[],[f10332]) ).

fof(f10335,plain,
    ( spl0_1922
    | spl0_1923 ),
    inference(avatar_split_clause,[],[f7514,f10332,f10328]) ).

fof(f10337,definition,
    ( spl0_1924
  <=> m_main_v_request(s164) ),
    introduced(definition,[new_symbols(definition,[spl0_1924])],[avatar_definition]) ).

fof(f10339,plain,
    ( m_main_v_request(s164)
    | ~ spl0_1924 ),
    inference(avatar_component_clause,[],[f10337]) ).

fof(f10341,definition,
    ( spl0_1925
  <=> always3(s164) ),
    introduced(definition,[new_symbols(definition,[spl0_1925])],[avatar_definition]) ).

fof(f10343,plain,
    ( always3(s164)
    | ~ spl0_1925 ),
    inference(avatar_component_clause,[],[f10341]) ).

fof(f10344,plain,
    ( spl0_1924
    | spl0_1925 ),
    inference(avatar_split_clause,[],[f7513,f10341,f10337]) ).

fof(f10346,definition,
    ( spl0_1926
  <=> m_main_v_request(s163) ),
    introduced(definition,[new_symbols(definition,[spl0_1926])],[avatar_definition]) ).

fof(f10348,plain,
    ( m_main_v_request(s163)
    | ~ spl0_1926 ),
    inference(avatar_component_clause,[],[f10346]) ).

fof(f10350,definition,
    ( spl0_1927
  <=> always3(s163) ),
    introduced(definition,[new_symbols(definition,[spl0_1927])],[avatar_definition]) ).

fof(f10352,plain,
    ( always3(s163)
    | ~ spl0_1927 ),
    inference(avatar_component_clause,[],[f10350]) ).

fof(f10353,plain,
    ( spl0_1926
    | spl0_1927 ),
    inference(avatar_split_clause,[],[f7512,f10350,f10346]) ).

fof(f10355,definition,
    ( spl0_1928
  <=> m_main_v_request(s162) ),
    introduced(definition,[new_symbols(definition,[spl0_1928])],[avatar_definition]) ).

fof(f10357,plain,
    ( m_main_v_request(s162)
    | ~ spl0_1928 ),
    inference(avatar_component_clause,[],[f10355]) ).

fof(f10359,definition,
    ( spl0_1929
  <=> always3(s162) ),
    introduced(definition,[new_symbols(definition,[spl0_1929])],[avatar_definition]) ).

fof(f10361,plain,
    ( always3(s162)
    | ~ spl0_1929 ),
    inference(avatar_component_clause,[],[f10359]) ).

fof(f10362,plain,
    ( spl0_1928
    | spl0_1929 ),
    inference(avatar_split_clause,[],[f7511,f10359,f10355]) ).

fof(f10364,definition,
    ( spl0_1930
  <=> m_main_v_request(s161) ),
    introduced(definition,[new_symbols(definition,[spl0_1930])],[avatar_definition]) ).

fof(f10366,plain,
    ( m_main_v_request(s161)
    | ~ spl0_1930 ),
    inference(avatar_component_clause,[],[f10364]) ).

fof(f10368,definition,
    ( spl0_1931
  <=> always3(s161) ),
    introduced(definition,[new_symbols(definition,[spl0_1931])],[avatar_definition]) ).

fof(f10370,plain,
    ( always3(s161)
    | ~ spl0_1931 ),
    inference(avatar_component_clause,[],[f10368]) ).

fof(f10371,plain,
    ( spl0_1930
    | spl0_1931 ),
    inference(avatar_split_clause,[],[f7510,f10368,f10364]) ).

fof(f10373,definition,
    ( spl0_1932
  <=> m_main_v_request(s160) ),
    introduced(definition,[new_symbols(definition,[spl0_1932])],[avatar_definition]) ).

fof(f10375,plain,
    ( m_main_v_request(s160)
    | ~ spl0_1932 ),
    inference(avatar_component_clause,[],[f10373]) ).

fof(f10377,definition,
    ( spl0_1933
  <=> always3(s160) ),
    introduced(definition,[new_symbols(definition,[spl0_1933])],[avatar_definition]) ).

fof(f10379,plain,
    ( always3(s160)
    | ~ spl0_1933 ),
    inference(avatar_component_clause,[],[f10377]) ).

fof(f10380,plain,
    ( spl0_1932
    | spl0_1933 ),
    inference(avatar_split_clause,[],[f7509,f10377,f10373]) ).

fof(f10382,definition,
    ( spl0_1934
  <=> m_main_v_request(s159) ),
    introduced(definition,[new_symbols(definition,[spl0_1934])],[avatar_definition]) ).

fof(f10384,plain,
    ( m_main_v_request(s159)
    | ~ spl0_1934 ),
    inference(avatar_component_clause,[],[f10382]) ).

fof(f10386,definition,
    ( spl0_1935
  <=> always3(s159) ),
    introduced(definition,[new_symbols(definition,[spl0_1935])],[avatar_definition]) ).

fof(f10388,plain,
    ( always3(s159)
    | ~ spl0_1935 ),
    inference(avatar_component_clause,[],[f10386]) ).

fof(f10389,plain,
    ( spl0_1934
    | spl0_1935 ),
    inference(avatar_split_clause,[],[f7508,f10386,f10382]) ).

fof(f10391,definition,
    ( spl0_1936
  <=> m_main_v_request(s158) ),
    introduced(definition,[new_symbols(definition,[spl0_1936])],[avatar_definition]) ).

fof(f10393,plain,
    ( m_main_v_request(s158)
    | ~ spl0_1936 ),
    inference(avatar_component_clause,[],[f10391]) ).

fof(f10395,definition,
    ( spl0_1937
  <=> always3(s158) ),
    introduced(definition,[new_symbols(definition,[spl0_1937])],[avatar_definition]) ).

fof(f10397,plain,
    ( always3(s158)
    | ~ spl0_1937 ),
    inference(avatar_component_clause,[],[f10395]) ).

fof(f10398,plain,
    ( spl0_1936
    | spl0_1937 ),
    inference(avatar_split_clause,[],[f7507,f10395,f10391]) ).

fof(f10400,definition,
    ( spl0_1938
  <=> m_main_v_request(s157) ),
    introduced(definition,[new_symbols(definition,[spl0_1938])],[avatar_definition]) ).

fof(f10402,plain,
    ( m_main_v_request(s157)
    | ~ spl0_1938 ),
    inference(avatar_component_clause,[],[f10400]) ).

fof(f10404,definition,
    ( spl0_1939
  <=> always3(s157) ),
    introduced(definition,[new_symbols(definition,[spl0_1939])],[avatar_definition]) ).

fof(f10406,plain,
    ( always3(s157)
    | ~ spl0_1939 ),
    inference(avatar_component_clause,[],[f10404]) ).

fof(f10407,plain,
    ( spl0_1938
    | spl0_1939 ),
    inference(avatar_split_clause,[],[f7506,f10404,f10400]) ).

fof(f10409,definition,
    ( spl0_1940
  <=> m_main_v_request(s156) ),
    introduced(definition,[new_symbols(definition,[spl0_1940])],[avatar_definition]) ).

fof(f10411,plain,
    ( m_main_v_request(s156)
    | ~ spl0_1940 ),
    inference(avatar_component_clause,[],[f10409]) ).

fof(f10413,definition,
    ( spl0_1941
  <=> always3(s156) ),
    introduced(definition,[new_symbols(definition,[spl0_1941])],[avatar_definition]) ).

fof(f10415,plain,
    ( always3(s156)
    | ~ spl0_1941 ),
    inference(avatar_component_clause,[],[f10413]) ).

fof(f10416,plain,
    ( spl0_1940
    | spl0_1941 ),
    inference(avatar_split_clause,[],[f7505,f10413,f10409]) ).

fof(f10418,definition,
    ( spl0_1942
  <=> m_main_v_request(s155) ),
    introduced(definition,[new_symbols(definition,[spl0_1942])],[avatar_definition]) ).

fof(f10420,plain,
    ( m_main_v_request(s155)
    | ~ spl0_1942 ),
    inference(avatar_component_clause,[],[f10418]) ).

fof(f10422,definition,
    ( spl0_1943
  <=> always3(s155) ),
    introduced(definition,[new_symbols(definition,[spl0_1943])],[avatar_definition]) ).

fof(f10424,plain,
    ( always3(s155)
    | ~ spl0_1943 ),
    inference(avatar_component_clause,[],[f10422]) ).

fof(f10425,plain,
    ( spl0_1942
    | spl0_1943 ),
    inference(avatar_split_clause,[],[f7504,f10422,f10418]) ).

fof(f10427,definition,
    ( spl0_1944
  <=> m_main_v_request(s154) ),
    introduced(definition,[new_symbols(definition,[spl0_1944])],[avatar_definition]) ).

fof(f10429,plain,
    ( m_main_v_request(s154)
    | ~ spl0_1944 ),
    inference(avatar_component_clause,[],[f10427]) ).

fof(f10431,definition,
    ( spl0_1945
  <=> always3(s154) ),
    introduced(definition,[new_symbols(definition,[spl0_1945])],[avatar_definition]) ).

fof(f10433,plain,
    ( always3(s154)
    | ~ spl0_1945 ),
    inference(avatar_component_clause,[],[f10431]) ).

fof(f10434,plain,
    ( spl0_1944
    | spl0_1945 ),
    inference(avatar_split_clause,[],[f7503,f10431,f10427]) ).

fof(f10436,definition,
    ( spl0_1946
  <=> m_main_v_request(s153) ),
    introduced(definition,[new_symbols(definition,[spl0_1946])],[avatar_definition]) ).

fof(f10438,plain,
    ( m_main_v_request(s153)
    | ~ spl0_1946 ),
    inference(avatar_component_clause,[],[f10436]) ).

fof(f10440,definition,
    ( spl0_1947
  <=> always3(s153) ),
    introduced(definition,[new_symbols(definition,[spl0_1947])],[avatar_definition]) ).

fof(f10442,plain,
    ( always3(s153)
    | ~ spl0_1947 ),
    inference(avatar_component_clause,[],[f10440]) ).

fof(f10443,plain,
    ( spl0_1946
    | spl0_1947 ),
    inference(avatar_split_clause,[],[f7502,f10440,f10436]) ).

fof(f10445,definition,
    ( spl0_1948
  <=> m_main_v_request(s152) ),
    introduced(definition,[new_symbols(definition,[spl0_1948])],[avatar_definition]) ).

fof(f10447,plain,
    ( m_main_v_request(s152)
    | ~ spl0_1948 ),
    inference(avatar_component_clause,[],[f10445]) ).

fof(f10449,definition,
    ( spl0_1949
  <=> always3(s152) ),
    introduced(definition,[new_symbols(definition,[spl0_1949])],[avatar_definition]) ).

fof(f10451,plain,
    ( always3(s152)
    | ~ spl0_1949 ),
    inference(avatar_component_clause,[],[f10449]) ).

fof(f10452,plain,
    ( spl0_1948
    | spl0_1949 ),
    inference(avatar_split_clause,[],[f7501,f10449,f10445]) ).

fof(f10454,definition,
    ( spl0_1950
  <=> m_main_v_request(s151) ),
    introduced(definition,[new_symbols(definition,[spl0_1950])],[avatar_definition]) ).

fof(f10456,plain,
    ( m_main_v_request(s151)
    | ~ spl0_1950 ),
    inference(avatar_component_clause,[],[f10454]) ).

fof(f10458,definition,
    ( spl0_1951
  <=> always3(s151) ),
    introduced(definition,[new_symbols(definition,[spl0_1951])],[avatar_definition]) ).

fof(f10460,plain,
    ( always3(s151)
    | ~ spl0_1951 ),
    inference(avatar_component_clause,[],[f10458]) ).

fof(f10461,plain,
    ( spl0_1950
    | spl0_1951 ),
    inference(avatar_split_clause,[],[f7500,f10458,f10454]) ).

fof(f10463,definition,
    ( spl0_1952
  <=> m_main_v_request(s150) ),
    introduced(definition,[new_symbols(definition,[spl0_1952])],[avatar_definition]) ).

fof(f10465,plain,
    ( m_main_v_request(s150)
    | ~ spl0_1952 ),
    inference(avatar_component_clause,[],[f10463]) ).

fof(f10467,definition,
    ( spl0_1953
  <=> always3(s150) ),
    introduced(definition,[new_symbols(definition,[spl0_1953])],[avatar_definition]) ).

fof(f10469,plain,
    ( always3(s150)
    | ~ spl0_1953 ),
    inference(avatar_component_clause,[],[f10467]) ).

fof(f10470,plain,
    ( spl0_1952
    | spl0_1953 ),
    inference(avatar_split_clause,[],[f7499,f10467,f10463]) ).

fof(f10472,definition,
    ( spl0_1954
  <=> m_main_v_request(s149) ),
    introduced(definition,[new_symbols(definition,[spl0_1954])],[avatar_definition]) ).

fof(f10474,plain,
    ( m_main_v_request(s149)
    | ~ spl0_1954 ),
    inference(avatar_component_clause,[],[f10472]) ).

fof(f10476,definition,
    ( spl0_1955
  <=> always3(s149) ),
    introduced(definition,[new_symbols(definition,[spl0_1955])],[avatar_definition]) ).

fof(f10478,plain,
    ( always3(s149)
    | ~ spl0_1955 ),
    inference(avatar_component_clause,[],[f10476]) ).

fof(f10479,plain,
    ( spl0_1954
    | spl0_1955 ),
    inference(avatar_split_clause,[],[f7498,f10476,f10472]) ).

fof(f10481,definition,
    ( spl0_1956
  <=> m_main_v_request(s148) ),
    introduced(definition,[new_symbols(definition,[spl0_1956])],[avatar_definition]) ).

fof(f10483,plain,
    ( m_main_v_request(s148)
    | ~ spl0_1956 ),
    inference(avatar_component_clause,[],[f10481]) ).

fof(f10485,definition,
    ( spl0_1957
  <=> always3(s148) ),
    introduced(definition,[new_symbols(definition,[spl0_1957])],[avatar_definition]) ).

fof(f10487,plain,
    ( always3(s148)
    | ~ spl0_1957 ),
    inference(avatar_component_clause,[],[f10485]) ).

fof(f10488,plain,
    ( spl0_1956
    | spl0_1957 ),
    inference(avatar_split_clause,[],[f7497,f10485,f10481]) ).

fof(f10490,definition,
    ( spl0_1958
  <=> m_main_v_request(s147) ),
    introduced(definition,[new_symbols(definition,[spl0_1958])],[avatar_definition]) ).

fof(f10492,plain,
    ( m_main_v_request(s147)
    | ~ spl0_1958 ),
    inference(avatar_component_clause,[],[f10490]) ).

fof(f10494,definition,
    ( spl0_1959
  <=> always3(s147) ),
    introduced(definition,[new_symbols(definition,[spl0_1959])],[avatar_definition]) ).

fof(f10496,plain,
    ( always3(s147)
    | ~ spl0_1959 ),
    inference(avatar_component_clause,[],[f10494]) ).

fof(f10497,plain,
    ( spl0_1958
    | spl0_1959 ),
    inference(avatar_split_clause,[],[f7496,f10494,f10490]) ).

fof(f10499,definition,
    ( spl0_1960
  <=> m_main_v_request(s146) ),
    introduced(definition,[new_symbols(definition,[spl0_1960])],[avatar_definition]) ).

fof(f10501,plain,
    ( m_main_v_request(s146)
    | ~ spl0_1960 ),
    inference(avatar_component_clause,[],[f10499]) ).

fof(f10503,definition,
    ( spl0_1961
  <=> always3(s146) ),
    introduced(definition,[new_symbols(definition,[spl0_1961])],[avatar_definition]) ).

fof(f10505,plain,
    ( always3(s146)
    | ~ spl0_1961 ),
    inference(avatar_component_clause,[],[f10503]) ).

fof(f10506,plain,
    ( spl0_1960
    | spl0_1961 ),
    inference(avatar_split_clause,[],[f7495,f10503,f10499]) ).

fof(f10508,definition,
    ( spl0_1962
  <=> m_main_v_request(s145) ),
    introduced(definition,[new_symbols(definition,[spl0_1962])],[avatar_definition]) ).

fof(f10510,plain,
    ( m_main_v_request(s145)
    | ~ spl0_1962 ),
    inference(avatar_component_clause,[],[f10508]) ).

fof(f10512,definition,
    ( spl0_1963
  <=> always3(s145) ),
    introduced(definition,[new_symbols(definition,[spl0_1963])],[avatar_definition]) ).

fof(f10514,plain,
    ( always3(s145)
    | ~ spl0_1963 ),
    inference(avatar_component_clause,[],[f10512]) ).

fof(f10515,plain,
    ( spl0_1962
    | spl0_1963 ),
    inference(avatar_split_clause,[],[f7494,f10512,f10508]) ).

fof(f10517,definition,
    ( spl0_1964
  <=> m_main_v_request(s144) ),
    introduced(definition,[new_symbols(definition,[spl0_1964])],[avatar_definition]) ).

fof(f10519,plain,
    ( m_main_v_request(s144)
    | ~ spl0_1964 ),
    inference(avatar_component_clause,[],[f10517]) ).

fof(f10521,definition,
    ( spl0_1965
  <=> always3(s144) ),
    introduced(definition,[new_symbols(definition,[spl0_1965])],[avatar_definition]) ).

fof(f10523,plain,
    ( always3(s144)
    | ~ spl0_1965 ),
    inference(avatar_component_clause,[],[f10521]) ).

fof(f10524,plain,
    ( spl0_1964
    | spl0_1965 ),
    inference(avatar_split_clause,[],[f7493,f10521,f10517]) ).

fof(f10526,definition,
    ( spl0_1966
  <=> m_main_v_request(s143) ),
    introduced(definition,[new_symbols(definition,[spl0_1966])],[avatar_definition]) ).

fof(f10528,plain,
    ( m_main_v_request(s143)
    | ~ spl0_1966 ),
    inference(avatar_component_clause,[],[f10526]) ).

fof(f10530,definition,
    ( spl0_1967
  <=> always3(s143) ),
    introduced(definition,[new_symbols(definition,[spl0_1967])],[avatar_definition]) ).

fof(f10532,plain,
    ( always3(s143)
    | ~ spl0_1967 ),
    inference(avatar_component_clause,[],[f10530]) ).

fof(f10533,plain,
    ( spl0_1966
    | spl0_1967 ),
    inference(avatar_split_clause,[],[f7492,f10530,f10526]) ).

fof(f10535,definition,
    ( spl0_1968
  <=> m_main_v_request(s142) ),
    introduced(definition,[new_symbols(definition,[spl0_1968])],[avatar_definition]) ).

fof(f10537,plain,
    ( m_main_v_request(s142)
    | ~ spl0_1968 ),
    inference(avatar_component_clause,[],[f10535]) ).

fof(f10539,definition,
    ( spl0_1969
  <=> always3(s142) ),
    introduced(definition,[new_symbols(definition,[spl0_1969])],[avatar_definition]) ).

fof(f10541,plain,
    ( always3(s142)
    | ~ spl0_1969 ),
    inference(avatar_component_clause,[],[f10539]) ).

fof(f10542,plain,
    ( spl0_1968
    | spl0_1969 ),
    inference(avatar_split_clause,[],[f7491,f10539,f10535]) ).

fof(f10544,definition,
    ( spl0_1970
  <=> m_main_v_request(s141) ),
    introduced(definition,[new_symbols(definition,[spl0_1970])],[avatar_definition]) ).

fof(f10546,plain,
    ( m_main_v_request(s141)
    | ~ spl0_1970 ),
    inference(avatar_component_clause,[],[f10544]) ).

fof(f10548,definition,
    ( spl0_1971
  <=> always3(s141) ),
    introduced(definition,[new_symbols(definition,[spl0_1971])],[avatar_definition]) ).

fof(f10550,plain,
    ( always3(s141)
    | ~ spl0_1971 ),
    inference(avatar_component_clause,[],[f10548]) ).

fof(f10551,plain,
    ( spl0_1970
    | spl0_1971 ),
    inference(avatar_split_clause,[],[f7490,f10548,f10544]) ).

fof(f10553,definition,
    ( spl0_1972
  <=> m_main_v_request(s140) ),
    introduced(definition,[new_symbols(definition,[spl0_1972])],[avatar_definition]) ).

fof(f10555,plain,
    ( m_main_v_request(s140)
    | ~ spl0_1972 ),
    inference(avatar_component_clause,[],[f10553]) ).

fof(f10557,definition,
    ( spl0_1973
  <=> always3(s140) ),
    introduced(definition,[new_symbols(definition,[spl0_1973])],[avatar_definition]) ).

fof(f10559,plain,
    ( always3(s140)
    | ~ spl0_1973 ),
    inference(avatar_component_clause,[],[f10557]) ).

fof(f10560,plain,
    ( spl0_1972
    | spl0_1973 ),
    inference(avatar_split_clause,[],[f7489,f10557,f10553]) ).

fof(f10562,definition,
    ( spl0_1974
  <=> m_main_v_request(s139) ),
    introduced(definition,[new_symbols(definition,[spl0_1974])],[avatar_definition]) ).

fof(f10564,plain,
    ( m_main_v_request(s139)
    | ~ spl0_1974 ),
    inference(avatar_component_clause,[],[f10562]) ).

fof(f10566,definition,
    ( spl0_1975
  <=> always3(s139) ),
    introduced(definition,[new_symbols(definition,[spl0_1975])],[avatar_definition]) ).

fof(f10568,plain,
    ( always3(s139)
    | ~ spl0_1975 ),
    inference(avatar_component_clause,[],[f10566]) ).

fof(f10569,plain,
    ( spl0_1974
    | spl0_1975 ),
    inference(avatar_split_clause,[],[f7488,f10566,f10562]) ).

fof(f10571,definition,
    ( spl0_1976
  <=> m_main_v_request(s138) ),
    introduced(definition,[new_symbols(definition,[spl0_1976])],[avatar_definition]) ).

fof(f10573,plain,
    ( m_main_v_request(s138)
    | ~ spl0_1976 ),
    inference(avatar_component_clause,[],[f10571]) ).

fof(f10575,definition,
    ( spl0_1977
  <=> always3(s138) ),
    introduced(definition,[new_symbols(definition,[spl0_1977])],[avatar_definition]) ).

fof(f10577,plain,
    ( always3(s138)
    | ~ spl0_1977 ),
    inference(avatar_component_clause,[],[f10575]) ).

fof(f10578,plain,
    ( spl0_1976
    | spl0_1977 ),
    inference(avatar_split_clause,[],[f7487,f10575,f10571]) ).

fof(f10580,definition,
    ( spl0_1978
  <=> m_main_v_request(s137) ),
    introduced(definition,[new_symbols(definition,[spl0_1978])],[avatar_definition]) ).

fof(f10582,plain,
    ( m_main_v_request(s137)
    | ~ spl0_1978 ),
    inference(avatar_component_clause,[],[f10580]) ).

fof(f10584,definition,
    ( spl0_1979
  <=> always3(s137) ),
    introduced(definition,[new_symbols(definition,[spl0_1979])],[avatar_definition]) ).

fof(f10586,plain,
    ( always3(s137)
    | ~ spl0_1979 ),
    inference(avatar_component_clause,[],[f10584]) ).

fof(f10587,plain,
    ( spl0_1978
    | spl0_1979 ),
    inference(avatar_split_clause,[],[f7486,f10584,f10580]) ).

fof(f10589,definition,
    ( spl0_1980
  <=> m_main_v_request(s136) ),
    introduced(definition,[new_symbols(definition,[spl0_1980])],[avatar_definition]) ).

fof(f10591,plain,
    ( m_main_v_request(s136)
    | ~ spl0_1980 ),
    inference(avatar_component_clause,[],[f10589]) ).

fof(f10593,definition,
    ( spl0_1981
  <=> always3(s136) ),
    introduced(definition,[new_symbols(definition,[spl0_1981])],[avatar_definition]) ).

fof(f10595,plain,
    ( always3(s136)
    | ~ spl0_1981 ),
    inference(avatar_component_clause,[],[f10593]) ).

fof(f10596,plain,
    ( spl0_1980
    | spl0_1981 ),
    inference(avatar_split_clause,[],[f7485,f10593,f10589]) ).

fof(f10598,definition,
    ( spl0_1982
  <=> m_main_v_request(s135) ),
    introduced(definition,[new_symbols(definition,[spl0_1982])],[avatar_definition]) ).

fof(f10600,plain,
    ( m_main_v_request(s135)
    | ~ spl0_1982 ),
    inference(avatar_component_clause,[],[f10598]) ).

fof(f10602,definition,
    ( spl0_1983
  <=> always3(s135) ),
    introduced(definition,[new_symbols(definition,[spl0_1983])],[avatar_definition]) ).

fof(f10604,plain,
    ( always3(s135)
    | ~ spl0_1983 ),
    inference(avatar_component_clause,[],[f10602]) ).

fof(f10605,plain,
    ( spl0_1982
    | spl0_1983 ),
    inference(avatar_split_clause,[],[f7484,f10602,f10598]) ).

fof(f10607,definition,
    ( spl0_1984
  <=> m_main_v_request(s134) ),
    introduced(definition,[new_symbols(definition,[spl0_1984])],[avatar_definition]) ).

fof(f10609,plain,
    ( m_main_v_request(s134)
    | ~ spl0_1984 ),
    inference(avatar_component_clause,[],[f10607]) ).

fof(f10611,definition,
    ( spl0_1985
  <=> always3(s134) ),
    introduced(definition,[new_symbols(definition,[spl0_1985])],[avatar_definition]) ).

fof(f10613,plain,
    ( always3(s134)
    | ~ spl0_1985 ),
    inference(avatar_component_clause,[],[f10611]) ).

fof(f10614,plain,
    ( spl0_1984
    | spl0_1985 ),
    inference(avatar_split_clause,[],[f7483,f10611,f10607]) ).

fof(f10616,definition,
    ( spl0_1986
  <=> m_main_v_request(s133) ),
    introduced(definition,[new_symbols(definition,[spl0_1986])],[avatar_definition]) ).

fof(f10618,plain,
    ( m_main_v_request(s133)
    | ~ spl0_1986 ),
    inference(avatar_component_clause,[],[f10616]) ).

fof(f10620,definition,
    ( spl0_1987
  <=> always3(s133) ),
    introduced(definition,[new_symbols(definition,[spl0_1987])],[avatar_definition]) ).

fof(f10622,plain,
    ( always3(s133)
    | ~ spl0_1987 ),
    inference(avatar_component_clause,[],[f10620]) ).

fof(f10623,plain,
    ( spl0_1986
    | spl0_1987 ),
    inference(avatar_split_clause,[],[f7482,f10620,f10616]) ).

fof(f10625,definition,
    ( spl0_1988
  <=> m_main_v_request(s132) ),
    introduced(definition,[new_symbols(definition,[spl0_1988])],[avatar_definition]) ).

fof(f10627,plain,
    ( m_main_v_request(s132)
    | ~ spl0_1988 ),
    inference(avatar_component_clause,[],[f10625]) ).

fof(f10629,definition,
    ( spl0_1989
  <=> always3(s132) ),
    introduced(definition,[new_symbols(definition,[spl0_1989])],[avatar_definition]) ).

fof(f10631,plain,
    ( always3(s132)
    | ~ spl0_1989 ),
    inference(avatar_component_clause,[],[f10629]) ).

fof(f10632,plain,
    ( spl0_1988
    | spl0_1989 ),
    inference(avatar_split_clause,[],[f7481,f10629,f10625]) ).

fof(f10634,definition,
    ( spl0_1990
  <=> m_main_v_request(s131) ),
    introduced(definition,[new_symbols(definition,[spl0_1990])],[avatar_definition]) ).

fof(f10636,plain,
    ( m_main_v_request(s131)
    | ~ spl0_1990 ),
    inference(avatar_component_clause,[],[f10634]) ).

fof(f10638,definition,
    ( spl0_1991
  <=> always3(s131) ),
    introduced(definition,[new_symbols(definition,[spl0_1991])],[avatar_definition]) ).

fof(f10640,plain,
    ( always3(s131)
    | ~ spl0_1991 ),
    inference(avatar_component_clause,[],[f10638]) ).

fof(f10641,plain,
    ( spl0_1990
    | spl0_1991 ),
    inference(avatar_split_clause,[],[f7480,f10638,f10634]) ).

fof(f10643,definition,
    ( spl0_1992
  <=> m_main_v_request(s130) ),
    introduced(definition,[new_symbols(definition,[spl0_1992])],[avatar_definition]) ).

fof(f10645,plain,
    ( m_main_v_request(s130)
    | ~ spl0_1992 ),
    inference(avatar_component_clause,[],[f10643]) ).

fof(f10647,definition,
    ( spl0_1993
  <=> always3(s130) ),
    introduced(definition,[new_symbols(definition,[spl0_1993])],[avatar_definition]) ).

fof(f10649,plain,
    ( always3(s130)
    | ~ spl0_1993 ),
    inference(avatar_component_clause,[],[f10647]) ).

fof(f10650,plain,
    ( spl0_1992
    | spl0_1993 ),
    inference(avatar_split_clause,[],[f7479,f10647,f10643]) ).

fof(f10652,definition,
    ( spl0_1994
  <=> m_main_v_request(s129) ),
    introduced(definition,[new_symbols(definition,[spl0_1994])],[avatar_definition]) ).

fof(f10654,plain,
    ( m_main_v_request(s129)
    | ~ spl0_1994 ),
    inference(avatar_component_clause,[],[f10652]) ).

fof(f10656,definition,
    ( spl0_1995
  <=> always3(s129) ),
    introduced(definition,[new_symbols(definition,[spl0_1995])],[avatar_definition]) ).

fof(f10658,plain,
    ( always3(s129)
    | ~ spl0_1995 ),
    inference(avatar_component_clause,[],[f10656]) ).

fof(f10659,plain,
    ( spl0_1994
    | spl0_1995 ),
    inference(avatar_split_clause,[],[f7478,f10656,f10652]) ).

fof(f10661,definition,
    ( spl0_1996
  <=> m_main_v_request(s128) ),
    introduced(definition,[new_symbols(definition,[spl0_1996])],[avatar_definition]) ).

fof(f10663,plain,
    ( m_main_v_request(s128)
    | ~ spl0_1996 ),
    inference(avatar_component_clause,[],[f10661]) ).

fof(f10665,definition,
    ( spl0_1997
  <=> always3(s128) ),
    introduced(definition,[new_symbols(definition,[spl0_1997])],[avatar_definition]) ).

fof(f10667,plain,
    ( always3(s128)
    | ~ spl0_1997 ),
    inference(avatar_component_clause,[],[f10665]) ).

fof(f10668,plain,
    ( spl0_1996
    | spl0_1997 ),
    inference(avatar_split_clause,[],[f7477,f10665,f10661]) ).

fof(f10670,definition,
    ( spl0_1998
  <=> m_main_v_request(s127) ),
    introduced(definition,[new_symbols(definition,[spl0_1998])],[avatar_definition]) ).

fof(f10672,plain,
    ( m_main_v_request(s127)
    | ~ spl0_1998 ),
    inference(avatar_component_clause,[],[f10670]) ).

fof(f10674,definition,
    ( spl0_1999
  <=> always3(s127) ),
    introduced(definition,[new_symbols(definition,[spl0_1999])],[avatar_definition]) ).

fof(f10676,plain,
    ( always3(s127)
    | ~ spl0_1999 ),
    inference(avatar_component_clause,[],[f10674]) ).

fof(f10677,plain,
    ( spl0_1998
    | spl0_1999 ),
    inference(avatar_split_clause,[],[f7476,f10674,f10670]) ).

fof(f10679,definition,
    ( spl0_2000
  <=> m_main_v_request(s126) ),
    introduced(definition,[new_symbols(definition,[spl0_2000])],[avatar_definition]) ).

fof(f10681,plain,
    ( m_main_v_request(s126)
    | ~ spl0_2000 ),
    inference(avatar_component_clause,[],[f10679]) ).

fof(f10683,definition,
    ( spl0_2001
  <=> always3(s126) ),
    introduced(definition,[new_symbols(definition,[spl0_2001])],[avatar_definition]) ).

fof(f10685,plain,
    ( always3(s126)
    | ~ spl0_2001 ),
    inference(avatar_component_clause,[],[f10683]) ).

fof(f10686,plain,
    ( spl0_2000
    | spl0_2001 ),
    inference(avatar_split_clause,[],[f7475,f10683,f10679]) ).

fof(f10688,definition,
    ( spl0_2002
  <=> m_main_v_request(s125) ),
    introduced(definition,[new_symbols(definition,[spl0_2002])],[avatar_definition]) ).

fof(f10690,plain,
    ( m_main_v_request(s125)
    | ~ spl0_2002 ),
    inference(avatar_component_clause,[],[f10688]) ).

fof(f10692,definition,
    ( spl0_2003
  <=> always3(s125) ),
    introduced(definition,[new_symbols(definition,[spl0_2003])],[avatar_definition]) ).

fof(f10694,plain,
    ( always3(s125)
    | ~ spl0_2003 ),
    inference(avatar_component_clause,[],[f10692]) ).

fof(f10695,plain,
    ( spl0_2002
    | spl0_2003 ),
    inference(avatar_split_clause,[],[f7474,f10692,f10688]) ).

fof(f10697,definition,
    ( spl0_2004
  <=> m_main_v_request(s124) ),
    introduced(definition,[new_symbols(definition,[spl0_2004])],[avatar_definition]) ).

fof(f10699,plain,
    ( m_main_v_request(s124)
    | ~ spl0_2004 ),
    inference(avatar_component_clause,[],[f10697]) ).

fof(f10701,definition,
    ( spl0_2005
  <=> always3(s124) ),
    introduced(definition,[new_symbols(definition,[spl0_2005])],[avatar_definition]) ).

fof(f10703,plain,
    ( always3(s124)
    | ~ spl0_2005 ),
    inference(avatar_component_clause,[],[f10701]) ).

fof(f10704,plain,
    ( spl0_2004
    | spl0_2005 ),
    inference(avatar_split_clause,[],[f7473,f10701,f10697]) ).

fof(f10706,definition,
    ( spl0_2006
  <=> m_main_v_request(s123) ),
    introduced(definition,[new_symbols(definition,[spl0_2006])],[avatar_definition]) ).

fof(f10708,plain,
    ( m_main_v_request(s123)
    | ~ spl0_2006 ),
    inference(avatar_component_clause,[],[f10706]) ).

fof(f10710,definition,
    ( spl0_2007
  <=> always3(s123) ),
    introduced(definition,[new_symbols(definition,[spl0_2007])],[avatar_definition]) ).

fof(f10712,plain,
    ( always3(s123)
    | ~ spl0_2007 ),
    inference(avatar_component_clause,[],[f10710]) ).

fof(f10713,plain,
    ( spl0_2006
    | spl0_2007 ),
    inference(avatar_split_clause,[],[f7472,f10710,f10706]) ).

fof(f10715,definition,
    ( spl0_2008
  <=> m_main_v_request(s122) ),
    introduced(definition,[new_symbols(definition,[spl0_2008])],[avatar_definition]) ).

fof(f10717,plain,
    ( m_main_v_request(s122)
    | ~ spl0_2008 ),
    inference(avatar_component_clause,[],[f10715]) ).

fof(f10719,definition,
    ( spl0_2009
  <=> always3(s122) ),
    introduced(definition,[new_symbols(definition,[spl0_2009])],[avatar_definition]) ).

fof(f10721,plain,
    ( always3(s122)
    | ~ spl0_2009 ),
    inference(avatar_component_clause,[],[f10719]) ).

fof(f10722,plain,
    ( spl0_2008
    | spl0_2009 ),
    inference(avatar_split_clause,[],[f7471,f10719,f10715]) ).

fof(f10724,definition,
    ( spl0_2010
  <=> m_main_v_request(s121) ),
    introduced(definition,[new_symbols(definition,[spl0_2010])],[avatar_definition]) ).

fof(f10726,plain,
    ( m_main_v_request(s121)
    | ~ spl0_2010 ),
    inference(avatar_component_clause,[],[f10724]) ).

fof(f10728,definition,
    ( spl0_2011
  <=> always3(s121) ),
    introduced(definition,[new_symbols(definition,[spl0_2011])],[avatar_definition]) ).

fof(f10730,plain,
    ( always3(s121)
    | ~ spl0_2011 ),
    inference(avatar_component_clause,[],[f10728]) ).

fof(f10731,plain,
    ( spl0_2010
    | spl0_2011 ),
    inference(avatar_split_clause,[],[f7470,f10728,f10724]) ).

fof(f10733,definition,
    ( spl0_2012
  <=> m_main_v_request(s120) ),
    introduced(definition,[new_symbols(definition,[spl0_2012])],[avatar_definition]) ).

fof(f10735,plain,
    ( m_main_v_request(s120)
    | ~ spl0_2012 ),
    inference(avatar_component_clause,[],[f10733]) ).

fof(f10737,definition,
    ( spl0_2013
  <=> always3(s120) ),
    introduced(definition,[new_symbols(definition,[spl0_2013])],[avatar_definition]) ).

fof(f10739,plain,
    ( always3(s120)
    | ~ spl0_2013 ),
    inference(avatar_component_clause,[],[f10737]) ).

fof(f10740,plain,
    ( spl0_2012
    | spl0_2013 ),
    inference(avatar_split_clause,[],[f7469,f10737,f10733]) ).

fof(f10742,definition,
    ( spl0_2014
  <=> m_main_v_request(s119) ),
    introduced(definition,[new_symbols(definition,[spl0_2014])],[avatar_definition]) ).

fof(f10744,plain,
    ( m_main_v_request(s119)
    | ~ spl0_2014 ),
    inference(avatar_component_clause,[],[f10742]) ).

fof(f10746,definition,
    ( spl0_2015
  <=> always3(s119) ),
    introduced(definition,[new_symbols(definition,[spl0_2015])],[avatar_definition]) ).

fof(f10748,plain,
    ( always3(s119)
    | ~ spl0_2015 ),
    inference(avatar_component_clause,[],[f10746]) ).

fof(f10749,plain,
    ( spl0_2014
    | spl0_2015 ),
    inference(avatar_split_clause,[],[f7468,f10746,f10742]) ).

fof(f10751,definition,
    ( spl0_2016
  <=> m_main_v_request(s118) ),
    introduced(definition,[new_symbols(definition,[spl0_2016])],[avatar_definition]) ).

fof(f10753,plain,
    ( m_main_v_request(s118)
    | ~ spl0_2016 ),
    inference(avatar_component_clause,[],[f10751]) ).

fof(f10755,definition,
    ( spl0_2017
  <=> always3(s118) ),
    introduced(definition,[new_symbols(definition,[spl0_2017])],[avatar_definition]) ).

fof(f10757,plain,
    ( always3(s118)
    | ~ spl0_2017 ),
    inference(avatar_component_clause,[],[f10755]) ).

fof(f10758,plain,
    ( spl0_2016
    | spl0_2017 ),
    inference(avatar_split_clause,[],[f7467,f10755,f10751]) ).

fof(f10760,definition,
    ( spl0_2018
  <=> m_main_v_request(s117) ),
    introduced(definition,[new_symbols(definition,[spl0_2018])],[avatar_definition]) ).

fof(f10762,plain,
    ( m_main_v_request(s117)
    | ~ spl0_2018 ),
    inference(avatar_component_clause,[],[f10760]) ).

fof(f10764,definition,
    ( spl0_2019
  <=> always3(s117) ),
    introduced(definition,[new_symbols(definition,[spl0_2019])],[avatar_definition]) ).

fof(f10766,plain,
    ( always3(s117)
    | ~ spl0_2019 ),
    inference(avatar_component_clause,[],[f10764]) ).

fof(f10767,plain,
    ( spl0_2018
    | spl0_2019 ),
    inference(avatar_split_clause,[],[f7466,f10764,f10760]) ).

fof(f10769,definition,
    ( spl0_2020
  <=> m_main_v_request(s116) ),
    introduced(definition,[new_symbols(definition,[spl0_2020])],[avatar_definition]) ).

fof(f10771,plain,
    ( m_main_v_request(s116)
    | ~ spl0_2020 ),
    inference(avatar_component_clause,[],[f10769]) ).

fof(f10773,definition,
    ( spl0_2021
  <=> always3(s116) ),
    introduced(definition,[new_symbols(definition,[spl0_2021])],[avatar_definition]) ).

fof(f10775,plain,
    ( always3(s116)
    | ~ spl0_2021 ),
    inference(avatar_component_clause,[],[f10773]) ).

fof(f10776,plain,
    ( spl0_2020
    | spl0_2021 ),
    inference(avatar_split_clause,[],[f7465,f10773,f10769]) ).

fof(f10778,definition,
    ( spl0_2022
  <=> m_main_v_request(s115) ),
    introduced(definition,[new_symbols(definition,[spl0_2022])],[avatar_definition]) ).

fof(f10780,plain,
    ( m_main_v_request(s115)
    | ~ spl0_2022 ),
    inference(avatar_component_clause,[],[f10778]) ).

fof(f10782,definition,
    ( spl0_2023
  <=> always3(s115) ),
    introduced(definition,[new_symbols(definition,[spl0_2023])],[avatar_definition]) ).

fof(f10784,plain,
    ( always3(s115)
    | ~ spl0_2023 ),
    inference(avatar_component_clause,[],[f10782]) ).

fof(f10785,plain,
    ( spl0_2022
    | spl0_2023 ),
    inference(avatar_split_clause,[],[f7464,f10782,f10778]) ).

fof(f10787,definition,
    ( spl0_2024
  <=> m_main_v_request(s114) ),
    introduced(definition,[new_symbols(definition,[spl0_2024])],[avatar_definition]) ).

fof(f10789,plain,
    ( m_main_v_request(s114)
    | ~ spl0_2024 ),
    inference(avatar_component_clause,[],[f10787]) ).

fof(f10791,definition,
    ( spl0_2025
  <=> always3(s114) ),
    introduced(definition,[new_symbols(definition,[spl0_2025])],[avatar_definition]) ).

fof(f10793,plain,
    ( always3(s114)
    | ~ spl0_2025 ),
    inference(avatar_component_clause,[],[f10791]) ).

fof(f10794,plain,
    ( spl0_2024
    | spl0_2025 ),
    inference(avatar_split_clause,[],[f7463,f10791,f10787]) ).

fof(f10796,definition,
    ( spl0_2026
  <=> m_main_v_request(s113) ),
    introduced(definition,[new_symbols(definition,[spl0_2026])],[avatar_definition]) ).

fof(f10798,plain,
    ( m_main_v_request(s113)
    | ~ spl0_2026 ),
    inference(avatar_component_clause,[],[f10796]) ).

fof(f10800,definition,
    ( spl0_2027
  <=> always3(s113) ),
    introduced(definition,[new_symbols(definition,[spl0_2027])],[avatar_definition]) ).

fof(f10802,plain,
    ( always3(s113)
    | ~ spl0_2027 ),
    inference(avatar_component_clause,[],[f10800]) ).

fof(f10803,plain,
    ( spl0_2026
    | spl0_2027 ),
    inference(avatar_split_clause,[],[f7462,f10800,f10796]) ).

fof(f10805,definition,
    ( spl0_2028
  <=> m_main_v_request(s112) ),
    introduced(definition,[new_symbols(definition,[spl0_2028])],[avatar_definition]) ).

fof(f10807,plain,
    ( m_main_v_request(s112)
    | ~ spl0_2028 ),
    inference(avatar_component_clause,[],[f10805]) ).

fof(f10809,definition,
    ( spl0_2029
  <=> always3(s112) ),
    introduced(definition,[new_symbols(definition,[spl0_2029])],[avatar_definition]) ).

fof(f10811,plain,
    ( always3(s112)
    | ~ spl0_2029 ),
    inference(avatar_component_clause,[],[f10809]) ).

fof(f10812,plain,
    ( spl0_2028
    | spl0_2029 ),
    inference(avatar_split_clause,[],[f7461,f10809,f10805]) ).

fof(f10814,definition,
    ( spl0_2030
  <=> m_main_v_request(s111) ),
    introduced(definition,[new_symbols(definition,[spl0_2030])],[avatar_definition]) ).

fof(f10816,plain,
    ( m_main_v_request(s111)
    | ~ spl0_2030 ),
    inference(avatar_component_clause,[],[f10814]) ).

fof(f10818,definition,
    ( spl0_2031
  <=> always3(s111) ),
    introduced(definition,[new_symbols(definition,[spl0_2031])],[avatar_definition]) ).

fof(f10820,plain,
    ( always3(s111)
    | ~ spl0_2031 ),
    inference(avatar_component_clause,[],[f10818]) ).

fof(f10821,plain,
    ( spl0_2030
    | spl0_2031 ),
    inference(avatar_split_clause,[],[f7460,f10818,f10814]) ).

fof(f10823,definition,
    ( spl0_2032
  <=> m_main_v_request(s110) ),
    introduced(definition,[new_symbols(definition,[spl0_2032])],[avatar_definition]) ).

fof(f10825,plain,
    ( m_main_v_request(s110)
    | ~ spl0_2032 ),
    inference(avatar_component_clause,[],[f10823]) ).

fof(f10827,definition,
    ( spl0_2033
  <=> always3(s110) ),
    introduced(definition,[new_symbols(definition,[spl0_2033])],[avatar_definition]) ).

fof(f10829,plain,
    ( always3(s110)
    | ~ spl0_2033 ),
    inference(avatar_component_clause,[],[f10827]) ).

fof(f10830,plain,
    ( spl0_2032
    | spl0_2033 ),
    inference(avatar_split_clause,[],[f7459,f10827,f10823]) ).

fof(f10832,definition,
    ( spl0_2034
  <=> m_main_v_request(s109) ),
    introduced(definition,[new_symbols(definition,[spl0_2034])],[avatar_definition]) ).

fof(f10834,plain,
    ( m_main_v_request(s109)
    | ~ spl0_2034 ),
    inference(avatar_component_clause,[],[f10832]) ).

fof(f10836,definition,
    ( spl0_2035
  <=> always3(s109) ),
    introduced(definition,[new_symbols(definition,[spl0_2035])],[avatar_definition]) ).

fof(f10838,plain,
    ( always3(s109)
    | ~ spl0_2035 ),
    inference(avatar_component_clause,[],[f10836]) ).

fof(f10839,plain,
    ( spl0_2034
    | spl0_2035 ),
    inference(avatar_split_clause,[],[f7458,f10836,f10832]) ).

fof(f10841,definition,
    ( spl0_2036
  <=> m_main_v_request(s108) ),
    introduced(definition,[new_symbols(definition,[spl0_2036])],[avatar_definition]) ).

fof(f10843,plain,
    ( m_main_v_request(s108)
    | ~ spl0_2036 ),
    inference(avatar_component_clause,[],[f10841]) ).

fof(f10845,definition,
    ( spl0_2037
  <=> always3(s108) ),
    introduced(definition,[new_symbols(definition,[spl0_2037])],[avatar_definition]) ).

fof(f10847,plain,
    ( always3(s108)
    | ~ spl0_2037 ),
    inference(avatar_component_clause,[],[f10845]) ).

fof(f10848,plain,
    ( spl0_2036
    | spl0_2037 ),
    inference(avatar_split_clause,[],[f7457,f10845,f10841]) ).

fof(f10850,definition,
    ( spl0_2038
  <=> m_main_v_request(s107) ),
    introduced(definition,[new_symbols(definition,[spl0_2038])],[avatar_definition]) ).

fof(f10852,plain,
    ( m_main_v_request(s107)
    | ~ spl0_2038 ),
    inference(avatar_component_clause,[],[f10850]) ).

fof(f10854,definition,
    ( spl0_2039
  <=> always3(s107) ),
    introduced(definition,[new_symbols(definition,[spl0_2039])],[avatar_definition]) ).

fof(f10856,plain,
    ( always3(s107)
    | ~ spl0_2039 ),
    inference(avatar_component_clause,[],[f10854]) ).

fof(f10857,plain,
    ( spl0_2038
    | spl0_2039 ),
    inference(avatar_split_clause,[],[f7456,f10854,f10850]) ).

fof(f10859,definition,
    ( spl0_2040
  <=> m_main_v_request(s106) ),
    introduced(definition,[new_symbols(definition,[spl0_2040])],[avatar_definition]) ).

fof(f10861,plain,
    ( m_main_v_request(s106)
    | ~ spl0_2040 ),
    inference(avatar_component_clause,[],[f10859]) ).

fof(f10863,definition,
    ( spl0_2041
  <=> always3(s106) ),
    introduced(definition,[new_symbols(definition,[spl0_2041])],[avatar_definition]) ).

fof(f10865,plain,
    ( always3(s106)
    | ~ spl0_2041 ),
    inference(avatar_component_clause,[],[f10863]) ).

fof(f10866,plain,
    ( spl0_2040
    | spl0_2041 ),
    inference(avatar_split_clause,[],[f7455,f10863,f10859]) ).

fof(f10868,definition,
    ( spl0_2042
  <=> m_main_v_request(s105) ),
    introduced(definition,[new_symbols(definition,[spl0_2042])],[avatar_definition]) ).

fof(f10870,plain,
    ( m_main_v_request(s105)
    | ~ spl0_2042 ),
    inference(avatar_component_clause,[],[f10868]) ).

fof(f10872,definition,
    ( spl0_2043
  <=> always3(s105) ),
    introduced(definition,[new_symbols(definition,[spl0_2043])],[avatar_definition]) ).

fof(f10874,plain,
    ( always3(s105)
    | ~ spl0_2043 ),
    inference(avatar_component_clause,[],[f10872]) ).

fof(f10875,plain,
    ( spl0_2042
    | spl0_2043 ),
    inference(avatar_split_clause,[],[f7454,f10872,f10868]) ).

fof(f10877,definition,
    ( spl0_2044
  <=> m_main_v_request(s104) ),
    introduced(definition,[new_symbols(definition,[spl0_2044])],[avatar_definition]) ).

fof(f10879,plain,
    ( m_main_v_request(s104)
    | ~ spl0_2044 ),
    inference(avatar_component_clause,[],[f10877]) ).

fof(f10881,definition,
    ( spl0_2045
  <=> always3(s104) ),
    introduced(definition,[new_symbols(definition,[spl0_2045])],[avatar_definition]) ).

fof(f10883,plain,
    ( always3(s104)
    | ~ spl0_2045 ),
    inference(avatar_component_clause,[],[f10881]) ).

fof(f10884,plain,
    ( spl0_2044
    | spl0_2045 ),
    inference(avatar_split_clause,[],[f7453,f10881,f10877]) ).

fof(f10886,definition,
    ( spl0_2046
  <=> m_main_v_request(s103) ),
    introduced(definition,[new_symbols(definition,[spl0_2046])],[avatar_definition]) ).

fof(f10888,plain,
    ( m_main_v_request(s103)
    | ~ spl0_2046 ),
    inference(avatar_component_clause,[],[f10886]) ).

fof(f10890,definition,
    ( spl0_2047
  <=> always3(s103) ),
    introduced(definition,[new_symbols(definition,[spl0_2047])],[avatar_definition]) ).

fof(f10892,plain,
    ( always3(s103)
    | ~ spl0_2047 ),
    inference(avatar_component_clause,[],[f10890]) ).

fof(f10893,plain,
    ( spl0_2046
    | spl0_2047 ),
    inference(avatar_split_clause,[],[f7452,f10890,f10886]) ).

fof(f10895,definition,
    ( spl0_2048
  <=> m_main_v_request(s102) ),
    introduced(definition,[new_symbols(definition,[spl0_2048])],[avatar_definition]) ).

fof(f10897,plain,
    ( m_main_v_request(s102)
    | ~ spl0_2048 ),
    inference(avatar_component_clause,[],[f10895]) ).

fof(f10899,definition,
    ( spl0_2049
  <=> always3(s102) ),
    introduced(definition,[new_symbols(definition,[spl0_2049])],[avatar_definition]) ).

fof(f10901,plain,
    ( always3(s102)
    | ~ spl0_2049 ),
    inference(avatar_component_clause,[],[f10899]) ).

fof(f10902,plain,
    ( spl0_2048
    | spl0_2049 ),
    inference(avatar_split_clause,[],[f7451,f10899,f10895]) ).

fof(f10904,definition,
    ( spl0_2050
  <=> m_main_v_request(s101) ),
    introduced(definition,[new_symbols(definition,[spl0_2050])],[avatar_definition]) ).

fof(f10906,plain,
    ( m_main_v_request(s101)
    | ~ spl0_2050 ),
    inference(avatar_component_clause,[],[f10904]) ).

fof(f10908,definition,
    ( spl0_2051
  <=> always3(s101) ),
    introduced(definition,[new_symbols(definition,[spl0_2051])],[avatar_definition]) ).

fof(f10910,plain,
    ( always3(s101)
    | ~ spl0_2051 ),
    inference(avatar_component_clause,[],[f10908]) ).

fof(f10911,plain,
    ( spl0_2050
    | spl0_2051 ),
    inference(avatar_split_clause,[],[f7450,f10908,f10904]) ).

fof(f10913,definition,
    ( spl0_2052
  <=> m_main_v_request(s100) ),
    introduced(definition,[new_symbols(definition,[spl0_2052])],[avatar_definition]) ).

fof(f10915,plain,
    ( m_main_v_request(s100)
    | ~ spl0_2052 ),
    inference(avatar_component_clause,[],[f10913]) ).

fof(f10917,definition,
    ( spl0_2053
  <=> always3(s100) ),
    introduced(definition,[new_symbols(definition,[spl0_2053])],[avatar_definition]) ).

fof(f10919,plain,
    ( always3(s100)
    | ~ spl0_2053 ),
    inference(avatar_component_clause,[],[f10917]) ).

fof(f10920,plain,
    ( spl0_2052
    | spl0_2053 ),
    inference(avatar_split_clause,[],[f7449,f10917,f10913]) ).

fof(f10922,definition,
    ( spl0_2054
  <=> m_main_v_request(s99) ),
    introduced(definition,[new_symbols(definition,[spl0_2054])],[avatar_definition]) ).

fof(f10924,plain,
    ( m_main_v_request(s99)
    | ~ spl0_2054 ),
    inference(avatar_component_clause,[],[f10922]) ).

fof(f10926,definition,
    ( spl0_2055
  <=> always3(s99) ),
    introduced(definition,[new_symbols(definition,[spl0_2055])],[avatar_definition]) ).

fof(f10928,plain,
    ( always3(s99)
    | ~ spl0_2055 ),
    inference(avatar_component_clause,[],[f10926]) ).

fof(f10929,plain,
    ( spl0_2054
    | spl0_2055 ),
    inference(avatar_split_clause,[],[f7448,f10926,f10922]) ).

fof(f10931,definition,
    ( spl0_2056
  <=> m_main_v_request(s98) ),
    introduced(definition,[new_symbols(definition,[spl0_2056])],[avatar_definition]) ).

fof(f10933,plain,
    ( m_main_v_request(s98)
    | ~ spl0_2056 ),
    inference(avatar_component_clause,[],[f10931]) ).

fof(f10935,definition,
    ( spl0_2057
  <=> always3(s98) ),
    introduced(definition,[new_symbols(definition,[spl0_2057])],[avatar_definition]) ).

fof(f10937,plain,
    ( always3(s98)
    | ~ spl0_2057 ),
    inference(avatar_component_clause,[],[f10935]) ).

fof(f10938,plain,
    ( spl0_2056
    | spl0_2057 ),
    inference(avatar_split_clause,[],[f7447,f10935,f10931]) ).

fof(f10940,definition,
    ( spl0_2058
  <=> m_main_v_request(s97) ),
    introduced(definition,[new_symbols(definition,[spl0_2058])],[avatar_definition]) ).

fof(f10942,plain,
    ( m_main_v_request(s97)
    | ~ spl0_2058 ),
    inference(avatar_component_clause,[],[f10940]) ).

fof(f10944,definition,
    ( spl0_2059
  <=> always3(s97) ),
    introduced(definition,[new_symbols(definition,[spl0_2059])],[avatar_definition]) ).

fof(f10946,plain,
    ( always3(s97)
    | ~ spl0_2059 ),
    inference(avatar_component_clause,[],[f10944]) ).

fof(f10947,plain,
    ( spl0_2058
    | spl0_2059 ),
    inference(avatar_split_clause,[],[f7446,f10944,f10940]) ).

fof(f10949,definition,
    ( spl0_2060
  <=> m_main_v_request(s96) ),
    introduced(definition,[new_symbols(definition,[spl0_2060])],[avatar_definition]) ).

fof(f10951,plain,
    ( m_main_v_request(s96)
    | ~ spl0_2060 ),
    inference(avatar_component_clause,[],[f10949]) ).

fof(f10953,definition,
    ( spl0_2061
  <=> always3(s96) ),
    introduced(definition,[new_symbols(definition,[spl0_2061])],[avatar_definition]) ).

fof(f10955,plain,
    ( always3(s96)
    | ~ spl0_2061 ),
    inference(avatar_component_clause,[],[f10953]) ).

fof(f10956,plain,
    ( spl0_2060
    | spl0_2061 ),
    inference(avatar_split_clause,[],[f7445,f10953,f10949]) ).

fof(f10958,definition,
    ( spl0_2062
  <=> m_main_v_request(s95) ),
    introduced(definition,[new_symbols(definition,[spl0_2062])],[avatar_definition]) ).

fof(f10960,plain,
    ( m_main_v_request(s95)
    | ~ spl0_2062 ),
    inference(avatar_component_clause,[],[f10958]) ).

fof(f10962,definition,
    ( spl0_2063
  <=> always3(s95) ),
    introduced(definition,[new_symbols(definition,[spl0_2063])],[avatar_definition]) ).

fof(f10964,plain,
    ( always3(s95)
    | ~ spl0_2063 ),
    inference(avatar_component_clause,[],[f10962]) ).

fof(f10965,plain,
    ( spl0_2062
    | spl0_2063 ),
    inference(avatar_split_clause,[],[f7444,f10962,f10958]) ).

fof(f10967,definition,
    ( spl0_2064
  <=> m_main_v_request(s94) ),
    introduced(definition,[new_symbols(definition,[spl0_2064])],[avatar_definition]) ).

fof(f10969,plain,
    ( m_main_v_request(s94)
    | ~ spl0_2064 ),
    inference(avatar_component_clause,[],[f10967]) ).

fof(f10971,definition,
    ( spl0_2065
  <=> always3(s94) ),
    introduced(definition,[new_symbols(definition,[spl0_2065])],[avatar_definition]) ).

fof(f10973,plain,
    ( always3(s94)
    | ~ spl0_2065 ),
    inference(avatar_component_clause,[],[f10971]) ).

fof(f10974,plain,
    ( spl0_2064
    | spl0_2065 ),
    inference(avatar_split_clause,[],[f7443,f10971,f10967]) ).

fof(f10976,definition,
    ( spl0_2066
  <=> m_main_v_request(s93) ),
    introduced(definition,[new_symbols(definition,[spl0_2066])],[avatar_definition]) ).

fof(f10978,plain,
    ( m_main_v_request(s93)
    | ~ spl0_2066 ),
    inference(avatar_component_clause,[],[f10976]) ).

fof(f10980,definition,
    ( spl0_2067
  <=> always3(s93) ),
    introduced(definition,[new_symbols(definition,[spl0_2067])],[avatar_definition]) ).

fof(f10982,plain,
    ( always3(s93)
    | ~ spl0_2067 ),
    inference(avatar_component_clause,[],[f10980]) ).

fof(f10983,plain,
    ( spl0_2066
    | spl0_2067 ),
    inference(avatar_split_clause,[],[f7442,f10980,f10976]) ).

fof(f10985,definition,
    ( spl0_2068
  <=> m_main_v_request(s92) ),
    introduced(definition,[new_symbols(definition,[spl0_2068])],[avatar_definition]) ).

fof(f10987,plain,
    ( m_main_v_request(s92)
    | ~ spl0_2068 ),
    inference(avatar_component_clause,[],[f10985]) ).

fof(f10989,definition,
    ( spl0_2069
  <=> always3(s92) ),
    introduced(definition,[new_symbols(definition,[spl0_2069])],[avatar_definition]) ).

fof(f10991,plain,
    ( always3(s92)
    | ~ spl0_2069 ),
    inference(avatar_component_clause,[],[f10989]) ).

fof(f10992,plain,
    ( spl0_2068
    | spl0_2069 ),
    inference(avatar_split_clause,[],[f7441,f10989,f10985]) ).

fof(f10994,definition,
    ( spl0_2070
  <=> m_main_v_request(s91) ),
    introduced(definition,[new_symbols(definition,[spl0_2070])],[avatar_definition]) ).

fof(f10996,plain,
    ( m_main_v_request(s91)
    | ~ spl0_2070 ),
    inference(avatar_component_clause,[],[f10994]) ).

fof(f10998,definition,
    ( spl0_2071
  <=> always3(s91) ),
    introduced(definition,[new_symbols(definition,[spl0_2071])],[avatar_definition]) ).

fof(f11000,plain,
    ( always3(s91)
    | ~ spl0_2071 ),
    inference(avatar_component_clause,[],[f10998]) ).

fof(f11001,plain,
    ( spl0_2070
    | spl0_2071 ),
    inference(avatar_split_clause,[],[f7440,f10998,f10994]) ).

fof(f11003,definition,
    ( spl0_2072
  <=> m_main_v_request(s90) ),
    introduced(definition,[new_symbols(definition,[spl0_2072])],[avatar_definition]) ).

fof(f11005,plain,
    ( m_main_v_request(s90)
    | ~ spl0_2072 ),
    inference(avatar_component_clause,[],[f11003]) ).

fof(f11007,definition,
    ( spl0_2073
  <=> always3(s90) ),
    introduced(definition,[new_symbols(definition,[spl0_2073])],[avatar_definition]) ).

fof(f11009,plain,
    ( always3(s90)
    | ~ spl0_2073 ),
    inference(avatar_component_clause,[],[f11007]) ).

fof(f11010,plain,
    ( spl0_2072
    | spl0_2073 ),
    inference(avatar_split_clause,[],[f7439,f11007,f11003]) ).

fof(f11012,definition,
    ( spl0_2074
  <=> m_main_v_request(s89) ),
    introduced(definition,[new_symbols(definition,[spl0_2074])],[avatar_definition]) ).

fof(f11014,plain,
    ( m_main_v_request(s89)
    | ~ spl0_2074 ),
    inference(avatar_component_clause,[],[f11012]) ).

fof(f11016,definition,
    ( spl0_2075
  <=> always3(s89) ),
    introduced(definition,[new_symbols(definition,[spl0_2075])],[avatar_definition]) ).

fof(f11018,plain,
    ( always3(s89)
    | ~ spl0_2075 ),
    inference(avatar_component_clause,[],[f11016]) ).

fof(f11019,plain,
    ( spl0_2074
    | spl0_2075 ),
    inference(avatar_split_clause,[],[f7438,f11016,f11012]) ).

fof(f11021,definition,
    ( spl0_2076
  <=> m_main_v_request(s88) ),
    introduced(definition,[new_symbols(definition,[spl0_2076])],[avatar_definition]) ).

fof(f11023,plain,
    ( m_main_v_request(s88)
    | ~ spl0_2076 ),
    inference(avatar_component_clause,[],[f11021]) ).

fof(f11025,definition,
    ( spl0_2077
  <=> always3(s88) ),
    introduced(definition,[new_symbols(definition,[spl0_2077])],[avatar_definition]) ).

fof(f11027,plain,
    ( always3(s88)
    | ~ spl0_2077 ),
    inference(avatar_component_clause,[],[f11025]) ).

fof(f11028,plain,
    ( spl0_2076
    | spl0_2077 ),
    inference(avatar_split_clause,[],[f7437,f11025,f11021]) ).

fof(f11030,definition,
    ( spl0_2078
  <=> m_main_v_request(s87) ),
    introduced(definition,[new_symbols(definition,[spl0_2078])],[avatar_definition]) ).

fof(f11032,plain,
    ( m_main_v_request(s87)
    | ~ spl0_2078 ),
    inference(avatar_component_clause,[],[f11030]) ).

fof(f11034,definition,
    ( spl0_2079
  <=> always3(s87) ),
    introduced(definition,[new_symbols(definition,[spl0_2079])],[avatar_definition]) ).

fof(f11036,plain,
    ( always3(s87)
    | ~ spl0_2079 ),
    inference(avatar_component_clause,[],[f11034]) ).

fof(f11037,plain,
    ( spl0_2078
    | spl0_2079 ),
    inference(avatar_split_clause,[],[f7436,f11034,f11030]) ).

fof(f11039,definition,
    ( spl0_2080
  <=> m_main_v_request(s86) ),
    introduced(definition,[new_symbols(definition,[spl0_2080])],[avatar_definition]) ).

fof(f11041,plain,
    ( m_main_v_request(s86)
    | ~ spl0_2080 ),
    inference(avatar_component_clause,[],[f11039]) ).

fof(f11043,definition,
    ( spl0_2081
  <=> always3(s86) ),
    introduced(definition,[new_symbols(definition,[spl0_2081])],[avatar_definition]) ).

fof(f11045,plain,
    ( always3(s86)
    | ~ spl0_2081 ),
    inference(avatar_component_clause,[],[f11043]) ).

fof(f11046,plain,
    ( spl0_2080
    | spl0_2081 ),
    inference(avatar_split_clause,[],[f7435,f11043,f11039]) ).

fof(f11048,definition,
    ( spl0_2082
  <=> m_main_v_request(s85) ),
    introduced(definition,[new_symbols(definition,[spl0_2082])],[avatar_definition]) ).

fof(f11050,plain,
    ( m_main_v_request(s85)
    | ~ spl0_2082 ),
    inference(avatar_component_clause,[],[f11048]) ).

fof(f11052,definition,
    ( spl0_2083
  <=> always3(s85) ),
    introduced(definition,[new_symbols(definition,[spl0_2083])],[avatar_definition]) ).

fof(f11054,plain,
    ( always3(s85)
    | ~ spl0_2083 ),
    inference(avatar_component_clause,[],[f11052]) ).

fof(f11055,plain,
    ( spl0_2082
    | spl0_2083 ),
    inference(avatar_split_clause,[],[f7434,f11052,f11048]) ).

fof(f11057,definition,
    ( spl0_2084
  <=> m_main_v_request(s84) ),
    introduced(definition,[new_symbols(definition,[spl0_2084])],[avatar_definition]) ).

fof(f11059,plain,
    ( m_main_v_request(s84)
    | ~ spl0_2084 ),
    inference(avatar_component_clause,[],[f11057]) ).

fof(f11061,definition,
    ( spl0_2085
  <=> always3(s84) ),
    introduced(definition,[new_symbols(definition,[spl0_2085])],[avatar_definition]) ).

fof(f11063,plain,
    ( always3(s84)
    | ~ spl0_2085 ),
    inference(avatar_component_clause,[],[f11061]) ).

fof(f11064,plain,
    ( spl0_2084
    | spl0_2085 ),
    inference(avatar_split_clause,[],[f7433,f11061,f11057]) ).

fof(f11066,definition,
    ( spl0_2086
  <=> m_main_v_request(s83) ),
    introduced(definition,[new_symbols(definition,[spl0_2086])],[avatar_definition]) ).

fof(f11068,plain,
    ( m_main_v_request(s83)
    | ~ spl0_2086 ),
    inference(avatar_component_clause,[],[f11066]) ).

fof(f11070,definition,
    ( spl0_2087
  <=> always3(s83) ),
    introduced(definition,[new_symbols(definition,[spl0_2087])],[avatar_definition]) ).

fof(f11072,plain,
    ( always3(s83)
    | ~ spl0_2087 ),
    inference(avatar_component_clause,[],[f11070]) ).

fof(f11073,plain,
    ( spl0_2086
    | spl0_2087 ),
    inference(avatar_split_clause,[],[f7432,f11070,f11066]) ).

fof(f11075,definition,
    ( spl0_2088
  <=> m_main_v_request(s82) ),
    introduced(definition,[new_symbols(definition,[spl0_2088])],[avatar_definition]) ).

fof(f11077,plain,
    ( m_main_v_request(s82)
    | ~ spl0_2088 ),
    inference(avatar_component_clause,[],[f11075]) ).

fof(f11079,definition,
    ( spl0_2089
  <=> always3(s82) ),
    introduced(definition,[new_symbols(definition,[spl0_2089])],[avatar_definition]) ).

fof(f11081,plain,
    ( always3(s82)
    | ~ spl0_2089 ),
    inference(avatar_component_clause,[],[f11079]) ).

fof(f11082,plain,
    ( spl0_2088
    | spl0_2089 ),
    inference(avatar_split_clause,[],[f7431,f11079,f11075]) ).

fof(f11084,definition,
    ( spl0_2090
  <=> m_main_v_request(s81) ),
    introduced(definition,[new_symbols(definition,[spl0_2090])],[avatar_definition]) ).

fof(f11086,plain,
    ( m_main_v_request(s81)
    | ~ spl0_2090 ),
    inference(avatar_component_clause,[],[f11084]) ).

fof(f11088,definition,
    ( spl0_2091
  <=> always3(s81) ),
    introduced(definition,[new_symbols(definition,[spl0_2091])],[avatar_definition]) ).

fof(f11090,plain,
    ( always3(s81)
    | ~ spl0_2091 ),
    inference(avatar_component_clause,[],[f11088]) ).

fof(f11091,plain,
    ( spl0_2090
    | spl0_2091 ),
    inference(avatar_split_clause,[],[f7430,f11088,f11084]) ).

fof(f11093,definition,
    ( spl0_2092
  <=> m_main_v_request(s80) ),
    introduced(definition,[new_symbols(definition,[spl0_2092])],[avatar_definition]) ).

fof(f11095,plain,
    ( m_main_v_request(s80)
    | ~ spl0_2092 ),
    inference(avatar_component_clause,[],[f11093]) ).

fof(f11097,definition,
    ( spl0_2093
  <=> always3(s80) ),
    introduced(definition,[new_symbols(definition,[spl0_2093])],[avatar_definition]) ).

fof(f11099,plain,
    ( always3(s80)
    | ~ spl0_2093 ),
    inference(avatar_component_clause,[],[f11097]) ).

fof(f11100,plain,
    ( spl0_2092
    | spl0_2093 ),
    inference(avatar_split_clause,[],[f7429,f11097,f11093]) ).

fof(f11102,definition,
    ( spl0_2094
  <=> m_main_v_request(s79) ),
    introduced(definition,[new_symbols(definition,[spl0_2094])],[avatar_definition]) ).

fof(f11104,plain,
    ( m_main_v_request(s79)
    | ~ spl0_2094 ),
    inference(avatar_component_clause,[],[f11102]) ).

fof(f11106,definition,
    ( spl0_2095
  <=> always3(s79) ),
    introduced(definition,[new_symbols(definition,[spl0_2095])],[avatar_definition]) ).

fof(f11108,plain,
    ( always3(s79)
    | ~ spl0_2095 ),
    inference(avatar_component_clause,[],[f11106]) ).

fof(f11109,plain,
    ( spl0_2094
    | spl0_2095 ),
    inference(avatar_split_clause,[],[f7428,f11106,f11102]) ).

fof(f11111,definition,
    ( spl0_2096
  <=> m_main_v_request(s78) ),
    introduced(definition,[new_symbols(definition,[spl0_2096])],[avatar_definition]) ).

fof(f11113,plain,
    ( m_main_v_request(s78)
    | ~ spl0_2096 ),
    inference(avatar_component_clause,[],[f11111]) ).

fof(f11115,definition,
    ( spl0_2097
  <=> always3(s78) ),
    introduced(definition,[new_symbols(definition,[spl0_2097])],[avatar_definition]) ).

fof(f11117,plain,
    ( always3(s78)
    | ~ spl0_2097 ),
    inference(avatar_component_clause,[],[f11115]) ).

fof(f11118,plain,
    ( spl0_2096
    | spl0_2097 ),
    inference(avatar_split_clause,[],[f7427,f11115,f11111]) ).

fof(f11120,definition,
    ( spl0_2098
  <=> m_main_v_request(s77) ),
    introduced(definition,[new_symbols(definition,[spl0_2098])],[avatar_definition]) ).

fof(f11122,plain,
    ( m_main_v_request(s77)
    | ~ spl0_2098 ),
    inference(avatar_component_clause,[],[f11120]) ).

fof(f11124,definition,
    ( spl0_2099
  <=> always3(s77) ),
    introduced(definition,[new_symbols(definition,[spl0_2099])],[avatar_definition]) ).

fof(f11126,plain,
    ( always3(s77)
    | ~ spl0_2099 ),
    inference(avatar_component_clause,[],[f11124]) ).

fof(f11127,plain,
    ( spl0_2098
    | spl0_2099 ),
    inference(avatar_split_clause,[],[f7426,f11124,f11120]) ).

fof(f11129,definition,
    ( spl0_2100
  <=> m_main_v_request(s76) ),
    introduced(definition,[new_symbols(definition,[spl0_2100])],[avatar_definition]) ).

fof(f11131,plain,
    ( m_main_v_request(s76)
    | ~ spl0_2100 ),
    inference(avatar_component_clause,[],[f11129]) ).

fof(f11133,definition,
    ( spl0_2101
  <=> always3(s76) ),
    introduced(definition,[new_symbols(definition,[spl0_2101])],[avatar_definition]) ).

fof(f11135,plain,
    ( always3(s76)
    | ~ spl0_2101 ),
    inference(avatar_component_clause,[],[f11133]) ).

fof(f11136,plain,
    ( spl0_2100
    | spl0_2101 ),
    inference(avatar_split_clause,[],[f7425,f11133,f11129]) ).

fof(f11138,definition,
    ( spl0_2102
  <=> m_main_v_request(s75) ),
    introduced(definition,[new_symbols(definition,[spl0_2102])],[avatar_definition]) ).

fof(f11140,plain,
    ( m_main_v_request(s75)
    | ~ spl0_2102 ),
    inference(avatar_component_clause,[],[f11138]) ).

fof(f11142,definition,
    ( spl0_2103
  <=> always3(s75) ),
    introduced(definition,[new_symbols(definition,[spl0_2103])],[avatar_definition]) ).

fof(f11144,plain,
    ( always3(s75)
    | ~ spl0_2103 ),
    inference(avatar_component_clause,[],[f11142]) ).

fof(f11145,plain,
    ( spl0_2102
    | spl0_2103 ),
    inference(avatar_split_clause,[],[f7424,f11142,f11138]) ).

fof(f11147,definition,
    ( spl0_2104
  <=> m_main_v_request(s74) ),
    introduced(definition,[new_symbols(definition,[spl0_2104])],[avatar_definition]) ).

fof(f11149,plain,
    ( m_main_v_request(s74)
    | ~ spl0_2104 ),
    inference(avatar_component_clause,[],[f11147]) ).

fof(f11151,definition,
    ( spl0_2105
  <=> always3(s74) ),
    introduced(definition,[new_symbols(definition,[spl0_2105])],[avatar_definition]) ).

fof(f11153,plain,
    ( always3(s74)
    | ~ spl0_2105 ),
    inference(avatar_component_clause,[],[f11151]) ).

fof(f11154,plain,
    ( spl0_2104
    | spl0_2105 ),
    inference(avatar_split_clause,[],[f7423,f11151,f11147]) ).

fof(f11156,definition,
    ( spl0_2106
  <=> m_main_v_request(s73) ),
    introduced(definition,[new_symbols(definition,[spl0_2106])],[avatar_definition]) ).

fof(f11158,plain,
    ( m_main_v_request(s73)
    | ~ spl0_2106 ),
    inference(avatar_component_clause,[],[f11156]) ).

fof(f11160,definition,
    ( spl0_2107
  <=> always3(s73) ),
    introduced(definition,[new_symbols(definition,[spl0_2107])],[avatar_definition]) ).

fof(f11162,plain,
    ( always3(s73)
    | ~ spl0_2107 ),
    inference(avatar_component_clause,[],[f11160]) ).

fof(f11163,plain,
    ( spl0_2106
    | spl0_2107 ),
    inference(avatar_split_clause,[],[f7422,f11160,f11156]) ).

fof(f11165,definition,
    ( spl0_2108
  <=> m_main_v_request(s72) ),
    introduced(definition,[new_symbols(definition,[spl0_2108])],[avatar_definition]) ).

fof(f11167,plain,
    ( m_main_v_request(s72)
    | ~ spl0_2108 ),
    inference(avatar_component_clause,[],[f11165]) ).

fof(f11169,definition,
    ( spl0_2109
  <=> always3(s72) ),
    introduced(definition,[new_symbols(definition,[spl0_2109])],[avatar_definition]) ).

fof(f11171,plain,
    ( always3(s72)
    | ~ spl0_2109 ),
    inference(avatar_component_clause,[],[f11169]) ).

fof(f11172,plain,
    ( spl0_2108
    | spl0_2109 ),
    inference(avatar_split_clause,[],[f7421,f11169,f11165]) ).

fof(f11174,definition,
    ( spl0_2110
  <=> m_main_v_request(s71) ),
    introduced(definition,[new_symbols(definition,[spl0_2110])],[avatar_definition]) ).

fof(f11176,plain,
    ( m_main_v_request(s71)
    | ~ spl0_2110 ),
    inference(avatar_component_clause,[],[f11174]) ).

fof(f11178,definition,
    ( spl0_2111
  <=> always3(s71) ),
    introduced(definition,[new_symbols(definition,[spl0_2111])],[avatar_definition]) ).

fof(f11180,plain,
    ( always3(s71)
    | ~ spl0_2111 ),
    inference(avatar_component_clause,[],[f11178]) ).

fof(f11181,plain,
    ( spl0_2110
    | spl0_2111 ),
    inference(avatar_split_clause,[],[f7420,f11178,f11174]) ).

fof(f11183,definition,
    ( spl0_2112
  <=> m_main_v_request(s70) ),
    introduced(definition,[new_symbols(definition,[spl0_2112])],[avatar_definition]) ).

fof(f11185,plain,
    ( m_main_v_request(s70)
    | ~ spl0_2112 ),
    inference(avatar_component_clause,[],[f11183]) ).

fof(f11187,definition,
    ( spl0_2113
  <=> always3(s70) ),
    introduced(definition,[new_symbols(definition,[spl0_2113])],[avatar_definition]) ).

fof(f11189,plain,
    ( always3(s70)
    | ~ spl0_2113 ),
    inference(avatar_component_clause,[],[f11187]) ).

fof(f11190,plain,
    ( spl0_2112
    | spl0_2113 ),
    inference(avatar_split_clause,[],[f7419,f11187,f11183]) ).

fof(f11192,definition,
    ( spl0_2114
  <=> m_main_v_request(s69) ),
    introduced(definition,[new_symbols(definition,[spl0_2114])],[avatar_definition]) ).

fof(f11194,plain,
    ( m_main_v_request(s69)
    | ~ spl0_2114 ),
    inference(avatar_component_clause,[],[f11192]) ).

fof(f11196,definition,
    ( spl0_2115
  <=> always3(s69) ),
    introduced(definition,[new_symbols(definition,[spl0_2115])],[avatar_definition]) ).

fof(f11198,plain,
    ( always3(s69)
    | ~ spl0_2115 ),
    inference(avatar_component_clause,[],[f11196]) ).

fof(f11199,plain,
    ( spl0_2114
    | spl0_2115 ),
    inference(avatar_split_clause,[],[f7418,f11196,f11192]) ).

fof(f11201,definition,
    ( spl0_2116
  <=> m_main_v_request(s68) ),
    introduced(definition,[new_symbols(definition,[spl0_2116])],[avatar_definition]) ).

fof(f11203,plain,
    ( m_main_v_request(s68)
    | ~ spl0_2116 ),
    inference(avatar_component_clause,[],[f11201]) ).

fof(f11205,definition,
    ( spl0_2117
  <=> always3(s68) ),
    introduced(definition,[new_symbols(definition,[spl0_2117])],[avatar_definition]) ).

fof(f11207,plain,
    ( always3(s68)
    | ~ spl0_2117 ),
    inference(avatar_component_clause,[],[f11205]) ).

fof(f11208,plain,
    ( spl0_2116
    | spl0_2117 ),
    inference(avatar_split_clause,[],[f7417,f11205,f11201]) ).

fof(f11210,definition,
    ( spl0_2118
  <=> m_main_v_request(s67) ),
    introduced(definition,[new_symbols(definition,[spl0_2118])],[avatar_definition]) ).

fof(f11212,plain,
    ( m_main_v_request(s67)
    | ~ spl0_2118 ),
    inference(avatar_component_clause,[],[f11210]) ).

fof(f11214,definition,
    ( spl0_2119
  <=> always3(s67) ),
    introduced(definition,[new_symbols(definition,[spl0_2119])],[avatar_definition]) ).

fof(f11216,plain,
    ( always3(s67)
    | ~ spl0_2119 ),
    inference(avatar_component_clause,[],[f11214]) ).

fof(f11217,plain,
    ( spl0_2118
    | spl0_2119 ),
    inference(avatar_split_clause,[],[f7416,f11214,f11210]) ).

fof(f11219,definition,
    ( spl0_2120
  <=> m_main_v_request(s66) ),
    introduced(definition,[new_symbols(definition,[spl0_2120])],[avatar_definition]) ).

fof(f11221,plain,
    ( m_main_v_request(s66)
    | ~ spl0_2120 ),
    inference(avatar_component_clause,[],[f11219]) ).

fof(f11223,definition,
    ( spl0_2121
  <=> always3(s66) ),
    introduced(definition,[new_symbols(definition,[spl0_2121])],[avatar_definition]) ).

fof(f11225,plain,
    ( always3(s66)
    | ~ spl0_2121 ),
    inference(avatar_component_clause,[],[f11223]) ).

fof(f11226,plain,
    ( spl0_2120
    | spl0_2121 ),
    inference(avatar_split_clause,[],[f7415,f11223,f11219]) ).

fof(f11228,definition,
    ( spl0_2122
  <=> m_main_v_request(s65) ),
    introduced(definition,[new_symbols(definition,[spl0_2122])],[avatar_definition]) ).

fof(f11230,plain,
    ( m_main_v_request(s65)
    | ~ spl0_2122 ),
    inference(avatar_component_clause,[],[f11228]) ).

fof(f11232,definition,
    ( spl0_2123
  <=> always3(s65) ),
    introduced(definition,[new_symbols(definition,[spl0_2123])],[avatar_definition]) ).

fof(f11234,plain,
    ( always3(s65)
    | ~ spl0_2123 ),
    inference(avatar_component_clause,[],[f11232]) ).

fof(f11235,plain,
    ( spl0_2122
    | spl0_2123 ),
    inference(avatar_split_clause,[],[f7414,f11232,f11228]) ).

fof(f11237,definition,
    ( spl0_2124
  <=> m_main_v_request(s64) ),
    introduced(definition,[new_symbols(definition,[spl0_2124])],[avatar_definition]) ).

fof(f11239,plain,
    ( m_main_v_request(s64)
    | ~ spl0_2124 ),
    inference(avatar_component_clause,[],[f11237]) ).

fof(f11241,definition,
    ( spl0_2125
  <=> always3(s64) ),
    introduced(definition,[new_symbols(definition,[spl0_2125])],[avatar_definition]) ).

fof(f11243,plain,
    ( always3(s64)
    | ~ spl0_2125 ),
    inference(avatar_component_clause,[],[f11241]) ).

fof(f11244,plain,
    ( spl0_2124
    | spl0_2125 ),
    inference(avatar_split_clause,[],[f7413,f11241,f11237]) ).

fof(f11246,definition,
    ( spl0_2126
  <=> m_main_v_request(s63) ),
    introduced(definition,[new_symbols(definition,[spl0_2126])],[avatar_definition]) ).

fof(f11248,plain,
    ( m_main_v_request(s63)
    | ~ spl0_2126 ),
    inference(avatar_component_clause,[],[f11246]) ).

fof(f11250,definition,
    ( spl0_2127
  <=> always3(s63) ),
    introduced(definition,[new_symbols(definition,[spl0_2127])],[avatar_definition]) ).

fof(f11252,plain,
    ( always3(s63)
    | ~ spl0_2127 ),
    inference(avatar_component_clause,[],[f11250]) ).

fof(f11253,plain,
    ( spl0_2126
    | spl0_2127 ),
    inference(avatar_split_clause,[],[f7412,f11250,f11246]) ).

fof(f11255,definition,
    ( spl0_2128
  <=> m_main_v_request(s62) ),
    introduced(definition,[new_symbols(definition,[spl0_2128])],[avatar_definition]) ).

fof(f11257,plain,
    ( m_main_v_request(s62)
    | ~ spl0_2128 ),
    inference(avatar_component_clause,[],[f11255]) ).

fof(f11259,definition,
    ( spl0_2129
  <=> always3(s62) ),
    introduced(definition,[new_symbols(definition,[spl0_2129])],[avatar_definition]) ).

fof(f11261,plain,
    ( always3(s62)
    | ~ spl0_2129 ),
    inference(avatar_component_clause,[],[f11259]) ).

fof(f11262,plain,
    ( spl0_2128
    | spl0_2129 ),
    inference(avatar_split_clause,[],[f7411,f11259,f11255]) ).

fof(f11264,definition,
    ( spl0_2130
  <=> m_main_v_request(s61) ),
    introduced(definition,[new_symbols(definition,[spl0_2130])],[avatar_definition]) ).

fof(f11266,plain,
    ( m_main_v_request(s61)
    | ~ spl0_2130 ),
    inference(avatar_component_clause,[],[f11264]) ).

fof(f11268,definition,
    ( spl0_2131
  <=> always3(s61) ),
    introduced(definition,[new_symbols(definition,[spl0_2131])],[avatar_definition]) ).

fof(f11270,plain,
    ( always3(s61)
    | ~ spl0_2131 ),
    inference(avatar_component_clause,[],[f11268]) ).

fof(f11271,plain,
    ( spl0_2130
    | spl0_2131 ),
    inference(avatar_split_clause,[],[f7410,f11268,f11264]) ).

fof(f11273,definition,
    ( spl0_2132
  <=> m_main_v_request(s60) ),
    introduced(definition,[new_symbols(definition,[spl0_2132])],[avatar_definition]) ).

fof(f11275,plain,
    ( m_main_v_request(s60)
    | ~ spl0_2132 ),
    inference(avatar_component_clause,[],[f11273]) ).

fof(f11277,definition,
    ( spl0_2133
  <=> always3(s60) ),
    introduced(definition,[new_symbols(definition,[spl0_2133])],[avatar_definition]) ).

fof(f11279,plain,
    ( always3(s60)
    | ~ spl0_2133 ),
    inference(avatar_component_clause,[],[f11277]) ).

fof(f11280,plain,
    ( spl0_2132
    | spl0_2133 ),
    inference(avatar_split_clause,[],[f7409,f11277,f11273]) ).

fof(f11282,definition,
    ( spl0_2134
  <=> m_main_v_request(s59) ),
    introduced(definition,[new_symbols(definition,[spl0_2134])],[avatar_definition]) ).

fof(f11284,plain,
    ( m_main_v_request(s59)
    | ~ spl0_2134 ),
    inference(avatar_component_clause,[],[f11282]) ).

fof(f11286,definition,
    ( spl0_2135
  <=> always3(s59) ),
    introduced(definition,[new_symbols(definition,[spl0_2135])],[avatar_definition]) ).

fof(f11288,plain,
    ( always3(s59)
    | ~ spl0_2135 ),
    inference(avatar_component_clause,[],[f11286]) ).

fof(f11289,plain,
    ( spl0_2134
    | spl0_2135 ),
    inference(avatar_split_clause,[],[f7408,f11286,f11282]) ).

fof(f11291,definition,
    ( spl0_2136
  <=> m_main_v_request(s58) ),
    introduced(definition,[new_symbols(definition,[spl0_2136])],[avatar_definition]) ).

fof(f11293,plain,
    ( m_main_v_request(s58)
    | ~ spl0_2136 ),
    inference(avatar_component_clause,[],[f11291]) ).

fof(f11295,definition,
    ( spl0_2137
  <=> always3(s58) ),
    introduced(definition,[new_symbols(definition,[spl0_2137])],[avatar_definition]) ).

fof(f11297,plain,
    ( always3(s58)
    | ~ spl0_2137 ),
    inference(avatar_component_clause,[],[f11295]) ).

fof(f11298,plain,
    ( spl0_2136
    | spl0_2137 ),
    inference(avatar_split_clause,[],[f7407,f11295,f11291]) ).

fof(f11300,definition,
    ( spl0_2138
  <=> m_main_v_request(s57) ),
    introduced(definition,[new_symbols(definition,[spl0_2138])],[avatar_definition]) ).

fof(f11302,plain,
    ( m_main_v_request(s57)
    | ~ spl0_2138 ),
    inference(avatar_component_clause,[],[f11300]) ).

fof(f11304,definition,
    ( spl0_2139
  <=> always3(s57) ),
    introduced(definition,[new_symbols(definition,[spl0_2139])],[avatar_definition]) ).

fof(f11306,plain,
    ( always3(s57)
    | ~ spl0_2139 ),
    inference(avatar_component_clause,[],[f11304]) ).

fof(f11307,plain,
    ( spl0_2138
    | spl0_2139 ),
    inference(avatar_split_clause,[],[f7406,f11304,f11300]) ).

fof(f11309,definition,
    ( spl0_2140
  <=> m_main_v_request(s56) ),
    introduced(definition,[new_symbols(definition,[spl0_2140])],[avatar_definition]) ).

fof(f11311,plain,
    ( m_main_v_request(s56)
    | ~ spl0_2140 ),
    inference(avatar_component_clause,[],[f11309]) ).

fof(f11313,definition,
    ( spl0_2141
  <=> always3(s56) ),
    introduced(definition,[new_symbols(definition,[spl0_2141])],[avatar_definition]) ).

fof(f11315,plain,
    ( always3(s56)
    | ~ spl0_2141 ),
    inference(avatar_component_clause,[],[f11313]) ).

fof(f11316,plain,
    ( spl0_2140
    | spl0_2141 ),
    inference(avatar_split_clause,[],[f7405,f11313,f11309]) ).

fof(f11318,definition,
    ( spl0_2142
  <=> m_main_v_request(s55) ),
    introduced(definition,[new_symbols(definition,[spl0_2142])],[avatar_definition]) ).

fof(f11320,plain,
    ( m_main_v_request(s55)
    | ~ spl0_2142 ),
    inference(avatar_component_clause,[],[f11318]) ).

fof(f11322,definition,
    ( spl0_2143
  <=> always3(s55) ),
    introduced(definition,[new_symbols(definition,[spl0_2143])],[avatar_definition]) ).

fof(f11324,plain,
    ( always3(s55)
    | ~ spl0_2143 ),
    inference(avatar_component_clause,[],[f11322]) ).

fof(f11325,plain,
    ( spl0_2142
    | spl0_2143 ),
    inference(avatar_split_clause,[],[f7404,f11322,f11318]) ).

fof(f11327,definition,
    ( spl0_2144
  <=> m_main_v_request(s54) ),
    introduced(definition,[new_symbols(definition,[spl0_2144])],[avatar_definition]) ).

fof(f11329,plain,
    ( m_main_v_request(s54)
    | ~ spl0_2144 ),
    inference(avatar_component_clause,[],[f11327]) ).

fof(f11331,definition,
    ( spl0_2145
  <=> always3(s54) ),
    introduced(definition,[new_symbols(definition,[spl0_2145])],[avatar_definition]) ).

fof(f11333,plain,
    ( always3(s54)
    | ~ spl0_2145 ),
    inference(avatar_component_clause,[],[f11331]) ).

fof(f11334,plain,
    ( spl0_2144
    | spl0_2145 ),
    inference(avatar_split_clause,[],[f7403,f11331,f11327]) ).

fof(f11336,definition,
    ( spl0_2146
  <=> m_main_v_request(s53) ),
    introduced(definition,[new_symbols(definition,[spl0_2146])],[avatar_definition]) ).

fof(f11338,plain,
    ( m_main_v_request(s53)
    | ~ spl0_2146 ),
    inference(avatar_component_clause,[],[f11336]) ).

fof(f11340,definition,
    ( spl0_2147
  <=> always3(s53) ),
    introduced(definition,[new_symbols(definition,[spl0_2147])],[avatar_definition]) ).

fof(f11342,plain,
    ( always3(s53)
    | ~ spl0_2147 ),
    inference(avatar_component_clause,[],[f11340]) ).

fof(f11343,plain,
    ( spl0_2146
    | spl0_2147 ),
    inference(avatar_split_clause,[],[f7402,f11340,f11336]) ).

fof(f11345,definition,
    ( spl0_2148
  <=> m_main_v_request(s52) ),
    introduced(definition,[new_symbols(definition,[spl0_2148])],[avatar_definition]) ).

fof(f11347,plain,
    ( m_main_v_request(s52)
    | ~ spl0_2148 ),
    inference(avatar_component_clause,[],[f11345]) ).

fof(f11349,definition,
    ( spl0_2149
  <=> always3(s52) ),
    introduced(definition,[new_symbols(definition,[spl0_2149])],[avatar_definition]) ).

fof(f11351,plain,
    ( always3(s52)
    | ~ spl0_2149 ),
    inference(avatar_component_clause,[],[f11349]) ).

fof(f11352,plain,
    ( spl0_2148
    | spl0_2149 ),
    inference(avatar_split_clause,[],[f7401,f11349,f11345]) ).

fof(f11354,definition,
    ( spl0_2150
  <=> m_main_v_request(s51) ),
    introduced(definition,[new_symbols(definition,[spl0_2150])],[avatar_definition]) ).

fof(f11356,plain,
    ( m_main_v_request(s51)
    | ~ spl0_2150 ),
    inference(avatar_component_clause,[],[f11354]) ).

fof(f11358,definition,
    ( spl0_2151
  <=> always3(s51) ),
    introduced(definition,[new_symbols(definition,[spl0_2151])],[avatar_definition]) ).

fof(f11360,plain,
    ( always3(s51)
    | ~ spl0_2151 ),
    inference(avatar_component_clause,[],[f11358]) ).

fof(f11361,plain,
    ( spl0_2150
    | spl0_2151 ),
    inference(avatar_split_clause,[],[f7400,f11358,f11354]) ).

fof(f11363,definition,
    ( spl0_2152
  <=> m_main_v_request(s50) ),
    introduced(definition,[new_symbols(definition,[spl0_2152])],[avatar_definition]) ).

fof(f11365,plain,
    ( m_main_v_request(s50)
    | ~ spl0_2152 ),
    inference(avatar_component_clause,[],[f11363]) ).

fof(f11367,definition,
    ( spl0_2153
  <=> always3(s50) ),
    introduced(definition,[new_symbols(definition,[spl0_2153])],[avatar_definition]) ).

fof(f11369,plain,
    ( always3(s50)
    | ~ spl0_2153 ),
    inference(avatar_component_clause,[],[f11367]) ).

fof(f11370,plain,
    ( spl0_2152
    | spl0_2153 ),
    inference(avatar_split_clause,[],[f7399,f11367,f11363]) ).

fof(f11372,definition,
    ( spl0_2154
  <=> m_main_v_request(s49) ),
    introduced(definition,[new_symbols(definition,[spl0_2154])],[avatar_definition]) ).

fof(f11374,plain,
    ( m_main_v_request(s49)
    | ~ spl0_2154 ),
    inference(avatar_component_clause,[],[f11372]) ).

fof(f11376,definition,
    ( spl0_2155
  <=> always3(s49) ),
    introduced(definition,[new_symbols(definition,[spl0_2155])],[avatar_definition]) ).

fof(f11378,plain,
    ( always3(s49)
    | ~ spl0_2155 ),
    inference(avatar_component_clause,[],[f11376]) ).

fof(f11379,plain,
    ( spl0_2154
    | spl0_2155 ),
    inference(avatar_split_clause,[],[f7398,f11376,f11372]) ).

fof(f11381,definition,
    ( spl0_2156
  <=> m_main_v_request(s48) ),
    introduced(definition,[new_symbols(definition,[spl0_2156])],[avatar_definition]) ).

fof(f11383,plain,
    ( m_main_v_request(s48)
    | ~ spl0_2156 ),
    inference(avatar_component_clause,[],[f11381]) ).

fof(f11385,definition,
    ( spl0_2157
  <=> always3(s48) ),
    introduced(definition,[new_symbols(definition,[spl0_2157])],[avatar_definition]) ).

fof(f11387,plain,
    ( always3(s48)
    | ~ spl0_2157 ),
    inference(avatar_component_clause,[],[f11385]) ).

fof(f11388,plain,
    ( spl0_2156
    | spl0_2157 ),
    inference(avatar_split_clause,[],[f7397,f11385,f11381]) ).

fof(f11390,definition,
    ( spl0_2158
  <=> m_main_v_request(s47) ),
    introduced(definition,[new_symbols(definition,[spl0_2158])],[avatar_definition]) ).

fof(f11392,plain,
    ( m_main_v_request(s47)
    | ~ spl0_2158 ),
    inference(avatar_component_clause,[],[f11390]) ).

fof(f11394,definition,
    ( spl0_2159
  <=> always3(s47) ),
    introduced(definition,[new_symbols(definition,[spl0_2159])],[avatar_definition]) ).

fof(f11396,plain,
    ( always3(s47)
    | ~ spl0_2159 ),
    inference(avatar_component_clause,[],[f11394]) ).

fof(f11397,plain,
    ( spl0_2158
    | spl0_2159 ),
    inference(avatar_split_clause,[],[f7396,f11394,f11390]) ).

fof(f11399,definition,
    ( spl0_2160
  <=> m_main_v_request(s46) ),
    introduced(definition,[new_symbols(definition,[spl0_2160])],[avatar_definition]) ).

fof(f11401,plain,
    ( m_main_v_request(s46)
    | ~ spl0_2160 ),
    inference(avatar_component_clause,[],[f11399]) ).

fof(f11403,definition,
    ( spl0_2161
  <=> always3(s46) ),
    introduced(definition,[new_symbols(definition,[spl0_2161])],[avatar_definition]) ).

fof(f11405,plain,
    ( always3(s46)
    | ~ spl0_2161 ),
    inference(avatar_component_clause,[],[f11403]) ).

fof(f11406,plain,
    ( spl0_2160
    | spl0_2161 ),
    inference(avatar_split_clause,[],[f7395,f11403,f11399]) ).

fof(f11408,definition,
    ( spl0_2162
  <=> m_main_v_request(s45) ),
    introduced(definition,[new_symbols(definition,[spl0_2162])],[avatar_definition]) ).

fof(f11410,plain,
    ( m_main_v_request(s45)
    | ~ spl0_2162 ),
    inference(avatar_component_clause,[],[f11408]) ).

fof(f11412,definition,
    ( spl0_2163
  <=> always3(s45) ),
    introduced(definition,[new_symbols(definition,[spl0_2163])],[avatar_definition]) ).

fof(f11414,plain,
    ( always3(s45)
    | ~ spl0_2163 ),
    inference(avatar_component_clause,[],[f11412]) ).

fof(f11415,plain,
    ( spl0_2162
    | spl0_2163 ),
    inference(avatar_split_clause,[],[f7394,f11412,f11408]) ).

fof(f11417,definition,
    ( spl0_2164
  <=> m_main_v_request(s44) ),
    introduced(definition,[new_symbols(definition,[spl0_2164])],[avatar_definition]) ).

fof(f11419,plain,
    ( m_main_v_request(s44)
    | ~ spl0_2164 ),
    inference(avatar_component_clause,[],[f11417]) ).

fof(f11421,definition,
    ( spl0_2165
  <=> always3(s44) ),
    introduced(definition,[new_symbols(definition,[spl0_2165])],[avatar_definition]) ).

fof(f11423,plain,
    ( always3(s44)
    | ~ spl0_2165 ),
    inference(avatar_component_clause,[],[f11421]) ).

fof(f11424,plain,
    ( spl0_2164
    | spl0_2165 ),
    inference(avatar_split_clause,[],[f7393,f11421,f11417]) ).

fof(f11426,definition,
    ( spl0_2166
  <=> m_main_v_request(s43) ),
    introduced(definition,[new_symbols(definition,[spl0_2166])],[avatar_definition]) ).

fof(f11428,plain,
    ( m_main_v_request(s43)
    | ~ spl0_2166 ),
    inference(avatar_component_clause,[],[f11426]) ).

fof(f11430,definition,
    ( spl0_2167
  <=> always3(s43) ),
    introduced(definition,[new_symbols(definition,[spl0_2167])],[avatar_definition]) ).

fof(f11432,plain,
    ( always3(s43)
    | ~ spl0_2167 ),
    inference(avatar_component_clause,[],[f11430]) ).

fof(f11433,plain,
    ( spl0_2166
    | spl0_2167 ),
    inference(avatar_split_clause,[],[f7392,f11430,f11426]) ).

fof(f11435,definition,
    ( spl0_2168
  <=> m_main_v_request(s42) ),
    introduced(definition,[new_symbols(definition,[spl0_2168])],[avatar_definition]) ).

fof(f11437,plain,
    ( m_main_v_request(s42)
    | ~ spl0_2168 ),
    inference(avatar_component_clause,[],[f11435]) ).

fof(f11439,definition,
    ( spl0_2169
  <=> always3(s42) ),
    introduced(definition,[new_symbols(definition,[spl0_2169])],[avatar_definition]) ).

fof(f11441,plain,
    ( always3(s42)
    | ~ spl0_2169 ),
    inference(avatar_component_clause,[],[f11439]) ).

fof(f11442,plain,
    ( spl0_2168
    | spl0_2169 ),
    inference(avatar_split_clause,[],[f7391,f11439,f11435]) ).

fof(f11444,definition,
    ( spl0_2170
  <=> m_main_v_request(s41) ),
    introduced(definition,[new_symbols(definition,[spl0_2170])],[avatar_definition]) ).

fof(f11446,plain,
    ( m_main_v_request(s41)
    | ~ spl0_2170 ),
    inference(avatar_component_clause,[],[f11444]) ).

fof(f11448,definition,
    ( spl0_2171
  <=> always3(s41) ),
    introduced(definition,[new_symbols(definition,[spl0_2171])],[avatar_definition]) ).

fof(f11450,plain,
    ( always3(s41)
    | ~ spl0_2171 ),
    inference(avatar_component_clause,[],[f11448]) ).

fof(f11451,plain,
    ( spl0_2170
    | spl0_2171 ),
    inference(avatar_split_clause,[],[f7390,f11448,f11444]) ).

fof(f11453,definition,
    ( spl0_2172
  <=> m_main_v_request(s40) ),
    introduced(definition,[new_symbols(definition,[spl0_2172])],[avatar_definition]) ).

fof(f11455,plain,
    ( m_main_v_request(s40)
    | ~ spl0_2172 ),
    inference(avatar_component_clause,[],[f11453]) ).

fof(f11457,definition,
    ( spl0_2173
  <=> always3(s40) ),
    introduced(definition,[new_symbols(definition,[spl0_2173])],[avatar_definition]) ).

fof(f11459,plain,
    ( always3(s40)
    | ~ spl0_2173 ),
    inference(avatar_component_clause,[],[f11457]) ).

fof(f11460,plain,
    ( spl0_2172
    | spl0_2173 ),
    inference(avatar_split_clause,[],[f7389,f11457,f11453]) ).

fof(f11462,definition,
    ( spl0_2174
  <=> m_main_v_request(s39) ),
    introduced(definition,[new_symbols(definition,[spl0_2174])],[avatar_definition]) ).

fof(f11464,plain,
    ( m_main_v_request(s39)
    | ~ spl0_2174 ),
    inference(avatar_component_clause,[],[f11462]) ).

fof(f11466,definition,
    ( spl0_2175
  <=> always3(s39) ),
    introduced(definition,[new_symbols(definition,[spl0_2175])],[avatar_definition]) ).

fof(f11468,plain,
    ( always3(s39)
    | ~ spl0_2175 ),
    inference(avatar_component_clause,[],[f11466]) ).

fof(f11469,plain,
    ( spl0_2174
    | spl0_2175 ),
    inference(avatar_split_clause,[],[f7388,f11466,f11462]) ).

fof(f11471,definition,
    ( spl0_2176
  <=> m_main_v_request(s38) ),
    introduced(definition,[new_symbols(definition,[spl0_2176])],[avatar_definition]) ).

fof(f11473,plain,
    ( m_main_v_request(s38)
    | ~ spl0_2176 ),
    inference(avatar_component_clause,[],[f11471]) ).

fof(f11475,definition,
    ( spl0_2177
  <=> always3(s38) ),
    introduced(definition,[new_symbols(definition,[spl0_2177])],[avatar_definition]) ).

fof(f11477,plain,
    ( always3(s38)
    | ~ spl0_2177 ),
    inference(avatar_component_clause,[],[f11475]) ).

fof(f11478,plain,
    ( spl0_2176
    | spl0_2177 ),
    inference(avatar_split_clause,[],[f7387,f11475,f11471]) ).

fof(f11480,definition,
    ( spl0_2178
  <=> m_main_v_request(s37) ),
    introduced(definition,[new_symbols(definition,[spl0_2178])],[avatar_definition]) ).

fof(f11482,plain,
    ( m_main_v_request(s37)
    | ~ spl0_2178 ),
    inference(avatar_component_clause,[],[f11480]) ).

fof(f11484,definition,
    ( spl0_2179
  <=> always3(s37) ),
    introduced(definition,[new_symbols(definition,[spl0_2179])],[avatar_definition]) ).

fof(f11486,plain,
    ( always3(s37)
    | ~ spl0_2179 ),
    inference(avatar_component_clause,[],[f11484]) ).

fof(f11487,plain,
    ( spl0_2178
    | spl0_2179 ),
    inference(avatar_split_clause,[],[f7386,f11484,f11480]) ).

fof(f11489,definition,
    ( spl0_2180
  <=> m_main_v_request(s36) ),
    introduced(definition,[new_symbols(definition,[spl0_2180])],[avatar_definition]) ).

fof(f11491,plain,
    ( m_main_v_request(s36)
    | ~ spl0_2180 ),
    inference(avatar_component_clause,[],[f11489]) ).

fof(f11493,definition,
    ( spl0_2181
  <=> always3(s36) ),
    introduced(definition,[new_symbols(definition,[spl0_2181])],[avatar_definition]) ).

fof(f11495,plain,
    ( always3(s36)
    | ~ spl0_2181 ),
    inference(avatar_component_clause,[],[f11493]) ).

fof(f11496,plain,
    ( spl0_2180
    | spl0_2181 ),
    inference(avatar_split_clause,[],[f7385,f11493,f11489]) ).

fof(f11498,definition,
    ( spl0_2182
  <=> m_main_v_request(s35) ),
    introduced(definition,[new_symbols(definition,[spl0_2182])],[avatar_definition]) ).

fof(f11500,plain,
    ( m_main_v_request(s35)
    | ~ spl0_2182 ),
    inference(avatar_component_clause,[],[f11498]) ).

fof(f11502,definition,
    ( spl0_2183
  <=> always3(s35) ),
    introduced(definition,[new_symbols(definition,[spl0_2183])],[avatar_definition]) ).

fof(f11504,plain,
    ( always3(s35)
    | ~ spl0_2183 ),
    inference(avatar_component_clause,[],[f11502]) ).

fof(f11505,plain,
    ( spl0_2182
    | spl0_2183 ),
    inference(avatar_split_clause,[],[f7384,f11502,f11498]) ).

fof(f11507,definition,
    ( spl0_2184
  <=> m_main_v_request(s34) ),
    introduced(definition,[new_symbols(definition,[spl0_2184])],[avatar_definition]) ).

fof(f11509,plain,
    ( m_main_v_request(s34)
    | ~ spl0_2184 ),
    inference(avatar_component_clause,[],[f11507]) ).

fof(f11511,definition,
    ( spl0_2185
  <=> always3(s34) ),
    introduced(definition,[new_symbols(definition,[spl0_2185])],[avatar_definition]) ).

fof(f11513,plain,
    ( always3(s34)
    | ~ spl0_2185 ),
    inference(avatar_component_clause,[],[f11511]) ).

fof(f11514,plain,
    ( spl0_2184
    | spl0_2185 ),
    inference(avatar_split_clause,[],[f7383,f11511,f11507]) ).

fof(f11516,definition,
    ( spl0_2186
  <=> m_main_v_request(s33) ),
    introduced(definition,[new_symbols(definition,[spl0_2186])],[avatar_definition]) ).

fof(f11518,plain,
    ( m_main_v_request(s33)
    | ~ spl0_2186 ),
    inference(avatar_component_clause,[],[f11516]) ).

fof(f11520,definition,
    ( spl0_2187
  <=> always3(s33) ),
    introduced(definition,[new_symbols(definition,[spl0_2187])],[avatar_definition]) ).

fof(f11522,plain,
    ( always3(s33)
    | ~ spl0_2187 ),
    inference(avatar_component_clause,[],[f11520]) ).

fof(f11523,plain,
    ( spl0_2186
    | spl0_2187 ),
    inference(avatar_split_clause,[],[f7382,f11520,f11516]) ).

fof(f11525,definition,
    ( spl0_2188
  <=> m_main_v_request(s32) ),
    introduced(definition,[new_symbols(definition,[spl0_2188])],[avatar_definition]) ).

fof(f11527,plain,
    ( m_main_v_request(s32)
    | ~ spl0_2188 ),
    inference(avatar_component_clause,[],[f11525]) ).

fof(f11529,definition,
    ( spl0_2189
  <=> always3(s32) ),
    introduced(definition,[new_symbols(definition,[spl0_2189])],[avatar_definition]) ).

fof(f11531,plain,
    ( always3(s32)
    | ~ spl0_2189 ),
    inference(avatar_component_clause,[],[f11529]) ).

fof(f11532,plain,
    ( spl0_2188
    | spl0_2189 ),
    inference(avatar_split_clause,[],[f7381,f11529,f11525]) ).

fof(f11534,definition,
    ( spl0_2190
  <=> m_main_v_request(s31) ),
    introduced(definition,[new_symbols(definition,[spl0_2190])],[avatar_definition]) ).

fof(f11536,plain,
    ( m_main_v_request(s31)
    | ~ spl0_2190 ),
    inference(avatar_component_clause,[],[f11534]) ).

fof(f11538,definition,
    ( spl0_2191
  <=> always3(s31) ),
    introduced(definition,[new_symbols(definition,[spl0_2191])],[avatar_definition]) ).

fof(f11540,plain,
    ( always3(s31)
    | ~ spl0_2191 ),
    inference(avatar_component_clause,[],[f11538]) ).

fof(f11541,plain,
    ( spl0_2190
    | spl0_2191 ),
    inference(avatar_split_clause,[],[f7380,f11538,f11534]) ).

fof(f11543,definition,
    ( spl0_2192
  <=> m_main_v_request(s30) ),
    introduced(definition,[new_symbols(definition,[spl0_2192])],[avatar_definition]) ).

fof(f11545,plain,
    ( m_main_v_request(s30)
    | ~ spl0_2192 ),
    inference(avatar_component_clause,[],[f11543]) ).

fof(f11547,definition,
    ( spl0_2193
  <=> always3(s30) ),
    introduced(definition,[new_symbols(definition,[spl0_2193])],[avatar_definition]) ).

fof(f11549,plain,
    ( always3(s30)
    | ~ spl0_2193 ),
    inference(avatar_component_clause,[],[f11547]) ).

fof(f11550,plain,
    ( spl0_2192
    | spl0_2193 ),
    inference(avatar_split_clause,[],[f7379,f11547,f11543]) ).

fof(f11552,definition,
    ( spl0_2194
  <=> m_main_v_request(s29) ),
    introduced(definition,[new_symbols(definition,[spl0_2194])],[avatar_definition]) ).

fof(f11554,plain,
    ( m_main_v_request(s29)
    | ~ spl0_2194 ),
    inference(avatar_component_clause,[],[f11552]) ).

fof(f11556,definition,
    ( spl0_2195
  <=> always3(s29) ),
    introduced(definition,[new_symbols(definition,[spl0_2195])],[avatar_definition]) ).

fof(f11558,plain,
    ( always3(s29)
    | ~ spl0_2195 ),
    inference(avatar_component_clause,[],[f11556]) ).

fof(f11559,plain,
    ( spl0_2194
    | spl0_2195 ),
    inference(avatar_split_clause,[],[f7378,f11556,f11552]) ).

fof(f11561,definition,
    ( spl0_2196
  <=> m_main_v_request(s28) ),
    introduced(definition,[new_symbols(definition,[spl0_2196])],[avatar_definition]) ).

fof(f11563,plain,
    ( m_main_v_request(s28)
    | ~ spl0_2196 ),
    inference(avatar_component_clause,[],[f11561]) ).

fof(f11565,definition,
    ( spl0_2197
  <=> always3(s28) ),
    introduced(definition,[new_symbols(definition,[spl0_2197])],[avatar_definition]) ).

fof(f11567,plain,
    ( always3(s28)
    | ~ spl0_2197 ),
    inference(avatar_component_clause,[],[f11565]) ).

fof(f11568,plain,
    ( spl0_2196
    | spl0_2197 ),
    inference(avatar_split_clause,[],[f7377,f11565,f11561]) ).

fof(f11570,definition,
    ( spl0_2198
  <=> m_main_v_request(s27) ),
    introduced(definition,[new_symbols(definition,[spl0_2198])],[avatar_definition]) ).

fof(f11572,plain,
    ( m_main_v_request(s27)
    | ~ spl0_2198 ),
    inference(avatar_component_clause,[],[f11570]) ).

fof(f11574,definition,
    ( spl0_2199
  <=> always3(s27) ),
    introduced(definition,[new_symbols(definition,[spl0_2199])],[avatar_definition]) ).

fof(f11576,plain,
    ( always3(s27)
    | ~ spl0_2199 ),
    inference(avatar_component_clause,[],[f11574]) ).

fof(f11577,plain,
    ( spl0_2198
    | spl0_2199 ),
    inference(avatar_split_clause,[],[f7376,f11574,f11570]) ).

fof(f11579,definition,
    ( spl0_2200
  <=> m_main_v_request(s26) ),
    introduced(definition,[new_symbols(definition,[spl0_2200])],[avatar_definition]) ).

fof(f11581,plain,
    ( m_main_v_request(s26)
    | ~ spl0_2200 ),
    inference(avatar_component_clause,[],[f11579]) ).

fof(f11583,definition,
    ( spl0_2201
  <=> always3(s26) ),
    introduced(definition,[new_symbols(definition,[spl0_2201])],[avatar_definition]) ).

fof(f11585,plain,
    ( always3(s26)
    | ~ spl0_2201 ),
    inference(avatar_component_clause,[],[f11583]) ).

fof(f11586,plain,
    ( spl0_2200
    | spl0_2201 ),
    inference(avatar_split_clause,[],[f7375,f11583,f11579]) ).

fof(f11588,definition,
    ( spl0_2202
  <=> m_main_v_request(s25) ),
    introduced(definition,[new_symbols(definition,[spl0_2202])],[avatar_definition]) ).

fof(f11590,plain,
    ( m_main_v_request(s25)
    | ~ spl0_2202 ),
    inference(avatar_component_clause,[],[f11588]) ).

fof(f11592,definition,
    ( spl0_2203
  <=> always3(s25) ),
    introduced(definition,[new_symbols(definition,[spl0_2203])],[avatar_definition]) ).

fof(f11594,plain,
    ( always3(s25)
    | ~ spl0_2203 ),
    inference(avatar_component_clause,[],[f11592]) ).

fof(f11595,plain,
    ( spl0_2202
    | spl0_2203 ),
    inference(avatar_split_clause,[],[f7374,f11592,f11588]) ).

fof(f11597,definition,
    ( spl0_2204
  <=> m_main_v_request(s24) ),
    introduced(definition,[new_symbols(definition,[spl0_2204])],[avatar_definition]) ).

fof(f11599,plain,
    ( m_main_v_request(s24)
    | ~ spl0_2204 ),
    inference(avatar_component_clause,[],[f11597]) ).

fof(f11601,definition,
    ( spl0_2205
  <=> always3(s24) ),
    introduced(definition,[new_symbols(definition,[spl0_2205])],[avatar_definition]) ).

fof(f11603,plain,
    ( always3(s24)
    | ~ spl0_2205 ),
    inference(avatar_component_clause,[],[f11601]) ).

fof(f11604,plain,
    ( spl0_2204
    | spl0_2205 ),
    inference(avatar_split_clause,[],[f7373,f11601,f11597]) ).

fof(f11606,definition,
    ( spl0_2206
  <=> m_main_v_request(s23) ),
    introduced(definition,[new_symbols(definition,[spl0_2206])],[avatar_definition]) ).

fof(f11608,plain,
    ( m_main_v_request(s23)
    | ~ spl0_2206 ),
    inference(avatar_component_clause,[],[f11606]) ).

fof(f11610,definition,
    ( spl0_2207
  <=> always3(s23) ),
    introduced(definition,[new_symbols(definition,[spl0_2207])],[avatar_definition]) ).

fof(f11612,plain,
    ( always3(s23)
    | ~ spl0_2207 ),
    inference(avatar_component_clause,[],[f11610]) ).

fof(f11613,plain,
    ( spl0_2206
    | spl0_2207 ),
    inference(avatar_split_clause,[],[f7372,f11610,f11606]) ).

fof(f11615,definition,
    ( spl0_2208
  <=> m_main_v_request(s22) ),
    introduced(definition,[new_symbols(definition,[spl0_2208])],[avatar_definition]) ).

fof(f11617,plain,
    ( m_main_v_request(s22)
    | ~ spl0_2208 ),
    inference(avatar_component_clause,[],[f11615]) ).

fof(f11619,definition,
    ( spl0_2209
  <=> always3(s22) ),
    introduced(definition,[new_symbols(definition,[spl0_2209])],[avatar_definition]) ).

fof(f11621,plain,
    ( always3(s22)
    | ~ spl0_2209 ),
    inference(avatar_component_clause,[],[f11619]) ).

fof(f11622,plain,
    ( spl0_2208
    | spl0_2209 ),
    inference(avatar_split_clause,[],[f7371,f11619,f11615]) ).

fof(f11624,definition,
    ( spl0_2210
  <=> m_main_v_request(s21) ),
    introduced(definition,[new_symbols(definition,[spl0_2210])],[avatar_definition]) ).

fof(f11626,plain,
    ( m_main_v_request(s21)
    | ~ spl0_2210 ),
    inference(avatar_component_clause,[],[f11624]) ).

fof(f11628,definition,
    ( spl0_2211
  <=> always3(s21) ),
    introduced(definition,[new_symbols(definition,[spl0_2211])],[avatar_definition]) ).

fof(f11630,plain,
    ( always3(s21)
    | ~ spl0_2211 ),
    inference(avatar_component_clause,[],[f11628]) ).

fof(f11631,plain,
    ( spl0_2210
    | spl0_2211 ),
    inference(avatar_split_clause,[],[f7370,f11628,f11624]) ).

fof(f11633,definition,
    ( spl0_2212
  <=> m_main_v_request(s20) ),
    introduced(definition,[new_symbols(definition,[spl0_2212])],[avatar_definition]) ).

fof(f11635,plain,
    ( m_main_v_request(s20)
    | ~ spl0_2212 ),
    inference(avatar_component_clause,[],[f11633]) ).

fof(f11637,definition,
    ( spl0_2213
  <=> always3(s20) ),
    introduced(definition,[new_symbols(definition,[spl0_2213])],[avatar_definition]) ).

fof(f11639,plain,
    ( always3(s20)
    | ~ spl0_2213 ),
    inference(avatar_component_clause,[],[f11637]) ).

fof(f11640,plain,
    ( spl0_2212
    | spl0_2213 ),
    inference(avatar_split_clause,[],[f7369,f11637,f11633]) ).

fof(f11642,definition,
    ( spl0_2214
  <=> m_main_v_request(s19) ),
    introduced(definition,[new_symbols(definition,[spl0_2214])],[avatar_definition]) ).

fof(f11644,plain,
    ( m_main_v_request(s19)
    | ~ spl0_2214 ),
    inference(avatar_component_clause,[],[f11642]) ).

fof(f11646,definition,
    ( spl0_2215
  <=> always3(s19) ),
    introduced(definition,[new_symbols(definition,[spl0_2215])],[avatar_definition]) ).

fof(f11648,plain,
    ( always3(s19)
    | ~ spl0_2215 ),
    inference(avatar_component_clause,[],[f11646]) ).

fof(f11649,plain,
    ( spl0_2214
    | spl0_2215 ),
    inference(avatar_split_clause,[],[f7368,f11646,f11642]) ).

fof(f11651,definition,
    ( spl0_2216
  <=> m_main_v_request(s18) ),
    introduced(definition,[new_symbols(definition,[spl0_2216])],[avatar_definition]) ).

fof(f11653,plain,
    ( m_main_v_request(s18)
    | ~ spl0_2216 ),
    inference(avatar_component_clause,[],[f11651]) ).

fof(f11655,definition,
    ( spl0_2217
  <=> always3(s18) ),
    introduced(definition,[new_symbols(definition,[spl0_2217])],[avatar_definition]) ).

fof(f11657,plain,
    ( always3(s18)
    | ~ spl0_2217 ),
    inference(avatar_component_clause,[],[f11655]) ).

fof(f11658,plain,
    ( spl0_2216
    | spl0_2217 ),
    inference(avatar_split_clause,[],[f7367,f11655,f11651]) ).

fof(f11660,definition,
    ( spl0_2218
  <=> m_main_v_request(s17) ),
    introduced(definition,[new_symbols(definition,[spl0_2218])],[avatar_definition]) ).

fof(f11662,plain,
    ( m_main_v_request(s17)
    | ~ spl0_2218 ),
    inference(avatar_component_clause,[],[f11660]) ).

fof(f11664,definition,
    ( spl0_2219
  <=> always3(s17) ),
    introduced(definition,[new_symbols(definition,[spl0_2219])],[avatar_definition]) ).

fof(f11666,plain,
    ( always3(s17)
    | ~ spl0_2219 ),
    inference(avatar_component_clause,[],[f11664]) ).

fof(f11667,plain,
    ( spl0_2218
    | spl0_2219 ),
    inference(avatar_split_clause,[],[f7366,f11664,f11660]) ).

fof(f11669,definition,
    ( spl0_2220
  <=> m_main_v_request(s16) ),
    introduced(definition,[new_symbols(definition,[spl0_2220])],[avatar_definition]) ).

fof(f11671,plain,
    ( m_main_v_request(s16)
    | ~ spl0_2220 ),
    inference(avatar_component_clause,[],[f11669]) ).

fof(f11673,definition,
    ( spl0_2221
  <=> always3(s16) ),
    introduced(definition,[new_symbols(definition,[spl0_2221])],[avatar_definition]) ).

fof(f11675,plain,
    ( always3(s16)
    | ~ spl0_2221 ),
    inference(avatar_component_clause,[],[f11673]) ).

fof(f11676,plain,
    ( spl0_2220
    | spl0_2221 ),
    inference(avatar_split_clause,[],[f7365,f11673,f11669]) ).

fof(f11678,definition,
    ( spl0_2222
  <=> m_main_v_request(s15) ),
    introduced(definition,[new_symbols(definition,[spl0_2222])],[avatar_definition]) ).

fof(f11680,plain,
    ( m_main_v_request(s15)
    | ~ spl0_2222 ),
    inference(avatar_component_clause,[],[f11678]) ).

fof(f11682,definition,
    ( spl0_2223
  <=> always3(s15) ),
    introduced(definition,[new_symbols(definition,[spl0_2223])],[avatar_definition]) ).

fof(f11684,plain,
    ( always3(s15)
    | ~ spl0_2223 ),
    inference(avatar_component_clause,[],[f11682]) ).

fof(f11685,plain,
    ( spl0_2222
    | spl0_2223 ),
    inference(avatar_split_clause,[],[f7364,f11682,f11678]) ).

fof(f11687,definition,
    ( spl0_2224
  <=> m_main_v_request(s14) ),
    introduced(definition,[new_symbols(definition,[spl0_2224])],[avatar_definition]) ).

fof(f11689,plain,
    ( m_main_v_request(s14)
    | ~ spl0_2224 ),
    inference(avatar_component_clause,[],[f11687]) ).

fof(f11691,definition,
    ( spl0_2225
  <=> always3(s14) ),
    introduced(definition,[new_symbols(definition,[spl0_2225])],[avatar_definition]) ).

fof(f11693,plain,
    ( always3(s14)
    | ~ spl0_2225 ),
    inference(avatar_component_clause,[],[f11691]) ).

fof(f11694,plain,
    ( spl0_2224
    | spl0_2225 ),
    inference(avatar_split_clause,[],[f7363,f11691,f11687]) ).

fof(f11696,definition,
    ( spl0_2226
  <=> m_main_v_request(s13) ),
    introduced(definition,[new_symbols(definition,[spl0_2226])],[avatar_definition]) ).

fof(f11698,plain,
    ( m_main_v_request(s13)
    | ~ spl0_2226 ),
    inference(avatar_component_clause,[],[f11696]) ).

fof(f11700,definition,
    ( spl0_2227
  <=> always3(s13) ),
    introduced(definition,[new_symbols(definition,[spl0_2227])],[avatar_definition]) ).

fof(f11702,plain,
    ( always3(s13)
    | ~ spl0_2227 ),
    inference(avatar_component_clause,[],[f11700]) ).

fof(f11703,plain,
    ( spl0_2226
    | spl0_2227 ),
    inference(avatar_split_clause,[],[f7362,f11700,f11696]) ).

fof(f11705,definition,
    ( spl0_2228
  <=> m_main_v_request(s12) ),
    introduced(definition,[new_symbols(definition,[spl0_2228])],[avatar_definition]) ).

fof(f11707,plain,
    ( m_main_v_request(s12)
    | ~ spl0_2228 ),
    inference(avatar_component_clause,[],[f11705]) ).

fof(f11709,definition,
    ( spl0_2229
  <=> always3(s12) ),
    introduced(definition,[new_symbols(definition,[spl0_2229])],[avatar_definition]) ).

fof(f11711,plain,
    ( always3(s12)
    | ~ spl0_2229 ),
    inference(avatar_component_clause,[],[f11709]) ).

fof(f11712,plain,
    ( spl0_2228
    | spl0_2229 ),
    inference(avatar_split_clause,[],[f7361,f11709,f11705]) ).

fof(f11714,definition,
    ( spl0_2230
  <=> m_main_v_request(s11) ),
    introduced(definition,[new_symbols(definition,[spl0_2230])],[avatar_definition]) ).

fof(f11716,plain,
    ( m_main_v_request(s11)
    | ~ spl0_2230 ),
    inference(avatar_component_clause,[],[f11714]) ).

fof(f11718,definition,
    ( spl0_2231
  <=> always3(s11) ),
    introduced(definition,[new_symbols(definition,[spl0_2231])],[avatar_definition]) ).

fof(f11720,plain,
    ( always3(s11)
    | ~ spl0_2231 ),
    inference(avatar_component_clause,[],[f11718]) ).

fof(f11721,plain,
    ( spl0_2230
    | spl0_2231 ),
    inference(avatar_split_clause,[],[f7360,f11718,f11714]) ).

fof(f11723,definition,
    ( spl0_2232
  <=> m_main_v_request(s10) ),
    introduced(definition,[new_symbols(definition,[spl0_2232])],[avatar_definition]) ).

fof(f11725,plain,
    ( m_main_v_request(s10)
    | ~ spl0_2232 ),
    inference(avatar_component_clause,[],[f11723]) ).

fof(f11727,definition,
    ( spl0_2233
  <=> always3(s10) ),
    introduced(definition,[new_symbols(definition,[spl0_2233])],[avatar_definition]) ).

fof(f11729,plain,
    ( always3(s10)
    | ~ spl0_2233 ),
    inference(avatar_component_clause,[],[f11727]) ).

fof(f11730,plain,
    ( spl0_2232
    | spl0_2233 ),
    inference(avatar_split_clause,[],[f7359,f11727,f11723]) ).

fof(f11732,definition,
    ( spl0_2234
  <=> m_main_v_request(s9) ),
    introduced(definition,[new_symbols(definition,[spl0_2234])],[avatar_definition]) ).

fof(f11734,plain,
    ( m_main_v_request(s9)
    | ~ spl0_2234 ),
    inference(avatar_component_clause,[],[f11732]) ).

fof(f11736,definition,
    ( spl0_2235
  <=> always3(s9) ),
    introduced(definition,[new_symbols(definition,[spl0_2235])],[avatar_definition]) ).

fof(f11738,plain,
    ( always3(s9)
    | ~ spl0_2235 ),
    inference(avatar_component_clause,[],[f11736]) ).

fof(f11739,plain,
    ( spl0_2234
    | spl0_2235 ),
    inference(avatar_split_clause,[],[f7358,f11736,f11732]) ).

fof(f11741,definition,
    ( spl0_2236
  <=> m_main_v_request(s8) ),
    introduced(definition,[new_symbols(definition,[spl0_2236])],[avatar_definition]) ).

fof(f11743,plain,
    ( m_main_v_request(s8)
    | ~ spl0_2236 ),
    inference(avatar_component_clause,[],[f11741]) ).

fof(f11745,definition,
    ( spl0_2237
  <=> always3(s8) ),
    introduced(definition,[new_symbols(definition,[spl0_2237])],[avatar_definition]) ).

fof(f11747,plain,
    ( always3(s8)
    | ~ spl0_2237 ),
    inference(avatar_component_clause,[],[f11745]) ).

fof(f11748,plain,
    ( spl0_2236
    | spl0_2237 ),
    inference(avatar_split_clause,[],[f7357,f11745,f11741]) ).

fof(f11750,definition,
    ( spl0_2238
  <=> m_main_v_request(s7) ),
    introduced(definition,[new_symbols(definition,[spl0_2238])],[avatar_definition]) ).

fof(f11752,plain,
    ( m_main_v_request(s7)
    | ~ spl0_2238 ),
    inference(avatar_component_clause,[],[f11750]) ).

fof(f11754,definition,
    ( spl0_2239
  <=> always3(s7) ),
    introduced(definition,[new_symbols(definition,[spl0_2239])],[avatar_definition]) ).

fof(f11756,plain,
    ( always3(s7)
    | ~ spl0_2239 ),
    inference(avatar_component_clause,[],[f11754]) ).

fof(f11757,plain,
    ( spl0_2238
    | spl0_2239 ),
    inference(avatar_split_clause,[],[f7356,f11754,f11750]) ).

fof(f11759,definition,
    ( spl0_2240
  <=> m_main_v_request(s6) ),
    introduced(definition,[new_symbols(definition,[spl0_2240])],[avatar_definition]) ).

fof(f11761,plain,
    ( m_main_v_request(s6)
    | ~ spl0_2240 ),
    inference(avatar_component_clause,[],[f11759]) ).

fof(f11763,definition,
    ( spl0_2241
  <=> always3(s6) ),
    introduced(definition,[new_symbols(definition,[spl0_2241])],[avatar_definition]) ).

fof(f11765,plain,
    ( always3(s6)
    | ~ spl0_2241 ),
    inference(avatar_component_clause,[],[f11763]) ).

fof(f11766,plain,
    ( spl0_2240
    | spl0_2241 ),
    inference(avatar_split_clause,[],[f7355,f11763,f11759]) ).

fof(f11768,definition,
    ( spl0_2242
  <=> m_main_v_request(s5) ),
    introduced(definition,[new_symbols(definition,[spl0_2242])],[avatar_definition]) ).

fof(f11770,plain,
    ( m_main_v_request(s5)
    | ~ spl0_2242 ),
    inference(avatar_component_clause,[],[f11768]) ).

fof(f11772,definition,
    ( spl0_2243
  <=> always3(s5) ),
    introduced(definition,[new_symbols(definition,[spl0_2243])],[avatar_definition]) ).

fof(f11774,plain,
    ( always3(s5)
    | ~ spl0_2243 ),
    inference(avatar_component_clause,[],[f11772]) ).

fof(f11775,plain,
    ( spl0_2242
    | spl0_2243 ),
    inference(avatar_split_clause,[],[f7354,f11772,f11768]) ).

fof(f11777,definition,
    ( spl0_2244
  <=> m_main_v_request(s4) ),
    introduced(definition,[new_symbols(definition,[spl0_2244])],[avatar_definition]) ).

fof(f11779,plain,
    ( m_main_v_request(s4)
    | ~ spl0_2244 ),
    inference(avatar_component_clause,[],[f11777]) ).

fof(f11781,definition,
    ( spl0_2245
  <=> always3(s4) ),
    introduced(definition,[new_symbols(definition,[spl0_2245])],[avatar_definition]) ).

fof(f11783,plain,
    ( always3(s4)
    | ~ spl0_2245 ),
    inference(avatar_component_clause,[],[f11781]) ).

fof(f11784,plain,
    ( spl0_2244
    | spl0_2245 ),
    inference(avatar_split_clause,[],[f7353,f11781,f11777]) ).

fof(f11786,definition,
    ( spl0_2246
  <=> m_main_v_request(s3) ),
    introduced(definition,[new_symbols(definition,[spl0_2246])],[avatar_definition]) ).

fof(f11788,plain,
    ( m_main_v_request(s3)
    | ~ spl0_2246 ),
    inference(avatar_component_clause,[],[f11786]) ).

fof(f11790,definition,
    ( spl0_2247
  <=> always3(s3) ),
    introduced(definition,[new_symbols(definition,[spl0_2247])],[avatar_definition]) ).

fof(f11792,plain,
    ( always3(s3)
    | ~ spl0_2247 ),
    inference(avatar_component_clause,[],[f11790]) ).

fof(f11793,plain,
    ( spl0_2246
    | spl0_2247 ),
    inference(avatar_split_clause,[],[f7352,f11790,f11786]) ).

fof(f11795,definition,
    ( spl0_2248
  <=> m_main_v_request(s2) ),
    introduced(definition,[new_symbols(definition,[spl0_2248])],[avatar_definition]) ).

fof(f11797,plain,
    ( m_main_v_request(s2)
    | ~ spl0_2248 ),
    inference(avatar_component_clause,[],[f11795]) ).

fof(f11799,definition,
    ( spl0_2249
  <=> always3(s2) ),
    introduced(definition,[new_symbols(definition,[spl0_2249])],[avatar_definition]) ).

fof(f11801,plain,
    ( always3(s2)
    | ~ spl0_2249 ),
    inference(avatar_component_clause,[],[f11799]) ).

fof(f11802,plain,
    ( spl0_2248
    | spl0_2249 ),
    inference(avatar_split_clause,[],[f7351,f11799,f11795]) ).

fof(f11804,definition,
    ( spl0_2250
  <=> m_main_v_request(s1) ),
    introduced(definition,[new_symbols(definition,[spl0_2250])],[avatar_definition]) ).

fof(f11806,plain,
    ( m_main_v_request(s1)
    | ~ spl0_2250 ),
    inference(avatar_component_clause,[],[f11804]) ).

fof(f11808,definition,
    ( spl0_2251
  <=> always3(s1) ),
    introduced(definition,[new_symbols(definition,[spl0_2251])],[avatar_definition]) ).

fof(f11810,plain,
    ( always3(s1)
    | ~ spl0_2251 ),
    inference(avatar_component_clause,[],[f11808]) ).

fof(f11811,plain,
    ( spl0_2250
    | spl0_2251 ),
    inference(avatar_split_clause,[],[f7350,f11808,f11804]) ).

fof(f11813,plain,
    ( node4(s446)
    | ~ spl0_1360 ),
    inference(resolution,[],[f7801,f936]) ).

fof(f11819,plain,
    ( node4(s445)
    | ~ spl0_1362 ),
    inference(resolution,[],[f7810,f936]) ).

fof(f11821,plain,
    ( node4(s444)
    | ~ spl0_1364 ),
    inference(resolution,[],[f7819,f936]) ).

fof(f11823,plain,
    ( node4(s443)
    | ~ spl0_1366 ),
    inference(resolution,[],[f7828,f936]) ).

fof(f11825,plain,
    ( node4(s442)
    | ~ spl0_1368 ),
    inference(resolution,[],[f7837,f936]) ).

fof(f11827,plain,
    ( node4(s441)
    | ~ spl0_1370 ),
    inference(resolution,[],[f7846,f936]) ).

fof(f11829,plain,
    ( node4(s440)
    | ~ spl0_1372 ),
    inference(resolution,[],[f7855,f936]) ).

fof(f11831,plain,
    ( node4(s439)
    | ~ spl0_1374 ),
    inference(resolution,[],[f7864,f936]) ).

fof(f11833,plain,
    ( node4(s438)
    | ~ spl0_1376 ),
    inference(resolution,[],[f7873,f936]) ).

fof(f11835,plain,
    ( node4(s437)
    | ~ spl0_1378 ),
    inference(resolution,[],[f7882,f936]) ).

fof(f11837,plain,
    ( node4(s436)
    | ~ spl0_1380 ),
    inference(resolution,[],[f7891,f936]) ).

fof(f11839,plain,
    ( node4(s435)
    | ~ spl0_1382 ),
    inference(resolution,[],[f7900,f936]) ).

fof(f11841,plain,
    ( node4(s434)
    | ~ spl0_1384 ),
    inference(resolution,[],[f7909,f936]) ).

fof(f11843,plain,
    ( node4(s433)
    | ~ spl0_1386 ),
    inference(resolution,[],[f7918,f936]) ).

fof(f11845,plain,
    ( node4(s432)
    | ~ spl0_1388 ),
    inference(resolution,[],[f7927,f936]) ).

fof(f11847,plain,
    ( node4(s431)
    | ~ spl0_1390 ),
    inference(resolution,[],[f7936,f936]) ).

fof(f11849,plain,
    ( node4(s430)
    | ~ spl0_1392 ),
    inference(resolution,[],[f7945,f936]) ).

fof(f11851,plain,
    ( node4(s429)
    | ~ spl0_1394 ),
    inference(resolution,[],[f7954,f936]) ).

fof(f11853,plain,
    ( node4(s428)
    | ~ spl0_1396 ),
    inference(resolution,[],[f7963,f936]) ).

fof(f11855,plain,
    ( node4(s427)
    | ~ spl0_1398 ),
    inference(resolution,[],[f7972,f936]) ).

fof(f11857,plain,
    ( node4(s426)
    | ~ spl0_1400 ),
    inference(resolution,[],[f7981,f936]) ).

fof(f11859,plain,
    ( node4(s425)
    | ~ spl0_1402 ),
    inference(resolution,[],[f7990,f936]) ).

fof(f11861,plain,
    ( node4(s424)
    | ~ spl0_1404 ),
    inference(resolution,[],[f7999,f936]) ).

fof(f11863,plain,
    ( node4(s423)
    | ~ spl0_1406 ),
    inference(resolution,[],[f8008,f936]) ).

fof(f11865,plain,
    ( node4(s422)
    | ~ spl0_1408 ),
    inference(resolution,[],[f8017,f936]) ).

fof(f11867,plain,
    ( node4(s421)
    | ~ spl0_1410 ),
    inference(resolution,[],[f8026,f936]) ).

fof(f11869,plain,
    ( node4(s420)
    | ~ spl0_1412 ),
    inference(resolution,[],[f8035,f936]) ).

fof(f11871,plain,
    ( node4(s419)
    | ~ spl0_1414 ),
    inference(resolution,[],[f8044,f936]) ).

fof(f11873,plain,
    ( node4(s418)
    | ~ spl0_1416 ),
    inference(resolution,[],[f8053,f936]) ).

fof(f11875,plain,
    ( node4(s417)
    | ~ spl0_1418 ),
    inference(resolution,[],[f8062,f936]) ).

fof(f11877,plain,
    ( node4(s416)
    | ~ spl0_1420 ),
    inference(resolution,[],[f8071,f936]) ).

fof(f11879,plain,
    ( node4(s415)
    | ~ spl0_1422 ),
    inference(resolution,[],[f8080,f936]) ).

fof(f11881,plain,
    ( node4(s414)
    | ~ spl0_1424 ),
    inference(resolution,[],[f8089,f936]) ).

fof(f11883,plain,
    ( node4(s413)
    | ~ spl0_1426 ),
    inference(resolution,[],[f8098,f936]) ).

fof(f11885,plain,
    ( node4(s412)
    | ~ spl0_1428 ),
    inference(resolution,[],[f8107,f936]) ).

fof(f11887,plain,
    ( node4(s411)
    | ~ spl0_1430 ),
    inference(resolution,[],[f8116,f936]) ).

fof(f11889,plain,
    ( node4(s410)
    | ~ spl0_1432 ),
    inference(resolution,[],[f8125,f936]) ).

fof(f11891,plain,
    ( node4(s409)
    | ~ spl0_1434 ),
    inference(resolution,[],[f8134,f936]) ).

fof(f11893,plain,
    ( node4(s408)
    | ~ spl0_1436 ),
    inference(resolution,[],[f8143,f936]) ).

fof(f11895,plain,
    ( node4(s407)
    | ~ spl0_1438 ),
    inference(resolution,[],[f8152,f936]) ).

fof(f11897,plain,
    ( node4(s406)
    | ~ spl0_1440 ),
    inference(resolution,[],[f8161,f936]) ).

fof(f11899,plain,
    ( node4(s405)
    | ~ spl0_1442 ),
    inference(resolution,[],[f8170,f936]) ).

fof(f11901,plain,
    ( node4(s404)
    | ~ spl0_1444 ),
    inference(resolution,[],[f8179,f936]) ).

fof(f11903,plain,
    ( node4(s403)
    | ~ spl0_1446 ),
    inference(resolution,[],[f8188,f936]) ).

fof(f11905,plain,
    ( node4(s402)
    | ~ spl0_1448 ),
    inference(resolution,[],[f8197,f936]) ).

fof(f11907,plain,
    ( node4(s401)
    | ~ spl0_1450 ),
    inference(resolution,[],[f8206,f936]) ).

fof(f11909,plain,
    ( node4(s400)
    | ~ spl0_1452 ),
    inference(resolution,[],[f8215,f936]) ).

fof(f11911,plain,
    ( node4(s399)
    | ~ spl0_1454 ),
    inference(resolution,[],[f8224,f936]) ).

fof(f11913,plain,
    ( node4(s398)
    | ~ spl0_1456 ),
    inference(resolution,[],[f8233,f936]) ).

fof(f11915,plain,
    ( node4(s397)
    | ~ spl0_1458 ),
    inference(resolution,[],[f8242,f936]) ).

fof(f11917,plain,
    ( node4(s396)
    | ~ spl0_1460 ),
    inference(resolution,[],[f8251,f936]) ).

fof(f11919,plain,
    ( node4(s395)
    | ~ spl0_1462 ),
    inference(resolution,[],[f8260,f936]) ).

fof(f11921,plain,
    ( node4(s394)
    | ~ spl0_1464 ),
    inference(resolution,[],[f8269,f936]) ).

fof(f11923,plain,
    ( node4(s393)
    | ~ spl0_1466 ),
    inference(resolution,[],[f8278,f936]) ).

fof(f11925,plain,
    ( node4(s392)
    | ~ spl0_1468 ),
    inference(resolution,[],[f8287,f936]) ).

fof(f11927,plain,
    ( node4(s391)
    | ~ spl0_1470 ),
    inference(resolution,[],[f8296,f936]) ).

fof(f11929,plain,
    ( node4(s390)
    | ~ spl0_1472 ),
    inference(resolution,[],[f8305,f936]) ).

fof(f11931,plain,
    ( node4(s389)
    | ~ spl0_1474 ),
    inference(resolution,[],[f8314,f936]) ).

fof(f11933,plain,
    ( node4(s388)
    | ~ spl0_1476 ),
    inference(resolution,[],[f8323,f936]) ).

fof(f11935,plain,
    ( node4(s387)
    | ~ spl0_1478 ),
    inference(resolution,[],[f8332,f936]) ).

fof(f11937,plain,
    ( node4(s386)
    | ~ spl0_1480 ),
    inference(resolution,[],[f8341,f936]) ).

fof(f11939,plain,
    ( node4(s385)
    | ~ spl0_1482 ),
    inference(resolution,[],[f8350,f936]) ).

fof(f11941,plain,
    ( node4(s384)
    | ~ spl0_1484 ),
    inference(resolution,[],[f8359,f936]) ).

fof(f11943,plain,
    ( node4(s383)
    | ~ spl0_1486 ),
    inference(resolution,[],[f8368,f936]) ).

fof(f11945,plain,
    ( node4(s382)
    | ~ spl0_1488 ),
    inference(resolution,[],[f8377,f936]) ).

fof(f11947,plain,
    ( node4(s381)
    | ~ spl0_1490 ),
    inference(resolution,[],[f8386,f936]) ).

fof(f11949,plain,
    ( node4(s380)
    | ~ spl0_1492 ),
    inference(resolution,[],[f8395,f936]) ).

fof(f11951,plain,
    ( node4(s379)
    | ~ spl0_1494 ),
    inference(resolution,[],[f8404,f936]) ).

fof(f11953,plain,
    ( node4(s378)
    | ~ spl0_1496 ),
    inference(resolution,[],[f8413,f936]) ).

fof(f11955,plain,
    ( node4(s377)
    | ~ spl0_1498 ),
    inference(resolution,[],[f8422,f936]) ).

fof(f11957,plain,
    ( node4(s376)
    | ~ spl0_1500 ),
    inference(resolution,[],[f8431,f936]) ).

fof(f11959,plain,
    ( node4(s375)
    | ~ spl0_1502 ),
    inference(resolution,[],[f8440,f936]) ).

fof(f11961,plain,
    ( node4(s374)
    | ~ spl0_1504 ),
    inference(resolution,[],[f8449,f936]) ).

fof(f11963,plain,
    ( node4(s373)
    | ~ spl0_1506 ),
    inference(resolution,[],[f8458,f936]) ).

fof(f11965,plain,
    ( node4(s372)
    | ~ spl0_1508 ),
    inference(resolution,[],[f8467,f936]) ).

fof(f11967,plain,
    ( node4(s371)
    | ~ spl0_1510 ),
    inference(resolution,[],[f8476,f936]) ).

fof(f11969,plain,
    ( node4(s370)
    | ~ spl0_1512 ),
    inference(resolution,[],[f8485,f936]) ).

fof(f11971,plain,
    ( node4(s369)
    | ~ spl0_1514 ),
    inference(resolution,[],[f8494,f936]) ).

fof(f11973,plain,
    ( node4(s368)
    | ~ spl0_1516 ),
    inference(resolution,[],[f8503,f936]) ).

fof(f11975,plain,
    ( node4(s367)
    | ~ spl0_1518 ),
    inference(resolution,[],[f8512,f936]) ).

fof(f11977,plain,
    ( node4(s366)
    | ~ spl0_1520 ),
    inference(resolution,[],[f8521,f936]) ).

fof(f11979,plain,
    ( node4(s365)
    | ~ spl0_1522 ),
    inference(resolution,[],[f8530,f936]) ).

fof(f11981,plain,
    ( node4(s364)
    | ~ spl0_1524 ),
    inference(resolution,[],[f8539,f936]) ).

fof(f11983,plain,
    ( node4(s363)
    | ~ spl0_1526 ),
    inference(resolution,[],[f8548,f936]) ).

fof(f11985,plain,
    ( node4(s362)
    | ~ spl0_1528 ),
    inference(resolution,[],[f8557,f936]) ).

fof(f11987,plain,
    ( node4(s361)
    | ~ spl0_1530 ),
    inference(resolution,[],[f8566,f936]) ).

fof(f11989,plain,
    ( node4(s360)
    | ~ spl0_1532 ),
    inference(resolution,[],[f8575,f936]) ).

fof(f11991,plain,
    ( node4(s359)
    | ~ spl0_1534 ),
    inference(resolution,[],[f8584,f936]) ).

fof(f11993,plain,
    ( node4(s358)
    | ~ spl0_1536 ),
    inference(resolution,[],[f8593,f936]) ).

fof(f11995,plain,
    ( node4(s357)
    | ~ spl0_1538 ),
    inference(resolution,[],[f8602,f936]) ).

fof(f11997,plain,
    ( node4(s356)
    | ~ spl0_1540 ),
    inference(resolution,[],[f8611,f936]) ).

fof(f11999,plain,
    ( node4(s355)
    | ~ spl0_1542 ),
    inference(resolution,[],[f8620,f936]) ).

fof(f12001,plain,
    ( node4(s354)
    | ~ spl0_1544 ),
    inference(resolution,[],[f8629,f936]) ).

fof(f12003,plain,
    ( node4(s353)
    | ~ spl0_1546 ),
    inference(resolution,[],[f8638,f936]) ).

fof(f12005,plain,
    ( node4(s352)
    | ~ spl0_1548 ),
    inference(resolution,[],[f8647,f936]) ).

fof(f12007,plain,
    ( node4(s351)
    | ~ spl0_1550 ),
    inference(resolution,[],[f8656,f936]) ).

fof(f12009,plain,
    ( node4(s350)
    | ~ spl0_1552 ),
    inference(resolution,[],[f8665,f936]) ).

fof(f12011,plain,
    ( node4(s349)
    | ~ spl0_1554 ),
    inference(resolution,[],[f8674,f936]) ).

fof(f12013,plain,
    ( node4(s348)
    | ~ spl0_1556 ),
    inference(resolution,[],[f8683,f936]) ).

fof(f12015,plain,
    ( node4(s347)
    | ~ spl0_1558 ),
    inference(resolution,[],[f8692,f936]) ).

fof(f12017,plain,
    ( node4(s346)
    | ~ spl0_1560 ),
    inference(resolution,[],[f8701,f936]) ).

fof(f12019,plain,
    ( node4(s345)
    | ~ spl0_1562 ),
    inference(resolution,[],[f8710,f936]) ).

fof(f12021,plain,
    ( node4(s344)
    | ~ spl0_1564 ),
    inference(resolution,[],[f8719,f936]) ).

fof(f12023,plain,
    ( node4(s343)
    | ~ spl0_1566 ),
    inference(resolution,[],[f8728,f936]) ).

fof(f12025,plain,
    ( node4(s342)
    | ~ spl0_1568 ),
    inference(resolution,[],[f8737,f936]) ).

fof(f12027,plain,
    ( node4(s341)
    | ~ spl0_1570 ),
    inference(resolution,[],[f8746,f936]) ).

fof(f12029,plain,
    ( node4(s340)
    | ~ spl0_1572 ),
    inference(resolution,[],[f8755,f936]) ).

fof(f12031,plain,
    ( node4(s339)
    | ~ spl0_1574 ),
    inference(resolution,[],[f8764,f936]) ).

fof(f12033,plain,
    ( node4(s338)
    | ~ spl0_1576 ),
    inference(resolution,[],[f8773,f936]) ).

fof(f12035,plain,
    ( node4(s337)
    | ~ spl0_1578 ),
    inference(resolution,[],[f8782,f936]) ).

fof(f12037,plain,
    ( node4(s336)
    | ~ spl0_1580 ),
    inference(resolution,[],[f8791,f936]) ).

fof(f12039,plain,
    ( node4(s335)
    | ~ spl0_1582 ),
    inference(resolution,[],[f8800,f936]) ).

fof(f12041,plain,
    ( node4(s334)
    | ~ spl0_1584 ),
    inference(resolution,[],[f8809,f936]) ).

fof(f12043,plain,
    ( node4(s333)
    | ~ spl0_1586 ),
    inference(resolution,[],[f8818,f936]) ).

fof(f12045,plain,
    ( node4(s332)
    | ~ spl0_1588 ),
    inference(resolution,[],[f8827,f936]) ).

fof(f12047,plain,
    ( node4(s331)
    | ~ spl0_1590 ),
    inference(resolution,[],[f8836,f936]) ).

fof(f12049,plain,
    ( node4(s330)
    | ~ spl0_1592 ),
    inference(resolution,[],[f8845,f936]) ).

fof(f12051,plain,
    ( node4(s329)
    | ~ spl0_1594 ),
    inference(resolution,[],[f8854,f936]) ).

fof(f12053,plain,
    ( node4(s328)
    | ~ spl0_1596 ),
    inference(resolution,[],[f8863,f936]) ).

fof(f12055,plain,
    ( node4(s327)
    | ~ spl0_1598 ),
    inference(resolution,[],[f8872,f936]) ).

fof(f12057,plain,
    ( node4(s326)
    | ~ spl0_1600 ),
    inference(resolution,[],[f8881,f936]) ).

fof(f12059,plain,
    ( node4(s325)
    | ~ spl0_1602 ),
    inference(resolution,[],[f8890,f936]) ).

fof(f12061,plain,
    ( node4(s324)
    | ~ spl0_1604 ),
    inference(resolution,[],[f8899,f936]) ).

fof(f12063,plain,
    ( node4(s323)
    | ~ spl0_1606 ),
    inference(resolution,[],[f8908,f936]) ).

fof(f12065,plain,
    ( node4(s322)
    | ~ spl0_1608 ),
    inference(resolution,[],[f8917,f936]) ).

fof(f12067,plain,
    ( node4(s321)
    | ~ spl0_1610 ),
    inference(resolution,[],[f8926,f936]) ).

fof(f12069,plain,
    ( node4(s320)
    | ~ spl0_1612 ),
    inference(resolution,[],[f8935,f936]) ).

fof(f12071,plain,
    ( node4(s319)
    | ~ spl0_1614 ),
    inference(resolution,[],[f8944,f936]) ).

fof(f12073,plain,
    ( node4(s318)
    | ~ spl0_1616 ),
    inference(resolution,[],[f8953,f936]) ).

fof(f12075,plain,
    ( node4(s317)
    | ~ spl0_1618 ),
    inference(resolution,[],[f8962,f936]) ).

fof(f12077,plain,
    ( node4(s316)
    | ~ spl0_1620 ),
    inference(resolution,[],[f8971,f936]) ).

fof(f12079,plain,
    ( node4(s315)
    | ~ spl0_1622 ),
    inference(resolution,[],[f8980,f936]) ).

fof(f12081,plain,
    ( node4(s314)
    | ~ spl0_1624 ),
    inference(resolution,[],[f8989,f936]) ).

fof(f12083,plain,
    ( node4(s313)
    | ~ spl0_1626 ),
    inference(resolution,[],[f8998,f936]) ).

fof(f12085,plain,
    ( node4(s312)
    | ~ spl0_1628 ),
    inference(resolution,[],[f9007,f936]) ).

fof(f12087,plain,
    ( node4(s311)
    | ~ spl0_1630 ),
    inference(resolution,[],[f9016,f936]) ).

fof(f12089,plain,
    ( node4(s310)
    | ~ spl0_1632 ),
    inference(resolution,[],[f9025,f936]) ).

fof(f12091,plain,
    ( node4(s309)
    | ~ spl0_1634 ),
    inference(resolution,[],[f9034,f936]) ).

fof(f12093,plain,
    ( node4(s308)
    | ~ spl0_1636 ),
    inference(resolution,[],[f9043,f936]) ).

fof(f12095,plain,
    ( node4(s307)
    | ~ spl0_1638 ),
    inference(resolution,[],[f9052,f936]) ).

fof(f12097,plain,
    ( node4(s306)
    | ~ spl0_1640 ),
    inference(resolution,[],[f9061,f936]) ).

fof(f12099,plain,
    ( node4(s305)
    | ~ spl0_1642 ),
    inference(resolution,[],[f9070,f936]) ).

fof(f12101,plain,
    ( node4(s304)
    | ~ spl0_1644 ),
    inference(resolution,[],[f9079,f936]) ).

fof(f12103,plain,
    ( node4(s303)
    | ~ spl0_1646 ),
    inference(resolution,[],[f9088,f936]) ).

fof(f12105,plain,
    ( node4(s302)
    | ~ spl0_1648 ),
    inference(resolution,[],[f9097,f936]) ).

fof(f12107,plain,
    ( node4(s301)
    | ~ spl0_1650 ),
    inference(resolution,[],[f9106,f936]) ).

fof(f12109,plain,
    ( node4(s300)
    | ~ spl0_1652 ),
    inference(resolution,[],[f9115,f936]) ).

fof(f12111,plain,
    ( node4(s299)
    | ~ spl0_1654 ),
    inference(resolution,[],[f9124,f936]) ).

fof(f12113,plain,
    ( node4(s298)
    | ~ spl0_1656 ),
    inference(resolution,[],[f9133,f936]) ).

fof(f12115,plain,
    ( node4(s297)
    | ~ spl0_1658 ),
    inference(resolution,[],[f9142,f936]) ).

fof(f12117,plain,
    ( node4(s296)
    | ~ spl0_1660 ),
    inference(resolution,[],[f9151,f936]) ).

fof(f12119,plain,
    ( node4(s295)
    | ~ spl0_1662 ),
    inference(resolution,[],[f9160,f936]) ).

fof(f12121,plain,
    ( node4(s294)
    | ~ spl0_1664 ),
    inference(resolution,[],[f9169,f936]) ).

fof(f12123,plain,
    ( node4(s293)
    | ~ spl0_1666 ),
    inference(resolution,[],[f9178,f936]) ).

fof(f12125,plain,
    ( node4(s292)
    | ~ spl0_1668 ),
    inference(resolution,[],[f9187,f936]) ).

fof(f12127,plain,
    ( node4(s291)
    | ~ spl0_1670 ),
    inference(resolution,[],[f9196,f936]) ).

fof(f12129,plain,
    ( node4(s290)
    | ~ spl0_1672 ),
    inference(resolution,[],[f9205,f936]) ).

fof(f12131,plain,
    ( node4(s289)
    | ~ spl0_1674 ),
    inference(resolution,[],[f9214,f936]) ).

fof(f12133,plain,
    ( node4(s288)
    | ~ spl0_1676 ),
    inference(resolution,[],[f9223,f936]) ).

fof(f12135,plain,
    ( node4(s287)
    | ~ spl0_1678 ),
    inference(resolution,[],[f9232,f936]) ).

fof(f12137,plain,
    ( node4(s286)
    | ~ spl0_1680 ),
    inference(resolution,[],[f9241,f936]) ).

fof(f12139,plain,
    ( node4(s285)
    | ~ spl0_1682 ),
    inference(resolution,[],[f9250,f936]) ).

fof(f12141,plain,
    ( node4(s284)
    | ~ spl0_1684 ),
    inference(resolution,[],[f9259,f936]) ).

fof(f12143,plain,
    ( node4(s283)
    | ~ spl0_1686 ),
    inference(resolution,[],[f9268,f936]) ).

fof(f12145,plain,
    ( node4(s282)
    | ~ spl0_1688 ),
    inference(resolution,[],[f9277,f936]) ).

fof(f12147,plain,
    ( node4(s281)
    | ~ spl0_1690 ),
    inference(resolution,[],[f9286,f936]) ).

fof(f12149,plain,
    ( node4(s280)
    | ~ spl0_1692 ),
    inference(resolution,[],[f9295,f936]) ).

fof(f12151,plain,
    ( node4(s279)
    | ~ spl0_1694 ),
    inference(resolution,[],[f9304,f936]) ).

fof(f12153,plain,
    ( node4(s278)
    | ~ spl0_1696 ),
    inference(resolution,[],[f9313,f936]) ).

fof(f12155,plain,
    ( node4(s277)
    | ~ spl0_1698 ),
    inference(resolution,[],[f9322,f936]) ).

fof(f12157,plain,
    ( node4(s276)
    | ~ spl0_1700 ),
    inference(resolution,[],[f9331,f936]) ).

fof(f12159,plain,
    ( node4(s275)
    | ~ spl0_1702 ),
    inference(resolution,[],[f9340,f936]) ).

fof(f12161,plain,
    ( node4(s274)
    | ~ spl0_1704 ),
    inference(resolution,[],[f9349,f936]) ).

fof(f12163,plain,
    ( node4(s273)
    | ~ spl0_1706 ),
    inference(resolution,[],[f9358,f936]) ).

fof(f12165,plain,
    ( node4(s272)
    | ~ spl0_1708 ),
    inference(resolution,[],[f9367,f936]) ).

fof(f12167,plain,
    ( node4(s271)
    | ~ spl0_1710 ),
    inference(resolution,[],[f9376,f936]) ).

fof(f12169,plain,
    ( node4(s270)
    | ~ spl0_1712 ),
    inference(resolution,[],[f9385,f936]) ).

fof(f12171,plain,
    ( node4(s269)
    | ~ spl0_1714 ),
    inference(resolution,[],[f9394,f936]) ).

fof(f12173,plain,
    ( node4(s268)
    | ~ spl0_1716 ),
    inference(resolution,[],[f9403,f936]) ).

fof(f12175,plain,
    ( node4(s267)
    | ~ spl0_1718 ),
    inference(resolution,[],[f9412,f936]) ).

fof(f12177,plain,
    ( node4(s266)
    | ~ spl0_1720 ),
    inference(resolution,[],[f9421,f936]) ).

fof(f12179,plain,
    ( node4(s265)
    | ~ spl0_1722 ),
    inference(resolution,[],[f9430,f936]) ).

fof(f12181,plain,
    ( node4(s264)
    | ~ spl0_1724 ),
    inference(resolution,[],[f9439,f936]) ).

fof(f12183,plain,
    ( node4(s263)
    | ~ spl0_1726 ),
    inference(resolution,[],[f9448,f936]) ).

fof(f12185,plain,
    ( node4(s262)
    | ~ spl0_1728 ),
    inference(resolution,[],[f9457,f936]) ).

fof(f12187,plain,
    ( node4(s261)
    | ~ spl0_1730 ),
    inference(resolution,[],[f9466,f936]) ).

fof(f12189,plain,
    ( node4(s260)
    | ~ spl0_1732 ),
    inference(resolution,[],[f9475,f936]) ).

fof(f12191,plain,
    ( node4(s259)
    | ~ spl0_1734 ),
    inference(resolution,[],[f9484,f936]) ).

fof(f12193,plain,
    ( node4(s258)
    | ~ spl0_1736 ),
    inference(resolution,[],[f9493,f936]) ).

fof(f12195,plain,
    ( node4(s257)
    | ~ spl0_1738 ),
    inference(resolution,[],[f9502,f936]) ).

fof(f12197,plain,
    ( node4(s256)
    | ~ spl0_1740 ),
    inference(resolution,[],[f9511,f936]) ).

fof(f12199,plain,
    ( node4(s255)
    | ~ spl0_1742 ),
    inference(resolution,[],[f9520,f936]) ).

fof(f12201,plain,
    ( node4(s254)
    | ~ spl0_1744 ),
    inference(resolution,[],[f9529,f936]) ).

fof(f12203,plain,
    ( node4(s253)
    | ~ spl0_1746 ),
    inference(resolution,[],[f9538,f936]) ).

fof(f12205,plain,
    ( node4(s252)
    | ~ spl0_1748 ),
    inference(resolution,[],[f9547,f936]) ).

fof(f12207,plain,
    ( node4(s251)
    | ~ spl0_1750 ),
    inference(resolution,[],[f9556,f936]) ).

fof(f12209,plain,
    ( node4(s250)
    | ~ spl0_1752 ),
    inference(resolution,[],[f9565,f936]) ).

fof(f12211,plain,
    ( node4(s249)
    | ~ spl0_1754 ),
    inference(resolution,[],[f9574,f936]) ).

fof(f12213,plain,
    ( node4(s248)
    | ~ spl0_1756 ),
    inference(resolution,[],[f9583,f936]) ).

fof(f12215,plain,
    ( node4(s247)
    | ~ spl0_1758 ),
    inference(resolution,[],[f9592,f936]) ).

fof(f12217,plain,
    ( node4(s246)
    | ~ spl0_1760 ),
    inference(resolution,[],[f9601,f936]) ).

fof(f12219,plain,
    ( node4(s245)
    | ~ spl0_1762 ),
    inference(resolution,[],[f9610,f936]) ).

fof(f12221,plain,
    ( node4(s244)
    | ~ spl0_1764 ),
    inference(resolution,[],[f9619,f936]) ).

fof(f12223,plain,
    ( node4(s243)
    | ~ spl0_1766 ),
    inference(resolution,[],[f9628,f936]) ).

fof(f12225,plain,
    ( node4(s242)
    | ~ spl0_1768 ),
    inference(resolution,[],[f9637,f936]) ).

fof(f12227,plain,
    ( node4(s241)
    | ~ spl0_1770 ),
    inference(resolution,[],[f9646,f936]) ).

fof(f12229,plain,
    ( node4(s240)
    | ~ spl0_1772 ),
    inference(resolution,[],[f9655,f936]) ).

fof(f12231,plain,
    ( node4(s239)
    | ~ spl0_1774 ),
    inference(resolution,[],[f9664,f936]) ).

fof(f12233,plain,
    ( node4(s238)
    | ~ spl0_1776 ),
    inference(resolution,[],[f9673,f936]) ).

fof(f12235,plain,
    ( node4(s237)
    | ~ spl0_1778 ),
    inference(resolution,[],[f9682,f936]) ).

fof(f12237,plain,
    ( node4(s236)
    | ~ spl0_1780 ),
    inference(resolution,[],[f9691,f936]) ).

fof(f12239,plain,
    ( node4(s235)
    | ~ spl0_1782 ),
    inference(resolution,[],[f9700,f936]) ).

fof(f12241,plain,
    ( node4(s234)
    | ~ spl0_1784 ),
    inference(resolution,[],[f9709,f936]) ).

fof(f12243,plain,
    ( node4(s233)
    | ~ spl0_1786 ),
    inference(resolution,[],[f9718,f936]) ).

fof(f12245,plain,
    ( node4(s232)
    | ~ spl0_1788 ),
    inference(resolution,[],[f9727,f936]) ).

fof(f12247,plain,
    ( node4(s231)
    | ~ spl0_1790 ),
    inference(resolution,[],[f9736,f936]) ).

fof(f12249,plain,
    ( node4(s230)
    | ~ spl0_1792 ),
    inference(resolution,[],[f9745,f936]) ).

fof(f12251,plain,
    ( node4(s229)
    | ~ spl0_1794 ),
    inference(resolution,[],[f9754,f936]) ).

fof(f12253,plain,
    ( node4(s228)
    | ~ spl0_1796 ),
    inference(resolution,[],[f9763,f936]) ).

fof(f12255,plain,
    ( node4(s227)
    | ~ spl0_1798 ),
    inference(resolution,[],[f9772,f936]) ).

fof(f12257,plain,
    ( node4(s226)
    | ~ spl0_1800 ),
    inference(resolution,[],[f9781,f936]) ).

fof(f12259,plain,
    ( node4(s225)
    | ~ spl0_1802 ),
    inference(resolution,[],[f9790,f936]) ).

fof(f12261,plain,
    ( node4(s224)
    | ~ spl0_1804 ),
    inference(resolution,[],[f9799,f936]) ).

fof(f12263,plain,
    ( node4(s223)
    | ~ spl0_1806 ),
    inference(resolution,[],[f9808,f936]) ).

fof(f12265,plain,
    ( node4(s222)
    | ~ spl0_1808 ),
    inference(resolution,[],[f9817,f936]) ).

fof(f12267,plain,
    ( node4(s221)
    | ~ spl0_1810 ),
    inference(resolution,[],[f9826,f936]) ).

fof(f12269,plain,
    ( node4(s220)
    | ~ spl0_1812 ),
    inference(resolution,[],[f9835,f936]) ).

fof(f12271,plain,
    ( node4(s219)
    | ~ spl0_1814 ),
    inference(resolution,[],[f9844,f936]) ).

fof(f12273,plain,
    ( node4(s218)
    | ~ spl0_1816 ),
    inference(resolution,[],[f9853,f936]) ).

fof(f12275,plain,
    ( node4(s217)
    | ~ spl0_1818 ),
    inference(resolution,[],[f9862,f936]) ).

fof(f12277,plain,
    ( node4(s216)
    | ~ spl0_1820 ),
    inference(resolution,[],[f9871,f936]) ).

fof(f12279,plain,
    ( node4(s215)
    | ~ spl0_1822 ),
    inference(resolution,[],[f9880,f936]) ).

fof(f12281,plain,
    ( node4(s214)
    | ~ spl0_1824 ),
    inference(resolution,[],[f9889,f936]) ).

fof(f12283,plain,
    ( node4(s213)
    | ~ spl0_1826 ),
    inference(resolution,[],[f9898,f936]) ).

fof(f12285,plain,
    ( node4(s212)
    | ~ spl0_1828 ),
    inference(resolution,[],[f9907,f936]) ).

fof(f12287,plain,
    ( node4(s211)
    | ~ spl0_1830 ),
    inference(resolution,[],[f9916,f936]) ).

fof(f12289,plain,
    ( node4(s210)
    | ~ spl0_1832 ),
    inference(resolution,[],[f9925,f936]) ).

fof(f12291,plain,
    ( node4(s209)
    | ~ spl0_1834 ),
    inference(resolution,[],[f9934,f936]) ).

fof(f12293,plain,
    ( node4(s208)
    | ~ spl0_1836 ),
    inference(resolution,[],[f9943,f936]) ).

fof(f12295,plain,
    ( node4(s207)
    | ~ spl0_1838 ),
    inference(resolution,[],[f9952,f936]) ).

fof(f12297,plain,
    ( node4(s206)
    | ~ spl0_1840 ),
    inference(resolution,[],[f9961,f936]) ).

fof(f12299,plain,
    ( node4(s205)
    | ~ spl0_1842 ),
    inference(resolution,[],[f9970,f936]) ).

fof(f12301,plain,
    ( node4(s204)
    | ~ spl0_1844 ),
    inference(resolution,[],[f9979,f936]) ).

fof(f12303,plain,
    ( node4(s203)
    | ~ spl0_1846 ),
    inference(resolution,[],[f9988,f936]) ).

fof(f12305,plain,
    ( node4(s202)
    | ~ spl0_1848 ),
    inference(resolution,[],[f9997,f936]) ).

fof(f12307,plain,
    ( node4(s201)
    | ~ spl0_1850 ),
    inference(resolution,[],[f10006,f936]) ).

fof(f12309,plain,
    ( node4(s200)
    | ~ spl0_1852 ),
    inference(resolution,[],[f10015,f936]) ).

fof(f12311,plain,
    ( node4(s199)
    | ~ spl0_1854 ),
    inference(resolution,[],[f10024,f936]) ).

fof(f12313,plain,
    ( node4(s198)
    | ~ spl0_1856 ),
    inference(resolution,[],[f10033,f936]) ).

fof(f12315,plain,
    ( node4(s197)
    | ~ spl0_1858 ),
    inference(resolution,[],[f10042,f936]) ).

fof(f12317,plain,
    ( node4(s196)
    | ~ spl0_1860 ),
    inference(resolution,[],[f10051,f936]) ).

fof(f12319,plain,
    ( node4(s195)
    | ~ spl0_1862 ),
    inference(resolution,[],[f10060,f936]) ).

fof(f12321,plain,
    ( node4(s194)
    | ~ spl0_1864 ),
    inference(resolution,[],[f10069,f936]) ).

fof(f12323,plain,
    ( node4(s193)
    | ~ spl0_1866 ),
    inference(resolution,[],[f10078,f936]) ).

fof(f12325,plain,
    ( node4(s192)
    | ~ spl0_1868 ),
    inference(resolution,[],[f10087,f936]) ).

fof(f12327,plain,
    ( node4(s191)
    | ~ spl0_1870 ),
    inference(resolution,[],[f10096,f936]) ).

fof(f12329,plain,
    ( node4(s190)
    | ~ spl0_1872 ),
    inference(resolution,[],[f10105,f936]) ).

fof(f12331,plain,
    ( node4(s189)
    | ~ spl0_1874 ),
    inference(resolution,[],[f10114,f936]) ).

fof(f12333,plain,
    ( node4(s188)
    | ~ spl0_1876 ),
    inference(resolution,[],[f10123,f936]) ).

fof(f12335,plain,
    ( node4(s187)
    | ~ spl0_1878 ),
    inference(resolution,[],[f10132,f936]) ).

fof(f12337,plain,
    ( node4(s186)
    | ~ spl0_1880 ),
    inference(resolution,[],[f10141,f936]) ).

fof(f12339,plain,
    ( node4(s185)
    | ~ spl0_1882 ),
    inference(resolution,[],[f10150,f936]) ).

fof(f12341,plain,
    ( node4(s184)
    | ~ spl0_1884 ),
    inference(resolution,[],[f10159,f936]) ).

fof(f12343,plain,
    ( node4(s183)
    | ~ spl0_1886 ),
    inference(resolution,[],[f10168,f936]) ).

fof(f12345,plain,
    ( node4(s182)
    | ~ spl0_1888 ),
    inference(resolution,[],[f10177,f936]) ).

fof(f12347,plain,
    ( node4(s181)
    | ~ spl0_1890 ),
    inference(resolution,[],[f10186,f936]) ).

fof(f12349,plain,
    ( node4(s180)
    | ~ spl0_1892 ),
    inference(resolution,[],[f10195,f936]) ).

fof(f12351,plain,
    ( node4(s179)
    | ~ spl0_1894 ),
    inference(resolution,[],[f10204,f936]) ).

fof(f12353,plain,
    ( node4(s178)
    | ~ spl0_1896 ),
    inference(resolution,[],[f10213,f936]) ).

fof(f12355,plain,
    ( node4(s177)
    | ~ spl0_1898 ),
    inference(resolution,[],[f10222,f936]) ).

fof(f12357,plain,
    ( node4(s176)
    | ~ spl0_1900 ),
    inference(resolution,[],[f10231,f936]) ).

fof(f12359,plain,
    ( node4(s175)
    | ~ spl0_1902 ),
    inference(resolution,[],[f10240,f936]) ).

fof(f12361,plain,
    ( node4(s174)
    | ~ spl0_1904 ),
    inference(resolution,[],[f10249,f936]) ).

fof(f12363,plain,
    ( node4(s173)
    | ~ spl0_1906 ),
    inference(resolution,[],[f10258,f936]) ).

fof(f12365,plain,
    ( node4(s172)
    | ~ spl0_1908 ),
    inference(resolution,[],[f10267,f936]) ).

fof(f12367,plain,
    ( node4(s171)
    | ~ spl0_1910 ),
    inference(resolution,[],[f10276,f936]) ).

fof(f12369,plain,
    ( node4(s170)
    | ~ spl0_1912 ),
    inference(resolution,[],[f10285,f936]) ).

fof(f12371,plain,
    ( node4(s169)
    | ~ spl0_1914 ),
    inference(resolution,[],[f10294,f936]) ).

fof(f12373,plain,
    ( node4(s168)
    | ~ spl0_1916 ),
    inference(resolution,[],[f10303,f936]) ).

fof(f12375,plain,
    ( node4(s167)
    | ~ spl0_1918 ),
    inference(resolution,[],[f10312,f936]) ).

fof(f12377,plain,
    ( node4(s166)
    | ~ spl0_1920 ),
    inference(resolution,[],[f10321,f936]) ).

fof(f12379,plain,
    ( node4(s165)
    | ~ spl0_1922 ),
    inference(resolution,[],[f10330,f936]) ).

fof(f12381,plain,
    ( node4(s164)
    | ~ spl0_1924 ),
    inference(resolution,[],[f10339,f936]) ).

fof(f12383,plain,
    ( node4(s163)
    | ~ spl0_1926 ),
    inference(resolution,[],[f10348,f936]) ).

fof(f12385,plain,
    ( node4(s162)
    | ~ spl0_1928 ),
    inference(resolution,[],[f10357,f936]) ).

fof(f12387,plain,
    ( node4(s161)
    | ~ spl0_1930 ),
    inference(resolution,[],[f10366,f936]) ).

fof(f12389,plain,
    ( node4(s160)
    | ~ spl0_1932 ),
    inference(resolution,[],[f10375,f936]) ).

fof(f12391,plain,
    ( node4(s159)
    | ~ spl0_1934 ),
    inference(resolution,[],[f10384,f936]) ).

fof(f12393,plain,
    ( node4(s158)
    | ~ spl0_1936 ),
    inference(resolution,[],[f10393,f936]) ).

fof(f12395,plain,
    ( node4(s157)
    | ~ spl0_1938 ),
    inference(resolution,[],[f10402,f936]) ).

fof(f12397,plain,
    ( node4(s156)
    | ~ spl0_1940 ),
    inference(resolution,[],[f10411,f936]) ).

fof(f12399,plain,
    ( node4(s155)
    | ~ spl0_1942 ),
    inference(resolution,[],[f10420,f936]) ).

fof(f12401,plain,
    ( node4(s154)
    | ~ spl0_1944 ),
    inference(resolution,[],[f10429,f936]) ).

fof(f12403,plain,
    ( node4(s153)
    | ~ spl0_1946 ),
    inference(resolution,[],[f10438,f936]) ).

fof(f12405,plain,
    ( node4(s152)
    | ~ spl0_1948 ),
    inference(resolution,[],[f10447,f936]) ).

fof(f12407,plain,
    ( node4(s151)
    | ~ spl0_1950 ),
    inference(resolution,[],[f10456,f936]) ).

fof(f12409,plain,
    ( node4(s150)
    | ~ spl0_1952 ),
    inference(resolution,[],[f10465,f936]) ).

fof(f12411,plain,
    ( node4(s149)
    | ~ spl0_1954 ),
    inference(resolution,[],[f10474,f936]) ).

fof(f12413,plain,
    ( node4(s148)
    | ~ spl0_1956 ),
    inference(resolution,[],[f10483,f936]) ).

fof(f12415,plain,
    ( node4(s147)
    | ~ spl0_1958 ),
    inference(resolution,[],[f10492,f936]) ).

fof(f12417,plain,
    ( node4(s146)
    | ~ spl0_1960 ),
    inference(resolution,[],[f10501,f936]) ).

fof(f12419,plain,
    ( node4(s145)
    | ~ spl0_1962 ),
    inference(resolution,[],[f10510,f936]) ).

fof(f12421,plain,
    ( node4(s144)
    | ~ spl0_1964 ),
    inference(resolution,[],[f10519,f936]) ).

fof(f12423,plain,
    ( node4(s143)
    | ~ spl0_1966 ),
    inference(resolution,[],[f10528,f936]) ).

fof(f12425,plain,
    ( node4(s142)
    | ~ spl0_1968 ),
    inference(resolution,[],[f10537,f936]) ).

fof(f12427,plain,
    ( node4(s141)
    | ~ spl0_1970 ),
    inference(resolution,[],[f10546,f936]) ).

fof(f12429,plain,
    ( node4(s140)
    | ~ spl0_1972 ),
    inference(resolution,[],[f10555,f936]) ).

fof(f12431,plain,
    ( node4(s139)
    | ~ spl0_1974 ),
    inference(resolution,[],[f10564,f936]) ).

fof(f12433,plain,
    ( node4(s138)
    | ~ spl0_1976 ),
    inference(resolution,[],[f10573,f936]) ).

fof(f12435,plain,
    ( node4(s137)
    | ~ spl0_1978 ),
    inference(resolution,[],[f10582,f936]) ).

fof(f12437,plain,
    ( node4(s136)
    | ~ spl0_1980 ),
    inference(resolution,[],[f10591,f936]) ).

fof(f12439,plain,
    ( node4(s135)
    | ~ spl0_1982 ),
    inference(resolution,[],[f10600,f936]) ).

fof(f12441,plain,
    ( node4(s134)
    | ~ spl0_1984 ),
    inference(resolution,[],[f10609,f936]) ).

fof(f12443,plain,
    ( node4(s133)
    | ~ spl0_1986 ),
    inference(resolution,[],[f10618,f936]) ).

fof(f12445,plain,
    ( node4(s132)
    | ~ spl0_1988 ),
    inference(resolution,[],[f10627,f936]) ).

fof(f12447,plain,
    ( node4(s131)
    | ~ spl0_1990 ),
    inference(resolution,[],[f10636,f936]) ).

fof(f12449,plain,
    ( node4(s130)
    | ~ spl0_1992 ),
    inference(resolution,[],[f10645,f936]) ).

fof(f12451,plain,
    ( node4(s129)
    | ~ spl0_1994 ),
    inference(resolution,[],[f10654,f936]) ).

fof(f12453,plain,
    ( node4(s128)
    | ~ spl0_1996 ),
    inference(resolution,[],[f10663,f936]) ).

fof(f12455,plain,
    ( node4(s127)
    | ~ spl0_1998 ),
    inference(resolution,[],[f10672,f936]) ).

fof(f12457,plain,
    ( node4(s126)
    | ~ spl0_2000 ),
    inference(resolution,[],[f10681,f936]) ).

fof(f12459,plain,
    ( node4(s125)
    | ~ spl0_2002 ),
    inference(resolution,[],[f10690,f936]) ).

fof(f12461,plain,
    ( node4(s124)
    | ~ spl0_2004 ),
    inference(resolution,[],[f10699,f936]) ).

fof(f12463,plain,
    ( node4(s123)
    | ~ spl0_2006 ),
    inference(resolution,[],[f10708,f936]) ).

fof(f12465,plain,
    ( node4(s122)
    | ~ spl0_2008 ),
    inference(resolution,[],[f10717,f936]) ).

fof(f12467,plain,
    ( node4(s121)
    | ~ spl0_2010 ),
    inference(resolution,[],[f10726,f936]) ).

fof(f12469,plain,
    ( node4(s120)
    | ~ spl0_2012 ),
    inference(resolution,[],[f10735,f936]) ).

fof(f12471,plain,
    ( node4(s119)
    | ~ spl0_2014 ),
    inference(resolution,[],[f10744,f936]) ).

fof(f12473,plain,
    ( node4(s118)
    | ~ spl0_2016 ),
    inference(resolution,[],[f10753,f936]) ).

fof(f12475,plain,
    ( node4(s117)
    | ~ spl0_2018 ),
    inference(resolution,[],[f10762,f936]) ).

fof(f12477,plain,
    ( node4(s116)
    | ~ spl0_2020 ),
    inference(resolution,[],[f10771,f936]) ).

fof(f12479,plain,
    ( node4(s115)
    | ~ spl0_2022 ),
    inference(resolution,[],[f10780,f936]) ).

fof(f12481,plain,
    ( node4(s114)
    | ~ spl0_2024 ),
    inference(resolution,[],[f10789,f936]) ).

fof(f12483,plain,
    ( node4(s113)
    | ~ spl0_2026 ),
    inference(resolution,[],[f10798,f936]) ).

fof(f12485,plain,
    ( node4(s112)
    | ~ spl0_2028 ),
    inference(resolution,[],[f10807,f936]) ).

fof(f12487,plain,
    ( node4(s111)
    | ~ spl0_2030 ),
    inference(resolution,[],[f10816,f936]) ).

fof(f12489,plain,
    ( node4(s110)
    | ~ spl0_2032 ),
    inference(resolution,[],[f10825,f936]) ).

fof(f12491,plain,
    ( node4(s109)
    | ~ spl0_2034 ),
    inference(resolution,[],[f10834,f936]) ).

fof(f12493,plain,
    ( node4(s108)
    | ~ spl0_2036 ),
    inference(resolution,[],[f10843,f936]) ).

fof(f12495,plain,
    ( node4(s107)
    | ~ spl0_2038 ),
    inference(resolution,[],[f10852,f936]) ).

fof(f12497,plain,
    ( node4(s106)
    | ~ spl0_2040 ),
    inference(resolution,[],[f10861,f936]) ).

fof(f12499,plain,
    ( node4(s105)
    | ~ spl0_2042 ),
    inference(resolution,[],[f10870,f936]) ).

fof(f12501,plain,
    ( node4(s104)
    | ~ spl0_2044 ),
    inference(resolution,[],[f10879,f936]) ).

fof(f12503,plain,
    ( node4(s103)
    | ~ spl0_2046 ),
    inference(resolution,[],[f10888,f936]) ).

fof(f12505,plain,
    ( node4(s102)
    | ~ spl0_2048 ),
    inference(resolution,[],[f10897,f936]) ).

fof(f12507,plain,
    ( node4(s101)
    | ~ spl0_2050 ),
    inference(resolution,[],[f10906,f936]) ).

fof(f12509,plain,
    ( node4(s100)
    | ~ spl0_2052 ),
    inference(resolution,[],[f10915,f936]) ).

fof(f12511,plain,
    ( node4(s99)
    | ~ spl0_2054 ),
    inference(resolution,[],[f10924,f936]) ).

fof(f12513,plain,
    ( node4(s98)
    | ~ spl0_2056 ),
    inference(resolution,[],[f10933,f936]) ).

fof(f12515,plain,
    ( node4(s97)
    | ~ spl0_2058 ),
    inference(resolution,[],[f10942,f936]) ).

fof(f12517,plain,
    ( node4(s96)
    | ~ spl0_2060 ),
    inference(resolution,[],[f10951,f936]) ).

fof(f12519,plain,
    ( node4(s95)
    | ~ spl0_2062 ),
    inference(resolution,[],[f10960,f936]) ).

fof(f12521,plain,
    ( node4(s94)
    | ~ spl0_2064 ),
    inference(resolution,[],[f10969,f936]) ).

fof(f12523,plain,
    ( node4(s93)
    | ~ spl0_2066 ),
    inference(resolution,[],[f10978,f936]) ).

fof(f12525,plain,
    ( node4(s92)
    | ~ spl0_2068 ),
    inference(resolution,[],[f10987,f936]) ).

fof(f12527,plain,
    ( node4(s91)
    | ~ spl0_2070 ),
    inference(resolution,[],[f10996,f936]) ).

fof(f12529,plain,
    ( node4(s90)
    | ~ spl0_2072 ),
    inference(resolution,[],[f11005,f936]) ).

fof(f12531,plain,
    ( node4(s89)
    | ~ spl0_2074 ),
    inference(resolution,[],[f11014,f936]) ).

fof(f12533,plain,
    ( node4(s88)
    | ~ spl0_2076 ),
    inference(resolution,[],[f11023,f936]) ).

fof(f12535,plain,
    ( node4(s87)
    | ~ spl0_2078 ),
    inference(resolution,[],[f11032,f936]) ).

fof(f12537,plain,
    ( node4(s86)
    | ~ spl0_2080 ),
    inference(resolution,[],[f11041,f936]) ).

fof(f12539,plain,
    ( node4(s85)
    | ~ spl0_2082 ),
    inference(resolution,[],[f11050,f936]) ).

fof(f12541,plain,
    ( node4(s84)
    | ~ spl0_2084 ),
    inference(resolution,[],[f11059,f936]) ).

fof(f12543,plain,
    ( node4(s83)
    | ~ spl0_2086 ),
    inference(resolution,[],[f11068,f936]) ).

fof(f12545,plain,
    ( node4(s82)
    | ~ spl0_2088 ),
    inference(resolution,[],[f11077,f936]) ).

fof(f12547,plain,
    ( node4(s81)
    | ~ spl0_2090 ),
    inference(resolution,[],[f11086,f936]) ).

fof(f12549,plain,
    ( node4(s80)
    | ~ spl0_2092 ),
    inference(resolution,[],[f11095,f936]) ).

fof(f12551,plain,
    ( node4(s79)
    | ~ spl0_2094 ),
    inference(resolution,[],[f11104,f936]) ).

fof(f12553,plain,
    ( node4(s78)
    | ~ spl0_2096 ),
    inference(resolution,[],[f11113,f936]) ).

fof(f12555,plain,
    ( node4(s77)
    | ~ spl0_2098 ),
    inference(resolution,[],[f11122,f936]) ).

fof(f12557,plain,
    ( node4(s76)
    | ~ spl0_2100 ),
    inference(resolution,[],[f11131,f936]) ).

fof(f12559,plain,
    ( node4(s75)
    | ~ spl0_2102 ),
    inference(resolution,[],[f11140,f936]) ).

fof(f12561,plain,
    ( node4(s74)
    | ~ spl0_2104 ),
    inference(resolution,[],[f11149,f936]) ).

fof(f12563,plain,
    ( node4(s73)
    | ~ spl0_2106 ),
    inference(resolution,[],[f11158,f936]) ).

fof(f12565,plain,
    ( node4(s72)
    | ~ spl0_2108 ),
    inference(resolution,[],[f11167,f936]) ).

fof(f12567,plain,
    ( node4(s71)
    | ~ spl0_2110 ),
    inference(resolution,[],[f11176,f936]) ).

fof(f12569,plain,
    ( node4(s70)
    | ~ spl0_2112 ),
    inference(resolution,[],[f11185,f936]) ).

fof(f12571,plain,
    ( node4(s69)
    | ~ spl0_2114 ),
    inference(resolution,[],[f11194,f936]) ).

fof(f12573,plain,
    ( node4(s68)
    | ~ spl0_2116 ),
    inference(resolution,[],[f11203,f936]) ).

fof(f12575,plain,
    ( node4(s67)
    | ~ spl0_2118 ),
    inference(resolution,[],[f11212,f936]) ).

fof(f12577,plain,
    ( node4(s66)
    | ~ spl0_2120 ),
    inference(resolution,[],[f11221,f936]) ).

fof(f12579,plain,
    ( node4(s65)
    | ~ spl0_2122 ),
    inference(resolution,[],[f11230,f936]) ).

fof(f12581,plain,
    ( node4(s64)
    | ~ spl0_2124 ),
    inference(resolution,[],[f11239,f936]) ).

fof(f12583,plain,
    ( node4(s63)
    | ~ spl0_2126 ),
    inference(resolution,[],[f11248,f936]) ).

fof(f12585,plain,
    ( node4(s62)
    | ~ spl0_2128 ),
    inference(resolution,[],[f11257,f936]) ).

fof(f12587,plain,
    ( node4(s61)
    | ~ spl0_2130 ),
    inference(resolution,[],[f11266,f936]) ).

fof(f12589,plain,
    ( node4(s60)
    | ~ spl0_2132 ),
    inference(resolution,[],[f11275,f936]) ).

fof(f12591,plain,
    ( node4(s59)
    | ~ spl0_2134 ),
    inference(resolution,[],[f11284,f936]) ).

fof(f12593,plain,
    ( node4(s58)
    | ~ spl0_2136 ),
    inference(resolution,[],[f11293,f936]) ).

fof(f12595,plain,
    ( node4(s57)
    | ~ spl0_2138 ),
    inference(resolution,[],[f11302,f936]) ).

fof(f12597,plain,
    ( node4(s56)
    | ~ spl0_2140 ),
    inference(resolution,[],[f11311,f936]) ).

fof(f12599,plain,
    ( node4(s55)
    | ~ spl0_2142 ),
    inference(resolution,[],[f11320,f936]) ).

fof(f12601,plain,
    ( node4(s54)
    | ~ spl0_2144 ),
    inference(resolution,[],[f11329,f936]) ).

fof(f12603,plain,
    ( node4(s53)
    | ~ spl0_2146 ),
    inference(resolution,[],[f11338,f936]) ).

fof(f12605,plain,
    ( node4(s52)
    | ~ spl0_2148 ),
    inference(resolution,[],[f11347,f936]) ).

fof(f12607,plain,
    ( node4(s51)
    | ~ spl0_2150 ),
    inference(resolution,[],[f11356,f936]) ).

fof(f12609,plain,
    ( node4(s50)
    | ~ spl0_2152 ),
    inference(resolution,[],[f11365,f936]) ).

fof(f12611,plain,
    ( node4(s49)
    | ~ spl0_2154 ),
    inference(resolution,[],[f11374,f936]) ).

fof(f12613,plain,
    ( node4(s48)
    | ~ spl0_2156 ),
    inference(resolution,[],[f11383,f936]) ).

fof(f12615,plain,
    ( node4(s47)
    | ~ spl0_2158 ),
    inference(resolution,[],[f11392,f936]) ).

fof(f12617,plain,
    ( node4(s46)
    | ~ spl0_2160 ),
    inference(resolution,[],[f11401,f936]) ).

fof(f12619,plain,
    ( node4(s45)
    | ~ spl0_2162 ),
    inference(resolution,[],[f11410,f936]) ).

fof(f12621,plain,
    ( node4(s44)
    | ~ spl0_2164 ),
    inference(resolution,[],[f11419,f936]) ).

fof(f12623,plain,
    ( node4(s43)
    | ~ spl0_2166 ),
    inference(resolution,[],[f11428,f936]) ).

fof(f12625,plain,
    ( node4(s42)
    | ~ spl0_2168 ),
    inference(resolution,[],[f11437,f936]) ).

fof(f12627,plain,
    ( node4(s41)
    | ~ spl0_2170 ),
    inference(resolution,[],[f11446,f936]) ).

fof(f12629,plain,
    ( node4(s40)
    | ~ spl0_2172 ),
    inference(resolution,[],[f11455,f936]) ).

fof(f12631,plain,
    ( node4(s39)
    | ~ spl0_2174 ),
    inference(resolution,[],[f11464,f936]) ).

fof(f12633,plain,
    ( node4(s38)
    | ~ spl0_2176 ),
    inference(resolution,[],[f11473,f936]) ).

fof(f12635,plain,
    ( node4(s37)
    | ~ spl0_2178 ),
    inference(resolution,[],[f11482,f936]) ).

fof(f12637,plain,
    ( node4(s36)
    | ~ spl0_2180 ),
    inference(resolution,[],[f11491,f936]) ).

fof(f12639,plain,
    ( node4(s35)
    | ~ spl0_2182 ),
    inference(resolution,[],[f11500,f936]) ).

fof(f12641,plain,
    ( node4(s34)
    | ~ spl0_2184 ),
    inference(resolution,[],[f11509,f936]) ).

fof(f12643,plain,
    ( node4(s33)
    | ~ spl0_2186 ),
    inference(resolution,[],[f11518,f936]) ).

fof(f12645,plain,
    ( node4(s32)
    | ~ spl0_2188 ),
    inference(resolution,[],[f11527,f936]) ).

fof(f12647,plain,
    ( node4(s31)
    | ~ spl0_2190 ),
    inference(resolution,[],[f11536,f936]) ).

fof(f12649,plain,
    ( node4(s30)
    | ~ spl0_2192 ),
    inference(resolution,[],[f11545,f936]) ).

fof(f12651,plain,
    ( node4(s29)
    | ~ spl0_2194 ),
    inference(resolution,[],[f11554,f936]) ).

fof(f12653,plain,
    ( node4(s28)
    | ~ spl0_2196 ),
    inference(resolution,[],[f11563,f936]) ).

fof(f12655,plain,
    ( node4(s27)
    | ~ spl0_2198 ),
    inference(resolution,[],[f11572,f936]) ).

fof(f12657,plain,
    ( node4(s26)
    | ~ spl0_2200 ),
    inference(resolution,[],[f11581,f936]) ).

fof(f12659,plain,
    ( node4(s25)
    | ~ spl0_2202 ),
    inference(resolution,[],[f11590,f936]) ).

fof(f12661,plain,
    ( node4(s24)
    | ~ spl0_2204 ),
    inference(resolution,[],[f11599,f936]) ).

fof(f12663,plain,
    ( node4(s23)
    | ~ spl0_2206 ),
    inference(resolution,[],[f11608,f936]) ).

fof(f12665,plain,
    ( node4(s22)
    | ~ spl0_2208 ),
    inference(resolution,[],[f11617,f936]) ).

fof(f12667,plain,
    ( node4(s21)
    | ~ spl0_2210 ),
    inference(resolution,[],[f11626,f936]) ).

fof(f12669,plain,
    ( node4(s20)
    | ~ spl0_2212 ),
    inference(resolution,[],[f11635,f936]) ).

fof(f12671,plain,
    ( node4(s19)
    | ~ spl0_2214 ),
    inference(resolution,[],[f11644,f936]) ).

fof(f12673,plain,
    ( node4(s18)
    | ~ spl0_2216 ),
    inference(resolution,[],[f11653,f936]) ).

fof(f12675,plain,
    ( node4(s17)
    | ~ spl0_2218 ),
    inference(resolution,[],[f11662,f936]) ).

fof(f12677,plain,
    ( node4(s16)
    | ~ spl0_2220 ),
    inference(resolution,[],[f11671,f936]) ).

fof(f12679,plain,
    ( node4(s15)
    | ~ spl0_2222 ),
    inference(resolution,[],[f11680,f936]) ).

fof(f12681,plain,
    ( node4(s14)
    | ~ spl0_2224 ),
    inference(resolution,[],[f11689,f936]) ).

fof(f12683,plain,
    ( node4(s13)
    | ~ spl0_2226 ),
    inference(resolution,[],[f11698,f936]) ).

fof(f12685,plain,
    ( node4(s12)
    | ~ spl0_2228 ),
    inference(resolution,[],[f11707,f936]) ).

fof(f12687,plain,
    ( node4(s11)
    | ~ spl0_2230 ),
    inference(resolution,[],[f11716,f936]) ).

fof(f12689,plain,
    ( node4(s10)
    | ~ spl0_2232 ),
    inference(resolution,[],[f11725,f936]) ).

fof(f12691,plain,
    ( node4(s9)
    | ~ spl0_2234 ),
    inference(resolution,[],[f11734,f936]) ).

fof(f12693,plain,
    ( node4(s8)
    | ~ spl0_2236 ),
    inference(resolution,[],[f11743,f936]) ).

fof(f12695,plain,
    ( node4(s7)
    | ~ spl0_2238 ),
    inference(resolution,[],[f11752,f936]) ).

fof(f12697,plain,
    ( node4(s6)
    | ~ spl0_2240 ),
    inference(resolution,[],[f11761,f936]) ).

fof(f12699,plain,
    ( node4(s5)
    | ~ spl0_2242 ),
    inference(resolution,[],[f11770,f936]) ).

fof(f12701,plain,
    ( node4(s4)
    | ~ spl0_2244 ),
    inference(resolution,[],[f11779,f936]) ).

fof(f12703,plain,
    ( node4(s3)
    | ~ spl0_2246 ),
    inference(resolution,[],[f11788,f936]) ).

fof(f12705,plain,
    ( node4(s2)
    | ~ spl0_2248 ),
    inference(resolution,[],[f11797,f936]) ).

fof(f12707,plain,
    ( node4(s1)
    | ~ spl0_2250 ),
    inference(resolution,[],[f11806,f936]) ).

fof(f12708,plain,
    ( $false
    | ~ spl0_458
    | ~ spl0_459
    | ~ spl0_2250 ),
    inference(forward_subsumption_resolution,[],[f12707,f7292]) ).

fof(f12709,plain,
    ( ~ spl0_458
    | ~ spl0_459
    | ~ spl0_2250 ),
    inference(avatar_contradiction_clause,[],[f12708]) ).

fof(f12731,definition,
    ( spl0_2256
  <=> always3(s0) ),
    introduced(definition,[new_symbols(definition,[spl0_2256])],[avatar_definition]) ).

fof(f12733,plain,
    ( always3(s0)
    | ~ spl0_2256 ),
    inference(avatar_component_clause,[],[f12731]) ).

fof(f12734,plain,
    ( spl0_1355
    | spl0_2256 ),
    inference(avatar_split_clause,[],[f7349,f12731,f7269]) ).

fof(f12745,plain,
    ( ! [X0] :
        ( trans(X0,s1)
        | always3(X0) )
    | ~ spl0_2251 ),
    inference(resolution,[],[f11810,f934]) ).

fof(f12746,plain,
    ( node4(s1)
    | ~ spl0_2251 ),
    inference(resolution,[],[f11810,f937]) ).

fof(f12747,plain,
    ( $false
    | ~ spl0_458
    | ~ spl0_459
    | ~ spl0_2251 ),
    inference(forward_subsumption_resolution,[],[f12746,f7292]) ).

fof(f12748,plain,
    ( ~ spl0_458
    | ~ spl0_459
    | ~ spl0_2251 ),
    inference(avatar_contradiction_clause,[],[f12747]) ).

fof(f12750,definition,
    ( spl0_2257
  <=> node4(s1) ),
    introduced(definition,[new_symbols(definition,[spl0_2257])],[avatar_definition]) ).

fof(f12751,plain,
    ( node4(s1)
    | ~ spl0_2257 ),
    inference(avatar_component_clause,[],[f12750]) ).

fof(f12755,plain,
    ( ~ xuntil6(s2)
    | ~ node4(s2)
    | ~ spl0_460 ),
    inference(resolution,[],[f2790,f938]) ).

fof(f12756,plain,
    ( ~ node4(s2)
    | ~ spl0_460
    | ~ spl0_461 ),
    inference(forward_subsumption_resolution,[],[f12755,f2796]) ).

fof(f12758,plain,
    ( node4(s1)
    | ~ spl0_2250 ),
    inference(resolution,[],[f11806,f936]) ).

fof(f12759,plain,
    ( spl0_2257
    | ~ spl0_2250 ),
    inference(avatar_split_clause,[],[f12758,f11804,f12750]) ).

fof(f12760,plain,
    ( $false
    | ~ spl0_460
    | ~ spl0_461
    | ~ spl0_2248 ),
    inference(forward_subsumption_resolution,[],[f12705,f12756]) ).

fof(f12761,plain,
    ( ~ spl0_460
    | ~ spl0_461
    | ~ spl0_2248 ),
    inference(avatar_contradiction_clause,[],[f12760]) ).

fof(f12762,plain,
    ( ! [X0] :
        ( trans(X0,s2)
        | always3(X0) )
    | ~ spl0_2249 ),
    inference(resolution,[],[f11801,f934]) ).

fof(f12763,plain,
    ( node4(s2)
    | ~ spl0_2249 ),
    inference(resolution,[],[f11801,f937]) ).

fof(f12764,plain,
    ( $false
    | ~ spl0_460
    | ~ spl0_461
    | ~ spl0_2249 ),
    inference(forward_subsumption_resolution,[],[f12763,f12756]) ).

fof(f12765,plain,
    ( ~ spl0_460
    | ~ spl0_461
    | ~ spl0_2249 ),
    inference(avatar_contradiction_clause,[],[f12764]) ).

fof(f12767,definition,
    ( spl0_2258
  <=> node4(s2) ),
    introduced(definition,[new_symbols(definition,[spl0_2258])],[avatar_definition]) ).

fof(f12768,plain,
    ( node4(s2)
    | ~ spl0_2258 ),
    inference(avatar_component_clause,[],[f12767]) ).

fof(f12771,plain,
    ( ~ xuntil6(s3)
    | ~ node4(s3)
    | ~ spl0_462 ),
    inference(resolution,[],[f2800,f938]) ).

fof(f12772,plain,
    ( ~ node4(s3)
    | ~ spl0_462
    | ~ spl0_463 ),
    inference(forward_subsumption_resolution,[],[f12771,f2806]) ).

fof(f12775,plain,
    ( ~ xuntil6(s3)
    | ~ spl0_462
    | ~ spl0_2246 ),
    inference(forward_subsumption_resolution,[],[f12771,f12703]) ).

fof(f12776,plain,
    ( ~ spl0_463
    | ~ spl0_462
    | ~ spl0_2246 ),
    inference(avatar_split_clause,[],[f12775,f11786,f2798,f2804]) ).

fof(f12777,plain,
    ( ~ xuntil6(s4)
    | ~ node4(s4)
    | ~ spl0_464 ),
    inference(resolution,[],[f2810,f938]) ).

fof(f12778,plain,
    ( ~ node4(s4)
    | ~ spl0_464
    | ~ spl0_465 ),
    inference(forward_subsumption_resolution,[],[f12777,f2816]) ).

fof(f12781,plain,
    ( ~ xuntil6(s4)
    | ~ spl0_464
    | ~ spl0_2244 ),
    inference(forward_subsumption_resolution,[],[f12777,f12701]) ).

fof(f12782,plain,
    ( ~ spl0_465
    | ~ spl0_464
    | ~ spl0_2244 ),
    inference(avatar_split_clause,[],[f12781,f11777,f2808,f2814]) ).

fof(f12783,plain,
    ( ~ xuntil6(s5)
    | ~ node4(s5)
    | ~ spl0_466 ),
    inference(resolution,[],[f2820,f938]) ).

fof(f12784,plain,
    ( ~ node4(s5)
    | ~ spl0_466
    | ~ spl0_467 ),
    inference(forward_subsumption_resolution,[],[f12783,f2826]) ).

fof(f12787,plain,
    ( ~ xuntil6(s5)
    | ~ spl0_466
    | ~ spl0_2242 ),
    inference(forward_subsumption_resolution,[],[f12783,f12699]) ).

fof(f12788,plain,
    ( ~ spl0_467
    | ~ spl0_466
    | ~ spl0_2242 ),
    inference(avatar_split_clause,[],[f12787,f11768,f2818,f2824]) ).

fof(f12789,plain,
    ( ~ xuntil6(s6)
    | ~ node4(s6)
    | ~ spl0_468 ),
    inference(resolution,[],[f2830,f938]) ).

fof(f12790,plain,
    ( ~ node4(s6)
    | ~ spl0_468
    | ~ spl0_469 ),
    inference(forward_subsumption_resolution,[],[f12789,f2836]) ).

fof(f12793,plain,
    ( ~ xuntil6(s6)
    | ~ spl0_468
    | ~ spl0_2240 ),
    inference(forward_subsumption_resolution,[],[f12789,f12697]) ).

fof(f12794,plain,
    ( ~ spl0_469
    | ~ spl0_468
    | ~ spl0_2240 ),
    inference(avatar_split_clause,[],[f12793,f11759,f2828,f2834]) ).

fof(f12795,plain,
    ( ~ xuntil6(s7)
    | ~ node4(s7)
    | ~ spl0_470 ),
    inference(resolution,[],[f2840,f938]) ).

fof(f12796,plain,
    ( ~ node4(s7)
    | ~ spl0_470
    | ~ spl0_471 ),
    inference(forward_subsumption_resolution,[],[f12795,f2846]) ).

fof(f12799,plain,
    ( ~ xuntil6(s7)
    | ~ spl0_470
    | ~ spl0_2238 ),
    inference(forward_subsumption_resolution,[],[f12795,f12695]) ).

fof(f12800,plain,
    ( ~ spl0_471
    | ~ spl0_470
    | ~ spl0_2238 ),
    inference(avatar_split_clause,[],[f12799,f11750,f2838,f2844]) ).

fof(f12801,plain,
    ( ~ xuntil6(s8)
    | ~ node4(s8)
    | ~ spl0_472 ),
    inference(resolution,[],[f2850,f938]) ).

fof(f12802,plain,
    ( ~ node4(s8)
    | ~ spl0_472
    | ~ spl0_473 ),
    inference(forward_subsumption_resolution,[],[f12801,f2856]) ).

fof(f12805,plain,
    ( ~ xuntil6(s8)
    | ~ spl0_472
    | ~ spl0_2236 ),
    inference(forward_subsumption_resolution,[],[f12801,f12693]) ).

fof(f12806,plain,
    ( ~ spl0_473
    | ~ spl0_472
    | ~ spl0_2236 ),
    inference(avatar_split_clause,[],[f12805,f11741,f2848,f2854]) ).

fof(f12807,plain,
    ( ~ xuntil6(s9)
    | ~ node4(s9)
    | ~ spl0_474 ),
    inference(resolution,[],[f2860,f938]) ).

fof(f12808,plain,
    ( ~ node4(s9)
    | ~ spl0_474
    | ~ spl0_475 ),
    inference(forward_subsumption_resolution,[],[f12807,f2866]) ).

fof(f12811,plain,
    ( ~ xuntil6(s9)
    | ~ spl0_474
    | ~ spl0_2234 ),
    inference(forward_subsumption_resolution,[],[f12807,f12691]) ).

fof(f12812,plain,
    ( ~ spl0_475
    | ~ spl0_474
    | ~ spl0_2234 ),
    inference(avatar_split_clause,[],[f12811,f11732,f2858,f2864]) ).

fof(f12813,plain,
    ( ~ xuntil6(s10)
    | ~ node4(s10)
    | ~ spl0_476 ),
    inference(resolution,[],[f2870,f938]) ).

fof(f12814,plain,
    ( ~ node4(s10)
    | ~ spl0_476
    | ~ spl0_477 ),
    inference(forward_subsumption_resolution,[],[f12813,f2876]) ).

fof(f12817,plain,
    ( ~ xuntil6(s10)
    | ~ spl0_476
    | ~ spl0_2232 ),
    inference(forward_subsumption_resolution,[],[f12813,f12689]) ).

fof(f12818,plain,
    ( ~ spl0_477
    | ~ spl0_476
    | ~ spl0_2232 ),
    inference(avatar_split_clause,[],[f12817,f11723,f2868,f2874]) ).

fof(f12819,plain,
    ( ~ xuntil6(s11)
    | ~ node4(s11)
    | ~ spl0_478 ),
    inference(resolution,[],[f2880,f938]) ).

fof(f12820,plain,
    ( ~ node4(s11)
    | ~ spl0_478
    | ~ spl0_479 ),
    inference(forward_subsumption_resolution,[],[f12819,f2886]) ).

fof(f12821,plain,
    ( $false
    | ~ spl0_478
    | ~ spl0_479
    | ~ spl0_2230 ),
    inference(forward_subsumption_resolution,[],[f12820,f12687]) ).

fof(f12822,plain,
    ( ~ spl0_478
    | ~ spl0_479
    | ~ spl0_2230 ),
    inference(avatar_contradiction_clause,[],[f12821]) ).

fof(f12823,plain,
    ( ! [X0] :
        ( trans(X0,s11)
        | always3(X0) )
    | ~ spl0_2231 ),
    inference(resolution,[],[f11720,f934]) ).

fof(f12824,plain,
    ( node4(s11)
    | ~ spl0_2231 ),
    inference(resolution,[],[f11720,f937]) ).

fof(f12825,plain,
    ( $false
    | ~ spl0_478
    | ~ spl0_479
    | ~ spl0_2231 ),
    inference(forward_subsumption_resolution,[],[f12824,f12820]) ).

fof(f12826,plain,
    ( ~ spl0_478
    | ~ spl0_479
    | ~ spl0_2231 ),
    inference(avatar_contradiction_clause,[],[f12825]) ).

fof(f12828,definition,
    ( spl0_2259
  <=> node4(s10) ),
    introduced(definition,[new_symbols(definition,[spl0_2259])],[avatar_definition]) ).

fof(f12829,plain,
    ( node4(s10)
    | ~ spl0_2259 ),
    inference(avatar_component_clause,[],[f12828]) ).

fof(f12832,plain,
    ( ~ spl0_2259
    | ~ spl0_476
    | ~ spl0_477 ),
    inference(avatar_split_clause,[],[f12814,f2874,f2868,f12828]) ).

fof(f12835,plain,
    ( ! [X0] :
        ( trans(X0,s10)
        | always3(X0) )
    | ~ spl0_2233 ),
    inference(resolution,[],[f11729,f934]) ).

fof(f12836,plain,
    ( node4(s10)
    | ~ spl0_2233 ),
    inference(resolution,[],[f11729,f937]) ).

fof(f12839,plain,
    ( spl0_2259
    | ~ spl0_2233 ),
    inference(avatar_split_clause,[],[f12836,f11727,f12828]) ).

fof(f12841,definition,
    ( spl0_2260
  <=> node4(s9) ),
    introduced(definition,[new_symbols(definition,[spl0_2260])],[avatar_definition]) ).

fof(f12842,plain,
    ( node4(s9)
    | ~ spl0_2260 ),
    inference(avatar_component_clause,[],[f12841]) ).

fof(f12845,plain,
    ( ~ spl0_2260
    | ~ spl0_474
    | ~ spl0_475 ),
    inference(avatar_split_clause,[],[f12808,f2864,f2858,f12841]) ).

fof(f12846,plain,
    ( ! [X0] :
        ( trans(X0,s9)
        | always3(X0) )
    | ~ spl0_2235 ),
    inference(resolution,[],[f11738,f934]) ).

fof(f12847,plain,
    ( node4(s9)
    | ~ spl0_2235 ),
    inference(resolution,[],[f11738,f937]) ).

fof(f12850,plain,
    ( spl0_2260
    | ~ spl0_2235 ),
    inference(avatar_split_clause,[],[f12847,f11736,f12841]) ).

fof(f12852,definition,
    ( spl0_2261
  <=> node4(s8) ),
    introduced(definition,[new_symbols(definition,[spl0_2261])],[avatar_definition]) ).

fof(f12853,plain,
    ( node4(s8)
    | ~ spl0_2261 ),
    inference(avatar_component_clause,[],[f12852]) ).

fof(f12856,plain,
    ( ~ spl0_2261
    | ~ spl0_472
    | ~ spl0_473 ),
    inference(avatar_split_clause,[],[f12802,f2854,f2848,f12852]) ).

fof(f12857,plain,
    ( ! [X0] :
        ( trans(X0,s8)
        | always3(X0) )
    | ~ spl0_2237 ),
    inference(resolution,[],[f11747,f934]) ).

fof(f12858,plain,
    ( node4(s8)
    | ~ spl0_2237 ),
    inference(resolution,[],[f11747,f937]) ).

fof(f12861,plain,
    ( spl0_2261
    | ~ spl0_2237 ),
    inference(avatar_split_clause,[],[f12858,f11745,f12852]) ).

fof(f12863,definition,
    ( spl0_2262
  <=> node4(s7) ),
    introduced(definition,[new_symbols(definition,[spl0_2262])],[avatar_definition]) ).

fof(f12864,plain,
    ( node4(s7)
    | ~ spl0_2262 ),
    inference(avatar_component_clause,[],[f12863]) ).

fof(f12867,plain,
    ( ~ spl0_2262
    | ~ spl0_470
    | ~ spl0_471 ),
    inference(avatar_split_clause,[],[f12796,f2844,f2838,f12863]) ).

fof(f12868,plain,
    ( ! [X0] :
        ( trans(X0,s7)
        | always3(X0) )
    | ~ spl0_2239 ),
    inference(resolution,[],[f11756,f934]) ).

fof(f12869,plain,
    ( node4(s7)
    | ~ spl0_2239 ),
    inference(resolution,[],[f11756,f937]) ).

fof(f12872,plain,
    ( spl0_2262
    | ~ spl0_2239 ),
    inference(avatar_split_clause,[],[f12869,f11754,f12863]) ).

fof(f12874,definition,
    ( spl0_2263
  <=> node4(s6) ),
    introduced(definition,[new_symbols(definition,[spl0_2263])],[avatar_definition]) ).

fof(f12875,plain,
    ( node4(s6)
    | ~ spl0_2263 ),
    inference(avatar_component_clause,[],[f12874]) ).

fof(f12878,plain,
    ( ~ spl0_2263
    | ~ spl0_468
    | ~ spl0_469 ),
    inference(avatar_split_clause,[],[f12790,f2834,f2828,f12874]) ).

fof(f12879,plain,
    ( ! [X0] :
        ( trans(X0,s6)
        | always3(X0) )
    | ~ spl0_2241 ),
    inference(resolution,[],[f11765,f934]) ).

fof(f12880,plain,
    ( node4(s6)
    | ~ spl0_2241 ),
    inference(resolution,[],[f11765,f937]) ).

fof(f12883,plain,
    ( spl0_2263
    | ~ spl0_2241 ),
    inference(avatar_split_clause,[],[f12880,f11763,f12874]) ).

fof(f12885,definition,
    ( spl0_2264
  <=> node4(s5) ),
    introduced(definition,[new_symbols(definition,[spl0_2264])],[avatar_definition]) ).

fof(f12886,plain,
    ( node4(s5)
    | ~ spl0_2264 ),
    inference(avatar_component_clause,[],[f12885]) ).

fof(f12889,plain,
    ( ~ spl0_2264
    | ~ spl0_466
    | ~ spl0_467 ),
    inference(avatar_split_clause,[],[f12784,f2824,f2818,f12885]) ).

fof(f12890,plain,
    ( ! [X0] :
        ( trans(X0,s5)
        | always3(X0) )
    | ~ spl0_2243 ),
    inference(resolution,[],[f11774,f934]) ).

fof(f12891,plain,
    ( node4(s5)
    | ~ spl0_2243 ),
    inference(resolution,[],[f11774,f937]) ).

fof(f12894,plain,
    ( spl0_2264
    | ~ spl0_2243 ),
    inference(avatar_split_clause,[],[f12891,f11772,f12885]) ).

fof(f12896,definition,
    ( spl0_2265
  <=> node4(s4) ),
    introduced(definition,[new_symbols(definition,[spl0_2265])],[avatar_definition]) ).

fof(f12897,plain,
    ( node4(s4)
    | ~ spl0_2265 ),
    inference(avatar_component_clause,[],[f12896]) ).

fof(f12900,plain,
    ( ~ spl0_2265
    | ~ spl0_464
    | ~ spl0_465 ),
    inference(avatar_split_clause,[],[f12778,f2814,f2808,f12896]) ).

fof(f12901,plain,
    ( ! [X0] :
        ( trans(X0,s4)
        | always3(X0) )
    | ~ spl0_2245 ),
    inference(resolution,[],[f11783,f934]) ).

fof(f12902,plain,
    ( node4(s4)
    | ~ spl0_2245 ),
    inference(resolution,[],[f11783,f937]) ).

fof(f12905,plain,
    ( spl0_2265
    | ~ spl0_2245 ),
    inference(avatar_split_clause,[],[f12902,f11781,f12896]) ).

fof(f12907,definition,
    ( spl0_2266
  <=> node4(s3) ),
    introduced(definition,[new_symbols(definition,[spl0_2266])],[avatar_definition]) ).

fof(f12908,plain,
    ( node4(s3)
    | ~ spl0_2266 ),
    inference(avatar_component_clause,[],[f12907]) ).

fof(f12911,plain,
    ( ~ spl0_2266
    | ~ spl0_462
    | ~ spl0_463 ),
    inference(avatar_split_clause,[],[f12772,f2804,f2798,f12907]) ).

fof(f12912,plain,
    ( ! [X0] :
        ( trans(X0,s3)
        | always3(X0) )
    | ~ spl0_2247 ),
    inference(resolution,[],[f11792,f934]) ).

fof(f12913,plain,
    ( node4(s3)
    | ~ spl0_2247 ),
    inference(resolution,[],[f11792,f937]) ).

fof(f12916,plain,
    ( spl0_2266
    | ~ spl0_2247 ),
    inference(avatar_split_clause,[],[f12913,f11790,f12907]) ).

fof(f12919,plain,
    ( node4(s2)
    | ~ spl0_2248 ),
    inference(resolution,[],[f11797,f936]) ).

fof(f12920,plain,
    ( spl0_2258
    | ~ spl0_2248 ),
    inference(avatar_split_clause,[],[f12919,f11795,f12767]) ).

fof(f12936,plain,
    ( ! [X0] :
        ( trans(X0,s0)
        | always3(X0) )
    | ~ spl0_2256 ),
    inference(resolution,[],[f12733,f934]) ).

fof(f12937,plain,
    ( node4(s0)
    | ~ spl0_2256 ),
    inference(resolution,[],[f12733,f937]) ).

fof(f12938,plain,
    ( $false
    | spl0_454
    | ~ spl0_2256 ),
    inference(forward_subsumption_resolution,[],[f12937,f2761]) ).

fof(f12939,plain,
    ( spl0_454
    | ~ spl0_2256 ),
    inference(avatar_contradiction_clause,[],[f12938]) ).

fof(f12952,definition,
    ( spl0_2267
  <=> node4(s11) ),
    introduced(definition,[new_symbols(definition,[spl0_2267])],[avatar_definition]) ).

fof(f12953,plain,
    ( node4(s11)
    | ~ spl0_2267 ),
    inference(avatar_component_clause,[],[f12952]) ).

fof(f12980,plain,
    ( ~ xuntil6(s12)
    | ~ node4(s12)
    | ~ spl0_480 ),
    inference(resolution,[],[f2890,f938]) ).

fof(f12981,plain,
    ( ~ node4(s12)
    | ~ spl0_480
    | ~ spl0_481 ),
    inference(forward_subsumption_resolution,[],[f12980,f2896]) ).

fof(f12984,plain,
    ( ~ xuntil6(s12)
    | ~ spl0_480
    | ~ spl0_2228 ),
    inference(forward_subsumption_resolution,[],[f12980,f12685]) ).

fof(f12985,plain,
    ( ~ spl0_481
    | ~ spl0_480
    | ~ spl0_2228 ),
    inference(avatar_split_clause,[],[f12984,f11705,f2888,f2894]) ).

fof(f12986,plain,
    ( ~ xuntil6(s13)
    | ~ node4(s13)
    | ~ spl0_482 ),
    inference(resolution,[],[f2900,f938]) ).

fof(f12987,plain,
    ( ~ node4(s13)
    | ~ spl0_482
    | ~ spl0_483 ),
    inference(forward_subsumption_resolution,[],[f12986,f2906]) ).

fof(f12990,plain,
    ( ~ xuntil6(s13)
    | ~ spl0_482
    | ~ spl0_2226 ),
    inference(forward_subsumption_resolution,[],[f12986,f12683]) ).

fof(f12991,plain,
    ( ~ spl0_483
    | ~ spl0_482
    | ~ spl0_2226 ),
    inference(avatar_split_clause,[],[f12990,f11696,f2898,f2904]) ).

fof(f12992,plain,
    ( ~ xuntil6(s14)
    | ~ node4(s14)
    | ~ spl0_484 ),
    inference(resolution,[],[f2910,f938]) ).

fof(f12993,plain,
    ( ~ node4(s14)
    | ~ spl0_484
    | ~ spl0_485 ),
    inference(forward_subsumption_resolution,[],[f12992,f2916]) ).

fof(f12996,plain,
    ( ~ xuntil6(s14)
    | ~ spl0_484
    | ~ spl0_2224 ),
    inference(forward_subsumption_resolution,[],[f12992,f12681]) ).

fof(f12997,plain,
    ( ~ spl0_485
    | ~ spl0_484
    | ~ spl0_2224 ),
    inference(avatar_split_clause,[],[f12996,f11687,f2908,f2914]) ).

fof(f12998,plain,
    ( ~ xuntil6(s15)
    | ~ node4(s15)
    | ~ spl0_486 ),
    inference(resolution,[],[f2920,f938]) ).

fof(f12999,plain,
    ( ~ node4(s15)
    | ~ spl0_486
    | ~ spl0_487 ),
    inference(forward_subsumption_resolution,[],[f12998,f2926]) ).

fof(f13002,plain,
    ( ~ xuntil6(s15)
    | ~ spl0_486
    | ~ spl0_2222 ),
    inference(forward_subsumption_resolution,[],[f12998,f12679]) ).

fof(f13003,plain,
    ( ~ spl0_487
    | ~ spl0_486
    | ~ spl0_2222 ),
    inference(avatar_split_clause,[],[f13002,f11678,f2918,f2924]) ).

fof(f13004,plain,
    ( ~ xuntil6(s16)
    | ~ node4(s16)
    | ~ spl0_488 ),
    inference(resolution,[],[f2930,f938]) ).

fof(f13005,plain,
    ( ~ node4(s16)
    | ~ spl0_488
    | ~ spl0_489 ),
    inference(forward_subsumption_resolution,[],[f13004,f2936]) ).

fof(f13008,plain,
    ( ~ xuntil6(s16)
    | ~ spl0_488
    | ~ spl0_2220 ),
    inference(forward_subsumption_resolution,[],[f13004,f12677]) ).

fof(f13009,plain,
    ( ~ spl0_489
    | ~ spl0_488
    | ~ spl0_2220 ),
    inference(avatar_split_clause,[],[f13008,f11669,f2928,f2934]) ).

fof(f13010,plain,
    ( ~ xuntil6(s17)
    | ~ node4(s17)
    | ~ spl0_490 ),
    inference(resolution,[],[f2940,f938]) ).

fof(f13011,plain,
    ( ~ node4(s17)
    | ~ spl0_490
    | ~ spl0_491 ),
    inference(forward_subsumption_resolution,[],[f13010,f2946]) ).

fof(f13014,plain,
    ( ~ xuntil6(s17)
    | ~ spl0_490
    | ~ spl0_2218 ),
    inference(forward_subsumption_resolution,[],[f13010,f12675]) ).

fof(f13015,plain,
    ( ~ spl0_491
    | ~ spl0_490
    | ~ spl0_2218 ),
    inference(avatar_split_clause,[],[f13014,f11660,f2938,f2944]) ).

fof(f13016,plain,
    ( ~ xuntil6(s18)
    | ~ node4(s18)
    | ~ spl0_492 ),
    inference(resolution,[],[f2950,f938]) ).

fof(f13017,plain,
    ( ~ node4(s18)
    | ~ spl0_492
    | ~ spl0_493 ),
    inference(forward_subsumption_resolution,[],[f13016,f2956]) ).

fof(f13020,plain,
    ( ~ xuntil6(s18)
    | ~ spl0_492
    | ~ spl0_2216 ),
    inference(forward_subsumption_resolution,[],[f13016,f12673]) ).

fof(f13021,plain,
    ( ~ spl0_493
    | ~ spl0_492
    | ~ spl0_2216 ),
    inference(avatar_split_clause,[],[f13020,f11651,f2948,f2954]) ).

fof(f13022,plain,
    ( ~ xuntil6(s19)
    | ~ node4(s19)
    | ~ spl0_494 ),
    inference(resolution,[],[f2960,f938]) ).

fof(f13023,plain,
    ( ~ node4(s19)
    | ~ spl0_494
    | ~ spl0_495 ),
    inference(forward_subsumption_resolution,[],[f13022,f2966]) ).

fof(f13026,plain,
    ( ~ xuntil6(s19)
    | ~ spl0_494
    | ~ spl0_2214 ),
    inference(forward_subsumption_resolution,[],[f13022,f12671]) ).

fof(f13027,plain,
    ( ~ spl0_495
    | ~ spl0_494
    | ~ spl0_2214 ),
    inference(avatar_split_clause,[],[f13026,f11642,f2958,f2964]) ).

fof(f13028,plain,
    ( ~ xuntil6(s20)
    | ~ node4(s20)
    | ~ spl0_496 ),
    inference(resolution,[],[f2970,f938]) ).

fof(f13029,plain,
    ( ~ node4(s20)
    | ~ spl0_496
    | ~ spl0_497 ),
    inference(forward_subsumption_resolution,[],[f13028,f2976]) ).

fof(f13032,plain,
    ( ~ xuntil6(s20)
    | ~ spl0_496
    | ~ spl0_2212 ),
    inference(forward_subsumption_resolution,[],[f13028,f12669]) ).

fof(f13033,plain,
    ( ~ spl0_497
    | ~ spl0_496
    | ~ spl0_2212 ),
    inference(avatar_split_clause,[],[f13032,f11633,f2968,f2974]) ).

fof(f13034,plain,
    ( ~ xuntil6(s21)
    | ~ node4(s21)
    | ~ spl0_498 ),
    inference(resolution,[],[f2980,f938]) ).

fof(f13035,plain,
    ( ~ node4(s21)
    | ~ spl0_498
    | ~ spl0_499 ),
    inference(forward_subsumption_resolution,[],[f13034,f2986]) ).

fof(f13038,plain,
    ( ~ xuntil6(s21)
    | ~ spl0_498
    | ~ spl0_2210 ),
    inference(forward_subsumption_resolution,[],[f13034,f12667]) ).

fof(f13039,plain,
    ( ~ spl0_499
    | ~ spl0_498
    | ~ spl0_2210 ),
    inference(avatar_split_clause,[],[f13038,f11624,f2978,f2984]) ).

fof(f13040,plain,
    ( ~ xuntil6(s22)
    | ~ node4(s22)
    | ~ spl0_500 ),
    inference(resolution,[],[f2990,f938]) ).

fof(f13041,plain,
    ( ~ node4(s22)
    | ~ spl0_500
    | ~ spl0_501 ),
    inference(forward_subsumption_resolution,[],[f13040,f2996]) ).

fof(f13044,plain,
    ( ~ xuntil6(s22)
    | ~ spl0_500
    | ~ spl0_2208 ),
    inference(forward_subsumption_resolution,[],[f13040,f12665]) ).

fof(f13045,plain,
    ( ~ spl0_501
    | ~ spl0_500
    | ~ spl0_2208 ),
    inference(avatar_split_clause,[],[f13044,f11615,f2988,f2994]) ).

fof(f13046,plain,
    ( ~ xuntil6(s23)
    | ~ node4(s23)
    | ~ spl0_502 ),
    inference(resolution,[],[f3000,f938]) ).

fof(f13047,plain,
    ( ~ node4(s23)
    | ~ spl0_502
    | ~ spl0_503 ),
    inference(forward_subsumption_resolution,[],[f13046,f3006]) ).

fof(f13050,plain,
    ( ~ xuntil6(s23)
    | ~ spl0_502
    | ~ spl0_2206 ),
    inference(forward_subsumption_resolution,[],[f13046,f12663]) ).

fof(f13051,plain,
    ( ~ spl0_503
    | ~ spl0_502
    | ~ spl0_2206 ),
    inference(avatar_split_clause,[],[f13050,f11606,f2998,f3004]) ).

fof(f13052,plain,
    ( ~ xuntil6(s24)
    | ~ node4(s24)
    | ~ spl0_504 ),
    inference(resolution,[],[f3010,f938]) ).

fof(f13053,plain,
    ( ~ node4(s24)
    | ~ spl0_504
    | ~ spl0_505 ),
    inference(forward_subsumption_resolution,[],[f13052,f3016]) ).

fof(f13056,plain,
    ( ~ xuntil6(s24)
    | ~ spl0_504
    | ~ spl0_2204 ),
    inference(forward_subsumption_resolution,[],[f13052,f12661]) ).

fof(f13057,plain,
    ( ~ spl0_505
    | ~ spl0_504
    | ~ spl0_2204 ),
    inference(avatar_split_clause,[],[f13056,f11597,f3008,f3014]) ).

fof(f13058,plain,
    ( ~ xuntil6(s25)
    | ~ node4(s25)
    | ~ spl0_506 ),
    inference(resolution,[],[f3020,f938]) ).

fof(f13059,plain,
    ( ~ node4(s25)
    | ~ spl0_506
    | ~ spl0_507 ),
    inference(forward_subsumption_resolution,[],[f13058,f3026]) ).

fof(f13062,plain,
    ( ~ xuntil6(s25)
    | ~ spl0_506
    | ~ spl0_2202 ),
    inference(forward_subsumption_resolution,[],[f13058,f12659]) ).

fof(f13063,plain,
    ( ~ spl0_507
    | ~ spl0_506
    | ~ spl0_2202 ),
    inference(avatar_split_clause,[],[f13062,f11588,f3018,f3024]) ).

fof(f13064,plain,
    ( ~ xuntil6(s26)
    | ~ node4(s26)
    | ~ spl0_508 ),
    inference(resolution,[],[f3030,f938]) ).

fof(f13065,plain,
    ( ~ node4(s26)
    | ~ spl0_508
    | ~ spl0_509 ),
    inference(forward_subsumption_resolution,[],[f13064,f3036]) ).

fof(f13068,plain,
    ( ~ xuntil6(s26)
    | ~ spl0_508
    | ~ spl0_2200 ),
    inference(forward_subsumption_resolution,[],[f13064,f12657]) ).

fof(f13069,plain,
    ( ~ spl0_509
    | ~ spl0_508
    | ~ spl0_2200 ),
    inference(avatar_split_clause,[],[f13068,f11579,f3028,f3034]) ).

fof(f13070,plain,
    ( ~ xuntil6(s27)
    | ~ node4(s27)
    | ~ spl0_510 ),
    inference(resolution,[],[f3040,f938]) ).

fof(f13071,plain,
    ( ~ node4(s27)
    | ~ spl0_510
    | ~ spl0_511 ),
    inference(forward_subsumption_resolution,[],[f13070,f3046]) ).

fof(f13074,plain,
    ( ~ xuntil6(s27)
    | ~ spl0_510
    | ~ spl0_2198 ),
    inference(forward_subsumption_resolution,[],[f13070,f12655]) ).

fof(f13075,plain,
    ( ~ spl0_511
    | ~ spl0_510
    | ~ spl0_2198 ),
    inference(avatar_split_clause,[],[f13074,f11570,f3038,f3044]) ).

fof(f13076,plain,
    ( ~ xuntil6(s28)
    | ~ node4(s28)
    | ~ spl0_512 ),
    inference(resolution,[],[f3050,f938]) ).

fof(f13077,plain,
    ( ~ node4(s28)
    | ~ spl0_512
    | ~ spl0_513 ),
    inference(forward_subsumption_resolution,[],[f13076,f3056]) ).

fof(f13080,plain,
    ( ~ xuntil6(s28)
    | ~ spl0_512
    | ~ spl0_2196 ),
    inference(forward_subsumption_resolution,[],[f13076,f12653]) ).

fof(f13081,plain,
    ( ~ spl0_513
    | ~ spl0_512
    | ~ spl0_2196 ),
    inference(avatar_split_clause,[],[f13080,f11561,f3048,f3054]) ).

fof(f13082,plain,
    ( ~ xuntil6(s29)
    | ~ node4(s29)
    | ~ spl0_514 ),
    inference(resolution,[],[f3060,f938]) ).

fof(f13083,plain,
    ( ~ node4(s29)
    | ~ spl0_514
    | ~ spl0_515 ),
    inference(forward_subsumption_resolution,[],[f13082,f3066]) ).

fof(f13084,plain,
    ( $false
    | ~ spl0_514
    | ~ spl0_515
    | ~ spl0_2194 ),
    inference(forward_subsumption_resolution,[],[f13083,f12651]) ).

fof(f13085,plain,
    ( ~ spl0_514
    | ~ spl0_515
    | ~ spl0_2194 ),
    inference(avatar_contradiction_clause,[],[f13084]) ).

fof(f13088,plain,
    ( ! [X0] :
        ( trans(X0,s29)
        | always3(X0) )
    | ~ spl0_2195 ),
    inference(resolution,[],[f11558,f934]) ).

fof(f13089,plain,
    ( node4(s29)
    | ~ spl0_2195 ),
    inference(resolution,[],[f11558,f937]) ).

fof(f13090,plain,
    ( $false
    | ~ spl0_514
    | ~ spl0_515
    | ~ spl0_2195 ),
    inference(forward_subsumption_resolution,[],[f13089,f13083]) ).

fof(f13091,plain,
    ( ~ spl0_514
    | ~ spl0_515
    | ~ spl0_2195 ),
    inference(avatar_contradiction_clause,[],[f13090]) ).

fof(f13093,definition,
    ( spl0_2268
  <=> node4(s28) ),
    introduced(definition,[new_symbols(definition,[spl0_2268])],[avatar_definition]) ).

fof(f13094,plain,
    ( node4(s28)
    | ~ spl0_2268 ),
    inference(avatar_component_clause,[],[f13093]) ).

fof(f13097,plain,
    ( ~ spl0_2268
    | ~ spl0_512
    | ~ spl0_513 ),
    inference(avatar_split_clause,[],[f13077,f3054,f3048,f13093]) ).

fof(f13100,plain,
    ( ! [X0] :
        ( trans(X0,s28)
        | always3(X0) )
    | ~ spl0_2197 ),
    inference(resolution,[],[f11567,f934]) ).

fof(f13101,plain,
    ( node4(s28)
    | ~ spl0_2197 ),
    inference(resolution,[],[f11567,f937]) ).

fof(f13104,plain,
    ( spl0_2268
    | ~ spl0_2197 ),
    inference(avatar_split_clause,[],[f13101,f11565,f13093]) ).

fof(f13106,definition,
    ( spl0_2269
  <=> node4(s27) ),
    introduced(definition,[new_symbols(definition,[spl0_2269])],[avatar_definition]) ).

fof(f13107,plain,
    ( node4(s27)
    | ~ spl0_2269 ),
    inference(avatar_component_clause,[],[f13106]) ).

fof(f13110,plain,
    ( ~ spl0_2269
    | ~ spl0_510
    | ~ spl0_511 ),
    inference(avatar_split_clause,[],[f13071,f3044,f3038,f13106]) ).

fof(f13111,plain,
    ( ! [X0] :
        ( trans(X0,s27)
        | always3(X0) )
    | ~ spl0_2199 ),
    inference(resolution,[],[f11576,f934]) ).

fof(f13112,plain,
    ( node4(s27)
    | ~ spl0_2199 ),
    inference(resolution,[],[f11576,f937]) ).

fof(f13115,plain,
    ( spl0_2269
    | ~ spl0_2199 ),
    inference(avatar_split_clause,[],[f13112,f11574,f13106]) ).

fof(f13117,definition,
    ( spl0_2270
  <=> node4(s26) ),
    introduced(definition,[new_symbols(definition,[spl0_2270])],[avatar_definition]) ).

fof(f13118,plain,
    ( node4(s26)
    | ~ spl0_2270 ),
    inference(avatar_component_clause,[],[f13117]) ).

fof(f13121,plain,
    ( ~ spl0_2270
    | ~ spl0_508
    | ~ spl0_509 ),
    inference(avatar_split_clause,[],[f13065,f3034,f3028,f13117]) ).

fof(f13122,plain,
    ( ! [X0] :
        ( trans(X0,s26)
        | always3(X0) )
    | ~ spl0_2201 ),
    inference(resolution,[],[f11585,f934]) ).

fof(f13123,plain,
    ( node4(s26)
    | ~ spl0_2201 ),
    inference(resolution,[],[f11585,f937]) ).

fof(f13126,plain,
    ( spl0_2270
    | ~ spl0_2201 ),
    inference(avatar_split_clause,[],[f13123,f11583,f13117]) ).

fof(f13128,definition,
    ( spl0_2271
  <=> node4(s25) ),
    introduced(definition,[new_symbols(definition,[spl0_2271])],[avatar_definition]) ).

fof(f13129,plain,
    ( node4(s25)
    | ~ spl0_2271 ),
    inference(avatar_component_clause,[],[f13128]) ).

fof(f13132,plain,
    ( ~ spl0_2271
    | ~ spl0_506
    | ~ spl0_507 ),
    inference(avatar_split_clause,[],[f13059,f3024,f3018,f13128]) ).

fof(f13133,plain,
    ( ! [X0] :
        ( trans(X0,s25)
        | always3(X0) )
    | ~ spl0_2203 ),
    inference(resolution,[],[f11594,f934]) ).

fof(f13134,plain,
    ( node4(s25)
    | ~ spl0_2203 ),
    inference(resolution,[],[f11594,f937]) ).

fof(f13137,plain,
    ( spl0_2271
    | ~ spl0_2203 ),
    inference(avatar_split_clause,[],[f13134,f11592,f13128]) ).

fof(f13139,definition,
    ( spl0_2272
  <=> node4(s24) ),
    introduced(definition,[new_symbols(definition,[spl0_2272])],[avatar_definition]) ).

fof(f13140,plain,
    ( node4(s24)
    | ~ spl0_2272 ),
    inference(avatar_component_clause,[],[f13139]) ).

fof(f13143,plain,
    ( ~ spl0_2272
    | ~ spl0_504
    | ~ spl0_505 ),
    inference(avatar_split_clause,[],[f13053,f3014,f3008,f13139]) ).

fof(f13144,plain,
    ( ! [X0] :
        ( trans(X0,s24)
        | always3(X0) )
    | ~ spl0_2205 ),
    inference(resolution,[],[f11603,f934]) ).

fof(f13145,plain,
    ( node4(s24)
    | ~ spl0_2205 ),
    inference(resolution,[],[f11603,f937]) ).

fof(f13148,plain,
    ( spl0_2272
    | ~ spl0_2205 ),
    inference(avatar_split_clause,[],[f13145,f11601,f13139]) ).

fof(f13150,definition,
    ( spl0_2273
  <=> node4(s23) ),
    introduced(definition,[new_symbols(definition,[spl0_2273])],[avatar_definition]) ).

fof(f13151,plain,
    ( node4(s23)
    | ~ spl0_2273 ),
    inference(avatar_component_clause,[],[f13150]) ).

fof(f13154,plain,
    ( ~ spl0_2273
    | ~ spl0_502
    | ~ spl0_503 ),
    inference(avatar_split_clause,[],[f13047,f3004,f2998,f13150]) ).

fof(f13155,plain,
    ( ! [X0] :
        ( trans(X0,s23)
        | always3(X0) )
    | ~ spl0_2207 ),
    inference(resolution,[],[f11612,f934]) ).

fof(f13156,plain,
    ( node4(s23)
    | ~ spl0_2207 ),
    inference(resolution,[],[f11612,f937]) ).

fof(f13159,plain,
    ( spl0_2273
    | ~ spl0_2207 ),
    inference(avatar_split_clause,[],[f13156,f11610,f13150]) ).

fof(f13161,definition,
    ( spl0_2274
  <=> node4(s22) ),
    introduced(definition,[new_symbols(definition,[spl0_2274])],[avatar_definition]) ).

fof(f13162,plain,
    ( node4(s22)
    | ~ spl0_2274 ),
    inference(avatar_component_clause,[],[f13161]) ).

fof(f13165,plain,
    ( ~ spl0_2274
    | ~ spl0_500
    | ~ spl0_501 ),
    inference(avatar_split_clause,[],[f13041,f2994,f2988,f13161]) ).

fof(f13166,plain,
    ( ! [X0] :
        ( trans(X0,s22)
        | always3(X0) )
    | ~ spl0_2209 ),
    inference(resolution,[],[f11621,f934]) ).

fof(f13167,plain,
    ( node4(s22)
    | ~ spl0_2209 ),
    inference(resolution,[],[f11621,f937]) ).

fof(f13170,plain,
    ( spl0_2274
    | ~ spl0_2209 ),
    inference(avatar_split_clause,[],[f13167,f11619,f13161]) ).

fof(f13172,definition,
    ( spl0_2275
  <=> node4(s21) ),
    introduced(definition,[new_symbols(definition,[spl0_2275])],[avatar_definition]) ).

fof(f13173,plain,
    ( node4(s21)
    | ~ spl0_2275 ),
    inference(avatar_component_clause,[],[f13172]) ).

fof(f13176,plain,
    ( ~ spl0_2275
    | ~ spl0_498
    | ~ spl0_499 ),
    inference(avatar_split_clause,[],[f13035,f2984,f2978,f13172]) ).

fof(f13177,plain,
    ( ! [X0] :
        ( trans(X0,s21)
        | always3(X0) )
    | ~ spl0_2211 ),
    inference(resolution,[],[f11630,f934]) ).

fof(f13178,plain,
    ( node4(s21)
    | ~ spl0_2211 ),
    inference(resolution,[],[f11630,f937]) ).

fof(f13181,plain,
    ( spl0_2275
    | ~ spl0_2211 ),
    inference(avatar_split_clause,[],[f13178,f11628,f13172]) ).

fof(f13183,definition,
    ( spl0_2276
  <=> node4(s20) ),
    introduced(definition,[new_symbols(definition,[spl0_2276])],[avatar_definition]) ).

fof(f13184,plain,
    ( node4(s20)
    | ~ spl0_2276 ),
    inference(avatar_component_clause,[],[f13183]) ).

fof(f13187,plain,
    ( ~ spl0_2276
    | ~ spl0_496
    | ~ spl0_497 ),
    inference(avatar_split_clause,[],[f13029,f2974,f2968,f13183]) ).

fof(f13188,plain,
    ( ! [X0] :
        ( trans(X0,s20)
        | always3(X0) )
    | ~ spl0_2213 ),
    inference(resolution,[],[f11639,f934]) ).

fof(f13189,plain,
    ( node4(s20)
    | ~ spl0_2213 ),
    inference(resolution,[],[f11639,f937]) ).

fof(f13192,plain,
    ( spl0_2276
    | ~ spl0_2213 ),
    inference(avatar_split_clause,[],[f13189,f11637,f13183]) ).

fof(f13194,definition,
    ( spl0_2277
  <=> node4(s19) ),
    introduced(definition,[new_symbols(definition,[spl0_2277])],[avatar_definition]) ).

fof(f13195,plain,
    ( node4(s19)
    | ~ spl0_2277 ),
    inference(avatar_component_clause,[],[f13194]) ).

fof(f13198,plain,
    ( ~ spl0_2277
    | ~ spl0_494
    | ~ spl0_495 ),
    inference(avatar_split_clause,[],[f13023,f2964,f2958,f13194]) ).

fof(f13199,plain,
    ( ! [X0] :
        ( trans(X0,s19)
        | always3(X0) )
    | ~ spl0_2215 ),
    inference(resolution,[],[f11648,f934]) ).

fof(f13200,plain,
    ( node4(s19)
    | ~ spl0_2215 ),
    inference(resolution,[],[f11648,f937]) ).

fof(f13203,plain,
    ( spl0_2277
    | ~ spl0_2215 ),
    inference(avatar_split_clause,[],[f13200,f11646,f13194]) ).

fof(f13205,definition,
    ( spl0_2278
  <=> node4(s18) ),
    introduced(definition,[new_symbols(definition,[spl0_2278])],[avatar_definition]) ).

fof(f13206,plain,
    ( node4(s18)
    | ~ spl0_2278 ),
    inference(avatar_component_clause,[],[f13205]) ).

fof(f13209,plain,
    ( ~ spl0_2278
    | ~ spl0_492
    | ~ spl0_493 ),
    inference(avatar_split_clause,[],[f13017,f2954,f2948,f13205]) ).

fof(f13210,plain,
    ( ! [X0] :
        ( trans(X0,s18)
        | always3(X0) )
    | ~ spl0_2217 ),
    inference(resolution,[],[f11657,f934]) ).

fof(f13211,plain,
    ( node4(s18)
    | ~ spl0_2217 ),
    inference(resolution,[],[f11657,f937]) ).

fof(f13214,plain,
    ( spl0_2278
    | ~ spl0_2217 ),
    inference(avatar_split_clause,[],[f13211,f11655,f13205]) ).

fof(f13216,definition,
    ( spl0_2279
  <=> node4(s17) ),
    introduced(definition,[new_symbols(definition,[spl0_2279])],[avatar_definition]) ).

fof(f13217,plain,
    ( node4(s17)
    | ~ spl0_2279 ),
    inference(avatar_component_clause,[],[f13216]) ).

fof(f13220,plain,
    ( ~ spl0_2279
    | ~ spl0_490
    | ~ spl0_491 ),
    inference(avatar_split_clause,[],[f13011,f2944,f2938,f13216]) ).

fof(f13221,plain,
    ( ! [X0] :
        ( trans(X0,s17)
        | always3(X0) )
    | ~ spl0_2219 ),
    inference(resolution,[],[f11666,f934]) ).

fof(f13222,plain,
    ( node4(s17)
    | ~ spl0_2219 ),
    inference(resolution,[],[f11666,f937]) ).

fof(f13225,plain,
    ( spl0_2279
    | ~ spl0_2219 ),
    inference(avatar_split_clause,[],[f13222,f11664,f13216]) ).

fof(f13227,definition,
    ( spl0_2280
  <=> node4(s16) ),
    introduced(definition,[new_symbols(definition,[spl0_2280])],[avatar_definition]) ).

fof(f13228,plain,
    ( node4(s16)
    | ~ spl0_2280 ),
    inference(avatar_component_clause,[],[f13227]) ).

fof(f13231,plain,
    ( ~ spl0_2280
    | ~ spl0_488
    | ~ spl0_489 ),
    inference(avatar_split_clause,[],[f13005,f2934,f2928,f13227]) ).

fof(f13232,plain,
    ( ! [X0] :
        ( trans(X0,s16)
        | always3(X0) )
    | ~ spl0_2221 ),
    inference(resolution,[],[f11675,f934]) ).

fof(f13233,plain,
    ( node4(s16)
    | ~ spl0_2221 ),
    inference(resolution,[],[f11675,f937]) ).

fof(f13236,plain,
    ( spl0_2280
    | ~ spl0_2221 ),
    inference(avatar_split_clause,[],[f13233,f11673,f13227]) ).

fof(f13238,definition,
    ( spl0_2281
  <=> node4(s15) ),
    introduced(definition,[new_symbols(definition,[spl0_2281])],[avatar_definition]) ).

fof(f13239,plain,
    ( node4(s15)
    | ~ spl0_2281 ),
    inference(avatar_component_clause,[],[f13238]) ).

fof(f13242,plain,
    ( ~ spl0_2281
    | ~ spl0_486
    | ~ spl0_487 ),
    inference(avatar_split_clause,[],[f12999,f2924,f2918,f13238]) ).

fof(f13243,plain,
    ( ! [X0] :
        ( trans(X0,s15)
        | always3(X0) )
    | ~ spl0_2223 ),
    inference(resolution,[],[f11684,f934]) ).

fof(f13244,plain,
    ( node4(s15)
    | ~ spl0_2223 ),
    inference(resolution,[],[f11684,f937]) ).

fof(f13247,plain,
    ( spl0_2281
    | ~ spl0_2223 ),
    inference(avatar_split_clause,[],[f13244,f11682,f13238]) ).

fof(f13249,definition,
    ( spl0_2282
  <=> node4(s14) ),
    introduced(definition,[new_symbols(definition,[spl0_2282])],[avatar_definition]) ).

fof(f13250,plain,
    ( node4(s14)
    | ~ spl0_2282 ),
    inference(avatar_component_clause,[],[f13249]) ).

fof(f13253,plain,
    ( ~ spl0_2282
    | ~ spl0_484
    | ~ spl0_485 ),
    inference(avatar_split_clause,[],[f12993,f2914,f2908,f13249]) ).

fof(f13254,plain,
    ( ! [X0] :
        ( trans(X0,s14)
        | always3(X0) )
    | ~ spl0_2225 ),
    inference(resolution,[],[f11693,f934]) ).

fof(f13255,plain,
    ( node4(s14)
    | ~ spl0_2225 ),
    inference(resolution,[],[f11693,f937]) ).

fof(f13258,plain,
    ( spl0_2282
    | ~ spl0_2225 ),
    inference(avatar_split_clause,[],[f13255,f11691,f13249]) ).

fof(f13260,definition,
    ( spl0_2283
  <=> node4(s13) ),
    introduced(definition,[new_symbols(definition,[spl0_2283])],[avatar_definition]) ).

fof(f13261,plain,
    ( node4(s13)
    | ~ spl0_2283 ),
    inference(avatar_component_clause,[],[f13260]) ).

fof(f13264,plain,
    ( ~ spl0_2283
    | ~ spl0_482
    | ~ spl0_483 ),
    inference(avatar_split_clause,[],[f12987,f2904,f2898,f13260]) ).

fof(f13265,plain,
    ( ! [X0] :
        ( trans(X0,s13)
        | always3(X0) )
    | ~ spl0_2227 ),
    inference(resolution,[],[f11702,f934]) ).

fof(f13266,plain,
    ( node4(s13)
    | ~ spl0_2227 ),
    inference(resolution,[],[f11702,f937]) ).

fof(f13269,plain,
    ( spl0_2283
    | ~ spl0_2227 ),
    inference(avatar_split_clause,[],[f13266,f11700,f13260]) ).

fof(f13271,definition,
    ( spl0_2284
  <=> node4(s12) ),
    introduced(definition,[new_symbols(definition,[spl0_2284])],[avatar_definition]) ).

fof(f13272,plain,
    ( node4(s12)
    | ~ spl0_2284 ),
    inference(avatar_component_clause,[],[f13271]) ).

fof(f13275,plain,
    ( ~ spl0_2284
    | ~ spl0_480
    | ~ spl0_481 ),
    inference(avatar_split_clause,[],[f12981,f2894,f2888,f13271]) ).

fof(f13276,plain,
    ( ! [X0] :
        ( trans(X0,s12)
        | always3(X0) )
    | ~ spl0_2229 ),
    inference(resolution,[],[f11711,f934]) ).

fof(f13277,plain,
    ( node4(s12)
    | ~ spl0_2229 ),
    inference(resolution,[],[f11711,f937]) ).

fof(f13297,definition,
    ( spl0_2285
  <=> node4(s29) ),
    introduced(definition,[new_symbols(definition,[spl0_2285])],[avatar_definition]) ).

fof(f13298,plain,
    ( node4(s29)
    | ~ spl0_2285 ),
    inference(avatar_component_clause,[],[f13297]) ).

fof(f13301,plain,
    ( spl0_2284
    | ~ spl0_2229 ),
    inference(avatar_split_clause,[],[f13277,f11709,f13271]) ).

fof(f13336,plain,
    ( ~ xuntil6(s30)
    | ~ node4(s30)
    | ~ spl0_516 ),
    inference(resolution,[],[f3070,f938]) ).

fof(f13337,plain,
    ( ~ node4(s30)
    | ~ spl0_516
    | ~ spl0_517 ),
    inference(forward_subsumption_resolution,[],[f13336,f3076]) ).

fof(f13340,plain,
    ( ~ xuntil6(s30)
    | ~ spl0_516
    | ~ spl0_2192 ),
    inference(forward_subsumption_resolution,[],[f13336,f12649]) ).

fof(f13341,plain,
    ( ~ spl0_517
    | ~ spl0_516
    | ~ spl0_2192 ),
    inference(avatar_split_clause,[],[f13340,f11543,f3068,f3074]) ).

fof(f13342,plain,
    ( ~ xuntil6(s31)
    | ~ node4(s31)
    | ~ spl0_518 ),
    inference(resolution,[],[f3080,f938]) ).

fof(f13343,plain,
    ( ~ node4(s31)
    | ~ spl0_518
    | ~ spl0_519 ),
    inference(forward_subsumption_resolution,[],[f13342,f3086]) ).

fof(f13346,plain,
    ( ~ xuntil6(s31)
    | ~ spl0_518
    | ~ spl0_2190 ),
    inference(forward_subsumption_resolution,[],[f13342,f12647]) ).

fof(f13347,plain,
    ( ~ spl0_519
    | ~ spl0_518
    | ~ spl0_2190 ),
    inference(avatar_split_clause,[],[f13346,f11534,f3078,f3084]) ).

fof(f13348,plain,
    ( ~ xuntil6(s32)
    | ~ node4(s32)
    | ~ spl0_520 ),
    inference(resolution,[],[f3090,f938]) ).

fof(f13349,plain,
    ( ~ node4(s32)
    | ~ spl0_520
    | ~ spl0_521 ),
    inference(forward_subsumption_resolution,[],[f13348,f3096]) ).

fof(f13352,plain,
    ( ~ xuntil6(s32)
    | ~ spl0_520
    | ~ spl0_2188 ),
    inference(forward_subsumption_resolution,[],[f13348,f12645]) ).

fof(f13353,plain,
    ( ~ spl0_521
    | ~ spl0_520
    | ~ spl0_2188 ),
    inference(avatar_split_clause,[],[f13352,f11525,f3088,f3094]) ).

fof(f13354,plain,
    ( ~ xuntil6(s33)
    | ~ node4(s33)
    | ~ spl0_522 ),
    inference(resolution,[],[f3100,f938]) ).

fof(f13355,plain,
    ( ~ node4(s33)
    | ~ spl0_522
    | ~ spl0_523 ),
    inference(forward_subsumption_resolution,[],[f13354,f3106]) ).

fof(f13358,plain,
    ( ~ xuntil6(s33)
    | ~ spl0_522
    | ~ spl0_2186 ),
    inference(forward_subsumption_resolution,[],[f13354,f12643]) ).

fof(f13359,plain,
    ( ~ spl0_523
    | ~ spl0_522
    | ~ spl0_2186 ),
    inference(avatar_split_clause,[],[f13358,f11516,f3098,f3104]) ).

fof(f13360,plain,
    ( ~ xuntil6(s34)
    | ~ node4(s34)
    | ~ spl0_524 ),
    inference(resolution,[],[f3110,f938]) ).

fof(f13361,plain,
    ( ~ node4(s34)
    | ~ spl0_524
    | ~ spl0_525 ),
    inference(forward_subsumption_resolution,[],[f13360,f3116]) ).

fof(f13364,plain,
    ( ~ xuntil6(s34)
    | ~ spl0_524
    | ~ spl0_2184 ),
    inference(forward_subsumption_resolution,[],[f13360,f12641]) ).

fof(f13365,plain,
    ( ~ spl0_525
    | ~ spl0_524
    | ~ spl0_2184 ),
    inference(avatar_split_clause,[],[f13364,f11507,f3108,f3114]) ).

fof(f13366,plain,
    ( ~ xuntil6(s35)
    | ~ node4(s35)
    | ~ spl0_526 ),
    inference(resolution,[],[f3120,f938]) ).

fof(f13367,plain,
    ( ~ node4(s35)
    | ~ spl0_526
    | ~ spl0_527 ),
    inference(forward_subsumption_resolution,[],[f13366,f3126]) ).

fof(f13370,plain,
    ( ~ xuntil6(s35)
    | ~ spl0_526
    | ~ spl0_2182 ),
    inference(forward_subsumption_resolution,[],[f13366,f12639]) ).

fof(f13371,plain,
    ( ~ spl0_527
    | ~ spl0_526
    | ~ spl0_2182 ),
    inference(avatar_split_clause,[],[f13370,f11498,f3118,f3124]) ).

fof(f13372,plain,
    ( ~ xuntil6(s36)
    | ~ node4(s36)
    | ~ spl0_528 ),
    inference(resolution,[],[f3130,f938]) ).

fof(f13373,plain,
    ( ~ node4(s36)
    | ~ spl0_528
    | ~ spl0_529 ),
    inference(forward_subsumption_resolution,[],[f13372,f3136]) ).

fof(f13376,plain,
    ( ~ xuntil6(s36)
    | ~ spl0_528
    | ~ spl0_2180 ),
    inference(forward_subsumption_resolution,[],[f13372,f12637]) ).

fof(f13377,plain,
    ( ~ spl0_529
    | ~ spl0_528
    | ~ spl0_2180 ),
    inference(avatar_split_clause,[],[f13376,f11489,f3128,f3134]) ).

fof(f13378,plain,
    ( ~ xuntil6(s37)
    | ~ node4(s37)
    | ~ spl0_530 ),
    inference(resolution,[],[f3140,f938]) ).

fof(f13379,plain,
    ( ~ node4(s37)
    | ~ spl0_530
    | ~ spl0_531 ),
    inference(forward_subsumption_resolution,[],[f13378,f3146]) ).

fof(f13382,plain,
    ( ~ xuntil6(s37)
    | ~ spl0_530
    | ~ spl0_2178 ),
    inference(forward_subsumption_resolution,[],[f13378,f12635]) ).

fof(f13383,plain,
    ( ~ spl0_531
    | ~ spl0_530
    | ~ spl0_2178 ),
    inference(avatar_split_clause,[],[f13382,f11480,f3138,f3144]) ).

fof(f13384,plain,
    ( ~ xuntil6(s38)
    | ~ node4(s38)
    | ~ spl0_532 ),
    inference(resolution,[],[f3150,f938]) ).

fof(f13385,plain,
    ( ~ node4(s38)
    | ~ spl0_532
    | ~ spl0_533 ),
    inference(forward_subsumption_resolution,[],[f13384,f3156]) ).

fof(f13388,plain,
    ( ~ xuntil6(s38)
    | ~ spl0_532
    | ~ spl0_2176 ),
    inference(forward_subsumption_resolution,[],[f13384,f12633]) ).

fof(f13389,plain,
    ( ~ spl0_533
    | ~ spl0_532
    | ~ spl0_2176 ),
    inference(avatar_split_clause,[],[f13388,f11471,f3148,f3154]) ).

fof(f13390,plain,
    ( ~ xuntil6(s39)
    | ~ node4(s39)
    | ~ spl0_534 ),
    inference(resolution,[],[f3160,f938]) ).

fof(f13391,plain,
    ( ~ node4(s39)
    | ~ spl0_534
    | ~ spl0_535 ),
    inference(forward_subsumption_resolution,[],[f13390,f3166]) ).

fof(f13394,plain,
    ( ~ xuntil6(s39)
    | ~ spl0_534
    | ~ spl0_2174 ),
    inference(forward_subsumption_resolution,[],[f13390,f12631]) ).

fof(f13395,plain,
    ( ~ spl0_535
    | ~ spl0_534
    | ~ spl0_2174 ),
    inference(avatar_split_clause,[],[f13394,f11462,f3158,f3164]) ).

fof(f13396,plain,
    ( ~ xuntil6(s40)
    | ~ node4(s40)
    | ~ spl0_536 ),
    inference(resolution,[],[f3170,f938]) ).

fof(f13397,plain,
    ( ~ node4(s40)
    | ~ spl0_536
    | ~ spl0_537 ),
    inference(forward_subsumption_resolution,[],[f13396,f3176]) ).

fof(f13400,plain,
    ( ~ xuntil6(s40)
    | ~ spl0_536
    | ~ spl0_2172 ),
    inference(forward_subsumption_resolution,[],[f13396,f12629]) ).

fof(f13401,plain,
    ( ~ spl0_537
    | ~ spl0_536
    | ~ spl0_2172 ),
    inference(avatar_split_clause,[],[f13400,f11453,f3168,f3174]) ).

fof(f13402,plain,
    ( ~ xuntil6(s41)
    | ~ node4(s41)
    | ~ spl0_538 ),
    inference(resolution,[],[f3180,f938]) ).

fof(f13403,plain,
    ( ~ node4(s41)
    | ~ spl0_538
    | ~ spl0_539 ),
    inference(forward_subsumption_resolution,[],[f13402,f3186]) ).

fof(f13406,plain,
    ( ~ xuntil6(s41)
    | ~ spl0_538
    | ~ spl0_2170 ),
    inference(forward_subsumption_resolution,[],[f13402,f12627]) ).

fof(f13407,plain,
    ( ~ spl0_539
    | ~ spl0_538
    | ~ spl0_2170 ),
    inference(avatar_split_clause,[],[f13406,f11444,f3178,f3184]) ).

fof(f13408,plain,
    ( ~ xuntil6(s42)
    | ~ node4(s42)
    | ~ spl0_540 ),
    inference(resolution,[],[f3190,f938]) ).

fof(f13409,plain,
    ( ~ node4(s42)
    | ~ spl0_540
    | ~ spl0_541 ),
    inference(forward_subsumption_resolution,[],[f13408,f3196]) ).

fof(f13412,plain,
    ( ~ xuntil6(s42)
    | ~ spl0_540
    | ~ spl0_2168 ),
    inference(forward_subsumption_resolution,[],[f13408,f12625]) ).

fof(f13413,plain,
    ( ~ spl0_541
    | ~ spl0_540
    | ~ spl0_2168 ),
    inference(avatar_split_clause,[],[f13412,f11435,f3188,f3194]) ).

fof(f13414,plain,
    ( ~ xuntil6(s43)
    | ~ node4(s43)
    | ~ spl0_542 ),
    inference(resolution,[],[f3200,f938]) ).

fof(f13415,plain,
    ( ~ node4(s43)
    | ~ spl0_542
    | ~ spl0_543 ),
    inference(forward_subsumption_resolution,[],[f13414,f3206]) ).

fof(f13418,plain,
    ( ~ xuntil6(s43)
    | ~ spl0_542
    | ~ spl0_2166 ),
    inference(forward_subsumption_resolution,[],[f13414,f12623]) ).

fof(f13419,plain,
    ( ~ spl0_543
    | ~ spl0_542
    | ~ spl0_2166 ),
    inference(avatar_split_clause,[],[f13418,f11426,f3198,f3204]) ).

fof(f13420,plain,
    ( ~ xuntil6(s44)
    | ~ node4(s44)
    | ~ spl0_544 ),
    inference(resolution,[],[f3210,f938]) ).

fof(f13421,plain,
    ( ~ node4(s44)
    | ~ spl0_544
    | ~ spl0_545 ),
    inference(forward_subsumption_resolution,[],[f13420,f3216]) ).

fof(f13424,plain,
    ( ~ xuntil6(s44)
    | ~ spl0_544
    | ~ spl0_2164 ),
    inference(forward_subsumption_resolution,[],[f13420,f12621]) ).

fof(f13425,plain,
    ( ~ spl0_545
    | ~ spl0_544
    | ~ spl0_2164 ),
    inference(avatar_split_clause,[],[f13424,f11417,f3208,f3214]) ).

fof(f13426,plain,
    ( ~ xuntil6(s45)
    | ~ node4(s45)
    | ~ spl0_546 ),
    inference(resolution,[],[f3220,f938]) ).

fof(f13427,plain,
    ( ~ node4(s45)
    | ~ spl0_546
    | ~ spl0_547 ),
    inference(forward_subsumption_resolution,[],[f13426,f3226]) ).

fof(f13430,plain,
    ( ~ xuntil6(s45)
    | ~ spl0_546
    | ~ spl0_2162 ),
    inference(forward_subsumption_resolution,[],[f13426,f12619]) ).

fof(f13431,plain,
    ( ~ spl0_547
    | ~ spl0_546
    | ~ spl0_2162 ),
    inference(avatar_split_clause,[],[f13430,f11408,f3218,f3224]) ).

fof(f13432,plain,
    ( ~ xuntil6(s46)
    | ~ node4(s46)
    | ~ spl0_548 ),
    inference(resolution,[],[f3230,f938]) ).

fof(f13433,plain,
    ( ~ node4(s46)
    | ~ spl0_548
    | ~ spl0_549 ),
    inference(forward_subsumption_resolution,[],[f13432,f3236]) ).

fof(f13434,plain,
    ( $false
    | ~ spl0_548
    | ~ spl0_549
    | ~ spl0_2160 ),
    inference(forward_subsumption_resolution,[],[f13433,f12617]) ).

fof(f13435,plain,
    ( ~ spl0_548
    | ~ spl0_549
    | ~ spl0_2160 ),
    inference(avatar_contradiction_clause,[],[f13434]) ).

fof(f13436,plain,
    ( ! [X0] :
        ( trans(X0,s46)
        | always3(X0) )
    | ~ spl0_2161 ),
    inference(resolution,[],[f11405,f934]) ).

fof(f13437,plain,
    ( node4(s46)
    | ~ spl0_2161 ),
    inference(resolution,[],[f11405,f937]) ).

fof(f13438,plain,
    ( $false
    | ~ spl0_548
    | ~ spl0_549
    | ~ spl0_2161 ),
    inference(forward_subsumption_resolution,[],[f13437,f13433]) ).

fof(f13439,plain,
    ( ~ spl0_548
    | ~ spl0_549
    | ~ spl0_2161 ),
    inference(avatar_contradiction_clause,[],[f13438]) ).

fof(f13441,definition,
    ( spl0_2286
  <=> node4(s45) ),
    introduced(definition,[new_symbols(definition,[spl0_2286])],[avatar_definition]) ).

fof(f13442,plain,
    ( node4(s45)
    | ~ spl0_2286 ),
    inference(avatar_component_clause,[],[f13441]) ).

fof(f13445,plain,
    ( ~ spl0_2286
    | ~ spl0_546
    | ~ spl0_547 ),
    inference(avatar_split_clause,[],[f13427,f3224,f3218,f13441]) ).

fof(f13448,plain,
    ( ! [X0] :
        ( trans(X0,s45)
        | always3(X0) )
    | ~ spl0_2163 ),
    inference(resolution,[],[f11414,f934]) ).

fof(f13449,plain,
    ( node4(s45)
    | ~ spl0_2163 ),
    inference(resolution,[],[f11414,f937]) ).

fof(f13452,plain,
    ( spl0_2286
    | ~ spl0_2163 ),
    inference(avatar_split_clause,[],[f13449,f11412,f13441]) ).

fof(f13454,definition,
    ( spl0_2287
  <=> node4(s44) ),
    introduced(definition,[new_symbols(definition,[spl0_2287])],[avatar_definition]) ).

fof(f13455,plain,
    ( node4(s44)
    | ~ spl0_2287 ),
    inference(avatar_component_clause,[],[f13454]) ).

fof(f13458,plain,
    ( ~ spl0_2287
    | ~ spl0_544
    | ~ spl0_545 ),
    inference(avatar_split_clause,[],[f13421,f3214,f3208,f13454]) ).

fof(f13459,plain,
    ( ! [X0] :
        ( trans(X0,s44)
        | always3(X0) )
    | ~ spl0_2165 ),
    inference(resolution,[],[f11423,f934]) ).

fof(f13460,plain,
    ( node4(s44)
    | ~ spl0_2165 ),
    inference(resolution,[],[f11423,f937]) ).

fof(f13463,plain,
    ( spl0_2287
    | ~ spl0_2165 ),
    inference(avatar_split_clause,[],[f13460,f11421,f13454]) ).

fof(f13465,definition,
    ( spl0_2288
  <=> node4(s43) ),
    introduced(definition,[new_symbols(definition,[spl0_2288])],[avatar_definition]) ).

fof(f13466,plain,
    ( node4(s43)
    | ~ spl0_2288 ),
    inference(avatar_component_clause,[],[f13465]) ).

fof(f13469,plain,
    ( ~ spl0_2288
    | ~ spl0_542
    | ~ spl0_543 ),
    inference(avatar_split_clause,[],[f13415,f3204,f3198,f13465]) ).

fof(f13470,plain,
    ( ! [X0] :
        ( trans(X0,s43)
        | always3(X0) )
    | ~ spl0_2167 ),
    inference(resolution,[],[f11432,f934]) ).

fof(f13471,plain,
    ( node4(s43)
    | ~ spl0_2167 ),
    inference(resolution,[],[f11432,f937]) ).

fof(f13474,plain,
    ( spl0_2288
    | ~ spl0_2167 ),
    inference(avatar_split_clause,[],[f13471,f11430,f13465]) ).

fof(f13476,definition,
    ( spl0_2289
  <=> node4(s42) ),
    introduced(definition,[new_symbols(definition,[spl0_2289])],[avatar_definition]) ).

fof(f13477,plain,
    ( node4(s42)
    | ~ spl0_2289 ),
    inference(avatar_component_clause,[],[f13476]) ).

fof(f13480,plain,
    ( ~ spl0_2289
    | ~ spl0_540
    | ~ spl0_541 ),
    inference(avatar_split_clause,[],[f13409,f3194,f3188,f13476]) ).

fof(f13481,plain,
    ( ! [X0] :
        ( trans(X0,s42)
        | always3(X0) )
    | ~ spl0_2169 ),
    inference(resolution,[],[f11441,f934]) ).

fof(f13482,plain,
    ( node4(s42)
    | ~ spl0_2169 ),
    inference(resolution,[],[f11441,f937]) ).

fof(f13485,plain,
    ( spl0_2289
    | ~ spl0_2169 ),
    inference(avatar_split_clause,[],[f13482,f11439,f13476]) ).

fof(f13487,definition,
    ( spl0_2290
  <=> node4(s41) ),
    introduced(definition,[new_symbols(definition,[spl0_2290])],[avatar_definition]) ).

fof(f13488,plain,
    ( node4(s41)
    | ~ spl0_2290 ),
    inference(avatar_component_clause,[],[f13487]) ).

fof(f13491,plain,
    ( ~ spl0_2290
    | ~ spl0_538
    | ~ spl0_539 ),
    inference(avatar_split_clause,[],[f13403,f3184,f3178,f13487]) ).

fof(f13492,plain,
    ( ! [X0] :
        ( trans(X0,s41)
        | always3(X0) )
    | ~ spl0_2171 ),
    inference(resolution,[],[f11450,f934]) ).

fof(f13493,plain,
    ( node4(s41)
    | ~ spl0_2171 ),
    inference(resolution,[],[f11450,f937]) ).

fof(f13496,plain,
    ( spl0_2290
    | ~ spl0_2171 ),
    inference(avatar_split_clause,[],[f13493,f11448,f13487]) ).

fof(f13498,definition,
    ( spl0_2291
  <=> node4(s40) ),
    introduced(definition,[new_symbols(definition,[spl0_2291])],[avatar_definition]) ).

fof(f13499,plain,
    ( node4(s40)
    | ~ spl0_2291 ),
    inference(avatar_component_clause,[],[f13498]) ).

fof(f13502,plain,
    ( ~ spl0_2291
    | ~ spl0_536
    | ~ spl0_537 ),
    inference(avatar_split_clause,[],[f13397,f3174,f3168,f13498]) ).

fof(f13503,plain,
    ( ! [X0] :
        ( trans(X0,s40)
        | always3(X0) )
    | ~ spl0_2173 ),
    inference(resolution,[],[f11459,f934]) ).

fof(f13504,plain,
    ( node4(s40)
    | ~ spl0_2173 ),
    inference(resolution,[],[f11459,f937]) ).

fof(f13507,plain,
    ( spl0_2291
    | ~ spl0_2173 ),
    inference(avatar_split_clause,[],[f13504,f11457,f13498]) ).

fof(f13509,definition,
    ( spl0_2292
  <=> node4(s39) ),
    introduced(definition,[new_symbols(definition,[spl0_2292])],[avatar_definition]) ).

fof(f13510,plain,
    ( node4(s39)
    | ~ spl0_2292 ),
    inference(avatar_component_clause,[],[f13509]) ).

fof(f13513,plain,
    ( ~ spl0_2292
    | ~ spl0_534
    | ~ spl0_535 ),
    inference(avatar_split_clause,[],[f13391,f3164,f3158,f13509]) ).

fof(f13514,plain,
    ( ! [X0] :
        ( trans(X0,s39)
        | always3(X0) )
    | ~ spl0_2175 ),
    inference(resolution,[],[f11468,f934]) ).

fof(f13515,plain,
    ( node4(s39)
    | ~ spl0_2175 ),
    inference(resolution,[],[f11468,f937]) ).

fof(f13518,plain,
    ( spl0_2292
    | ~ spl0_2175 ),
    inference(avatar_split_clause,[],[f13515,f11466,f13509]) ).

fof(f13520,definition,
    ( spl0_2293
  <=> node4(s38) ),
    introduced(definition,[new_symbols(definition,[spl0_2293])],[avatar_definition]) ).

fof(f13521,plain,
    ( node4(s38)
    | ~ spl0_2293 ),
    inference(avatar_component_clause,[],[f13520]) ).

fof(f13524,plain,
    ( ~ spl0_2293
    | ~ spl0_532
    | ~ spl0_533 ),
    inference(avatar_split_clause,[],[f13385,f3154,f3148,f13520]) ).

fof(f13525,plain,
    ( ! [X0] :
        ( trans(X0,s38)
        | always3(X0) )
    | ~ spl0_2177 ),
    inference(resolution,[],[f11477,f934]) ).

fof(f13526,plain,
    ( node4(s38)
    | ~ spl0_2177 ),
    inference(resolution,[],[f11477,f937]) ).

fof(f13529,plain,
    ( spl0_2293
    | ~ spl0_2177 ),
    inference(avatar_split_clause,[],[f13526,f11475,f13520]) ).

fof(f13531,definition,
    ( spl0_2294
  <=> node4(s37) ),
    introduced(definition,[new_symbols(definition,[spl0_2294])],[avatar_definition]) ).

fof(f13532,plain,
    ( node4(s37)
    | ~ spl0_2294 ),
    inference(avatar_component_clause,[],[f13531]) ).

fof(f13535,plain,
    ( ~ spl0_2294
    | ~ spl0_530
    | ~ spl0_531 ),
    inference(avatar_split_clause,[],[f13379,f3144,f3138,f13531]) ).

fof(f13536,plain,
    ( ! [X0] :
        ( trans(X0,s37)
        | always3(X0) )
    | ~ spl0_2179 ),
    inference(resolution,[],[f11486,f934]) ).

fof(f13537,plain,
    ( node4(s37)
    | ~ spl0_2179 ),
    inference(resolution,[],[f11486,f937]) ).

fof(f13540,plain,
    ( spl0_2294
    | ~ spl0_2179 ),
    inference(avatar_split_clause,[],[f13537,f11484,f13531]) ).

fof(f13542,definition,
    ( spl0_2295
  <=> node4(s36) ),
    introduced(definition,[new_symbols(definition,[spl0_2295])],[avatar_definition]) ).

fof(f13543,plain,
    ( node4(s36)
    | ~ spl0_2295 ),
    inference(avatar_component_clause,[],[f13542]) ).

fof(f13546,plain,
    ( ~ spl0_2295
    | ~ spl0_528
    | ~ spl0_529 ),
    inference(avatar_split_clause,[],[f13373,f3134,f3128,f13542]) ).

fof(f13547,plain,
    ( ! [X0] :
        ( trans(X0,s36)
        | always3(X0) )
    | ~ spl0_2181 ),
    inference(resolution,[],[f11495,f934]) ).

fof(f13548,plain,
    ( node4(s36)
    | ~ spl0_2181 ),
    inference(resolution,[],[f11495,f937]) ).

fof(f13551,plain,
    ( spl0_2295
    | ~ spl0_2181 ),
    inference(avatar_split_clause,[],[f13548,f11493,f13542]) ).

fof(f13553,definition,
    ( spl0_2296
  <=> node4(s35) ),
    introduced(definition,[new_symbols(definition,[spl0_2296])],[avatar_definition]) ).

fof(f13554,plain,
    ( node4(s35)
    | ~ spl0_2296 ),
    inference(avatar_component_clause,[],[f13553]) ).

fof(f13557,plain,
    ( ~ spl0_2296
    | ~ spl0_526
    | ~ spl0_527 ),
    inference(avatar_split_clause,[],[f13367,f3124,f3118,f13553]) ).

fof(f13558,plain,
    ( ! [X0] :
        ( trans(X0,s35)
        | always3(X0) )
    | ~ spl0_2183 ),
    inference(resolution,[],[f11504,f934]) ).

fof(f13559,plain,
    ( node4(s35)
    | ~ spl0_2183 ),
    inference(resolution,[],[f11504,f937]) ).

fof(f13562,plain,
    ( spl0_2296
    | ~ spl0_2183 ),
    inference(avatar_split_clause,[],[f13559,f11502,f13553]) ).

fof(f13564,definition,
    ( spl0_2297
  <=> node4(s34) ),
    introduced(definition,[new_symbols(definition,[spl0_2297])],[avatar_definition]) ).

fof(f13565,plain,
    ( node4(s34)
    | ~ spl0_2297 ),
    inference(avatar_component_clause,[],[f13564]) ).

fof(f13568,plain,
    ( ~ spl0_2297
    | ~ spl0_524
    | ~ spl0_525 ),
    inference(avatar_split_clause,[],[f13361,f3114,f3108,f13564]) ).

fof(f13569,plain,
    ( ! [X0] :
        ( trans(X0,s34)
        | always3(X0) )
    | ~ spl0_2185 ),
    inference(resolution,[],[f11513,f934]) ).

fof(f13570,plain,
    ( node4(s34)
    | ~ spl0_2185 ),
    inference(resolution,[],[f11513,f937]) ).

fof(f13573,plain,
    ( spl0_2297
    | ~ spl0_2185 ),
    inference(avatar_split_clause,[],[f13570,f11511,f13564]) ).

fof(f13575,definition,
    ( spl0_2298
  <=> node4(s33) ),
    introduced(definition,[new_symbols(definition,[spl0_2298])],[avatar_definition]) ).

fof(f13576,plain,
    ( node4(s33)
    | ~ spl0_2298 ),
    inference(avatar_component_clause,[],[f13575]) ).

fof(f13579,plain,
    ( ~ spl0_2298
    | ~ spl0_522
    | ~ spl0_523 ),
    inference(avatar_split_clause,[],[f13355,f3104,f3098,f13575]) ).

fof(f13580,plain,
    ( ! [X0] :
        ( trans(X0,s33)
        | always3(X0) )
    | ~ spl0_2187 ),
    inference(resolution,[],[f11522,f934]) ).

fof(f13581,plain,
    ( node4(s33)
    | ~ spl0_2187 ),
    inference(resolution,[],[f11522,f937]) ).

fof(f13584,plain,
    ( spl0_2298
    | ~ spl0_2187 ),
    inference(avatar_split_clause,[],[f13581,f11520,f13575]) ).

fof(f13586,definition,
    ( spl0_2299
  <=> node4(s32) ),
    introduced(definition,[new_symbols(definition,[spl0_2299])],[avatar_definition]) ).

fof(f13587,plain,
    ( node4(s32)
    | ~ spl0_2299 ),
    inference(avatar_component_clause,[],[f13586]) ).

fof(f13590,plain,
    ( ~ spl0_2299
    | ~ spl0_520
    | ~ spl0_521 ),
    inference(avatar_split_clause,[],[f13349,f3094,f3088,f13586]) ).

fof(f13591,plain,
    ( ! [X0] :
        ( trans(X0,s32)
        | always3(X0) )
    | ~ spl0_2189 ),
    inference(resolution,[],[f11531,f934]) ).

fof(f13592,plain,
    ( node4(s32)
    | ~ spl0_2189 ),
    inference(resolution,[],[f11531,f937]) ).

fof(f13595,plain,
    ( spl0_2299
    | ~ spl0_2189 ),
    inference(avatar_split_clause,[],[f13592,f11529,f13586]) ).

fof(f13597,definition,
    ( spl0_2300
  <=> node4(s31) ),
    introduced(definition,[new_symbols(definition,[spl0_2300])],[avatar_definition]) ).

fof(f13598,plain,
    ( node4(s31)
    | ~ spl0_2300 ),
    inference(avatar_component_clause,[],[f13597]) ).

fof(f13601,plain,
    ( ~ spl0_2300
    | ~ spl0_518
    | ~ spl0_519 ),
    inference(avatar_split_clause,[],[f13343,f3084,f3078,f13597]) ).

fof(f13602,plain,
    ( ! [X0] :
        ( trans(X0,s31)
        | always3(X0) )
    | ~ spl0_2191 ),
    inference(resolution,[],[f11540,f934]) ).

fof(f13603,plain,
    ( node4(s31)
    | ~ spl0_2191 ),
    inference(resolution,[],[f11540,f937]) ).

fof(f13606,plain,
    ( spl0_2300
    | ~ spl0_2191 ),
    inference(avatar_split_clause,[],[f13603,f11538,f13597]) ).

fof(f13608,definition,
    ( spl0_2301
  <=> node4(s30) ),
    introduced(definition,[new_symbols(definition,[spl0_2301])],[avatar_definition]) ).

fof(f13609,plain,
    ( node4(s30)
    | ~ spl0_2301 ),
    inference(avatar_component_clause,[],[f13608]) ).

fof(f13612,plain,
    ( ~ spl0_2301
    | ~ spl0_516
    | ~ spl0_517 ),
    inference(avatar_split_clause,[],[f13337,f3074,f3068,f13608]) ).

fof(f13613,plain,
    ( ! [X0] :
        ( trans(X0,s30)
        | always3(X0) )
    | ~ spl0_2193 ),
    inference(resolution,[],[f11549,f934]) ).

fof(f13614,plain,
    ( node4(s30)
    | ~ spl0_2193 ),
    inference(resolution,[],[f11549,f937]) ).

fof(f13633,definition,
    ( spl0_2302
  <=> node4(s46) ),
    introduced(definition,[new_symbols(definition,[spl0_2302])],[avatar_definition]) ).

fof(f13634,plain,
    ( node4(s46)
    | ~ spl0_2302 ),
    inference(avatar_component_clause,[],[f13633]) ).

fof(f13637,plain,
    ( spl0_2301
    | ~ spl0_2193 ),
    inference(avatar_split_clause,[],[f13614,f11547,f13608]) ).

fof(f13670,plain,
    ( ~ xuntil6(s47)
    | ~ node4(s47)
    | ~ spl0_550 ),
    inference(resolution,[],[f3240,f938]) ).

fof(f13671,plain,
    ( ~ node4(s47)
    | ~ spl0_550
    | ~ spl0_551 ),
    inference(forward_subsumption_resolution,[],[f13670,f3246]) ).

fof(f13674,plain,
    ( ~ xuntil6(s47)
    | ~ spl0_550
    | ~ spl0_2158 ),
    inference(forward_subsumption_resolution,[],[f13670,f12615]) ).

fof(f13675,plain,
    ( ~ spl0_551
    | ~ spl0_550
    | ~ spl0_2158 ),
    inference(avatar_split_clause,[],[f13674,f11390,f3238,f3244]) ).

fof(f13676,plain,
    ( ~ xuntil6(s48)
    | ~ node4(s48)
    | ~ spl0_552 ),
    inference(resolution,[],[f3250,f938]) ).

fof(f13677,plain,
    ( ~ node4(s48)
    | ~ spl0_552
    | ~ spl0_553 ),
    inference(forward_subsumption_resolution,[],[f13676,f3256]) ).

fof(f13680,plain,
    ( ~ xuntil6(s48)
    | ~ spl0_552
    | ~ spl0_2156 ),
    inference(forward_subsumption_resolution,[],[f13676,f12613]) ).

fof(f13681,plain,
    ( ~ spl0_553
    | ~ spl0_552
    | ~ spl0_2156 ),
    inference(avatar_split_clause,[],[f13680,f11381,f3248,f3254]) ).

fof(f13682,plain,
    ( ~ xuntil6(s49)
    | ~ node4(s49)
    | ~ spl0_554 ),
    inference(resolution,[],[f3260,f938]) ).

fof(f13683,plain,
    ( ~ node4(s49)
    | ~ spl0_554
    | ~ spl0_555 ),
    inference(forward_subsumption_resolution,[],[f13682,f3266]) ).

fof(f13686,plain,
    ( ~ xuntil6(s49)
    | ~ spl0_554
    | ~ spl0_2154 ),
    inference(forward_subsumption_resolution,[],[f13682,f12611]) ).

fof(f13687,plain,
    ( ~ spl0_555
    | ~ spl0_554
    | ~ spl0_2154 ),
    inference(avatar_split_clause,[],[f13686,f11372,f3258,f3264]) ).

fof(f13688,plain,
    ( ~ xuntil6(s50)
    | ~ node4(s50)
    | ~ spl0_556 ),
    inference(resolution,[],[f3270,f938]) ).

fof(f13689,plain,
    ( ~ node4(s50)
    | ~ spl0_556
    | ~ spl0_557 ),
    inference(forward_subsumption_resolution,[],[f13688,f3276]) ).

fof(f13692,plain,
    ( ~ xuntil6(s50)
    | ~ spl0_556
    | ~ spl0_2152 ),
    inference(forward_subsumption_resolution,[],[f13688,f12609]) ).

fof(f13693,plain,
    ( ~ spl0_557
    | ~ spl0_556
    | ~ spl0_2152 ),
    inference(avatar_split_clause,[],[f13692,f11363,f3268,f3274]) ).

fof(f13694,plain,
    ( ~ xuntil6(s51)
    | ~ node4(s51)
    | ~ spl0_558 ),
    inference(resolution,[],[f3280,f938]) ).

fof(f13695,plain,
    ( ~ node4(s51)
    | ~ spl0_558
    | ~ spl0_559 ),
    inference(forward_subsumption_resolution,[],[f13694,f3286]) ).

fof(f13698,plain,
    ( ~ xuntil6(s51)
    | ~ spl0_558
    | ~ spl0_2150 ),
    inference(forward_subsumption_resolution,[],[f13694,f12607]) ).

fof(f13699,plain,
    ( ~ spl0_559
    | ~ spl0_558
    | ~ spl0_2150 ),
    inference(avatar_split_clause,[],[f13698,f11354,f3278,f3284]) ).

fof(f13700,plain,
    ( ~ xuntil6(s52)
    | ~ node4(s52)
    | ~ spl0_560 ),
    inference(resolution,[],[f3290,f938]) ).

fof(f13701,plain,
    ( ~ node4(s52)
    | ~ spl0_560
    | ~ spl0_561 ),
    inference(forward_subsumption_resolution,[],[f13700,f3296]) ).

fof(f13704,plain,
    ( ~ xuntil6(s52)
    | ~ spl0_560
    | ~ spl0_2148 ),
    inference(forward_subsumption_resolution,[],[f13700,f12605]) ).

fof(f13705,plain,
    ( ~ spl0_561
    | ~ spl0_560
    | ~ spl0_2148 ),
    inference(avatar_split_clause,[],[f13704,f11345,f3288,f3294]) ).

fof(f13706,plain,
    ( ~ xuntil6(s53)
    | ~ node4(s53)
    | ~ spl0_562 ),
    inference(resolution,[],[f3300,f938]) ).

fof(f13707,plain,
    ( ~ node4(s53)
    | ~ spl0_562
    | ~ spl0_563 ),
    inference(forward_subsumption_resolution,[],[f13706,f3306]) ).

fof(f13710,plain,
    ( ~ xuntil6(s53)
    | ~ spl0_562
    | ~ spl0_2146 ),
    inference(forward_subsumption_resolution,[],[f13706,f12603]) ).

fof(f13711,plain,
    ( ~ spl0_563
    | ~ spl0_562
    | ~ spl0_2146 ),
    inference(avatar_split_clause,[],[f13710,f11336,f3298,f3304]) ).

fof(f13712,plain,
    ( ~ xuntil6(s54)
    | ~ node4(s54)
    | ~ spl0_564 ),
    inference(resolution,[],[f3310,f938]) ).

fof(f13713,plain,
    ( ~ node4(s54)
    | ~ spl0_564
    | ~ spl0_565 ),
    inference(forward_subsumption_resolution,[],[f13712,f3316]) ).

fof(f13716,plain,
    ( ~ xuntil6(s54)
    | ~ spl0_564
    | ~ spl0_2144 ),
    inference(forward_subsumption_resolution,[],[f13712,f12601]) ).

fof(f13717,plain,
    ( ~ spl0_565
    | ~ spl0_564
    | ~ spl0_2144 ),
    inference(avatar_split_clause,[],[f13716,f11327,f3308,f3314]) ).

fof(f13718,plain,
    ( ~ xuntil6(s55)
    | ~ node4(s55)
    | ~ spl0_566 ),
    inference(resolution,[],[f3320,f938]) ).

fof(f13719,plain,
    ( ~ node4(s55)
    | ~ spl0_566
    | ~ spl0_567 ),
    inference(forward_subsumption_resolution,[],[f13718,f3326]) ).

fof(f13722,plain,
    ( ~ xuntil6(s55)
    | ~ spl0_566
    | ~ spl0_2142 ),
    inference(forward_subsumption_resolution,[],[f13718,f12599]) ).

fof(f13723,plain,
    ( ~ spl0_567
    | ~ spl0_566
    | ~ spl0_2142 ),
    inference(avatar_split_clause,[],[f13722,f11318,f3318,f3324]) ).

fof(f13724,plain,
    ( ~ xuntil6(s56)
    | ~ node4(s56)
    | ~ spl0_568 ),
    inference(resolution,[],[f3330,f938]) ).

fof(f13725,plain,
    ( ~ node4(s56)
    | ~ spl0_568
    | ~ spl0_569 ),
    inference(forward_subsumption_resolution,[],[f13724,f3336]) ).

fof(f13728,plain,
    ( ~ xuntil6(s56)
    | ~ spl0_568
    | ~ spl0_2140 ),
    inference(forward_subsumption_resolution,[],[f13724,f12597]) ).

fof(f13729,plain,
    ( ~ spl0_569
    | ~ spl0_568
    | ~ spl0_2140 ),
    inference(avatar_split_clause,[],[f13728,f11309,f3328,f3334]) ).

fof(f13730,plain,
    ( ~ xuntil6(s57)
    | ~ node4(s57)
    | ~ spl0_570 ),
    inference(resolution,[],[f3340,f938]) ).

fof(f13731,plain,
    ( ~ node4(s57)
    | ~ spl0_570
    | ~ spl0_571 ),
    inference(forward_subsumption_resolution,[],[f13730,f3346]) ).

fof(f13734,plain,
    ( ~ xuntil6(s57)
    | ~ spl0_570
    | ~ spl0_2138 ),
    inference(forward_subsumption_resolution,[],[f13730,f12595]) ).

fof(f13735,plain,
    ( ~ spl0_571
    | ~ spl0_570
    | ~ spl0_2138 ),
    inference(avatar_split_clause,[],[f13734,f11300,f3338,f3344]) ).

fof(f13736,plain,
    ( ~ xuntil6(s58)
    | ~ node4(s58)
    | ~ spl0_572 ),
    inference(resolution,[],[f3350,f938]) ).

fof(f13737,plain,
    ( ~ node4(s58)
    | ~ spl0_572
    | ~ spl0_573 ),
    inference(forward_subsumption_resolution,[],[f13736,f3356]) ).

fof(f13740,plain,
    ( ~ xuntil6(s58)
    | ~ spl0_572
    | ~ spl0_2136 ),
    inference(forward_subsumption_resolution,[],[f13736,f12593]) ).

fof(f13741,plain,
    ( ~ spl0_573
    | ~ spl0_572
    | ~ spl0_2136 ),
    inference(avatar_split_clause,[],[f13740,f11291,f3348,f3354]) ).

fof(f13742,plain,
    ( ~ xuntil6(s59)
    | ~ node4(s59)
    | ~ spl0_574 ),
    inference(resolution,[],[f3360,f938]) ).

fof(f13743,plain,
    ( ~ node4(s59)
    | ~ spl0_574
    | ~ spl0_575 ),
    inference(forward_subsumption_resolution,[],[f13742,f3366]) ).

fof(f13746,plain,
    ( ~ xuntil6(s59)
    | ~ spl0_574
    | ~ spl0_2134 ),
    inference(forward_subsumption_resolution,[],[f13742,f12591]) ).

fof(f13747,plain,
    ( ~ spl0_575
    | ~ spl0_574
    | ~ spl0_2134 ),
    inference(avatar_split_clause,[],[f13746,f11282,f3358,f3364]) ).

fof(f13748,plain,
    ( ~ xuntil6(s60)
    | ~ node4(s60)
    | ~ spl0_576 ),
    inference(resolution,[],[f3370,f938]) ).

fof(f13749,plain,
    ( ~ node4(s60)
    | ~ spl0_576
    | ~ spl0_577 ),
    inference(forward_subsumption_resolution,[],[f13748,f3376]) ).

fof(f13752,plain,
    ( ~ xuntil6(s60)
    | ~ spl0_576
    | ~ spl0_2132 ),
    inference(forward_subsumption_resolution,[],[f13748,f12589]) ).

fof(f13753,plain,
    ( ~ spl0_577
    | ~ spl0_576
    | ~ spl0_2132 ),
    inference(avatar_split_clause,[],[f13752,f11273,f3368,f3374]) ).

fof(f13754,plain,
    ( ~ xuntil6(s61)
    | ~ node4(s61)
    | ~ spl0_578 ),
    inference(resolution,[],[f3380,f938]) ).

fof(f13755,plain,
    ( ~ node4(s61)
    | ~ spl0_578
    | ~ spl0_579 ),
    inference(forward_subsumption_resolution,[],[f13754,f3386]) ).

fof(f13756,plain,
    ( $false
    | ~ spl0_578
    | ~ spl0_579
    | ~ spl0_2130 ),
    inference(forward_subsumption_resolution,[],[f13755,f12587]) ).

fof(f13757,plain,
    ( ~ spl0_578
    | ~ spl0_579
    | ~ spl0_2130 ),
    inference(avatar_contradiction_clause,[],[f13756]) ).

fof(f13758,plain,
    ( ! [X0] :
        ( trans(X0,s61)
        | always3(X0) )
    | ~ spl0_2131 ),
    inference(resolution,[],[f11270,f934]) ).

fof(f13759,plain,
    ( node4(s61)
    | ~ spl0_2131 ),
    inference(resolution,[],[f11270,f937]) ).

fof(f13760,plain,
    ( $false
    | ~ spl0_578
    | ~ spl0_579
    | ~ spl0_2131 ),
    inference(forward_subsumption_resolution,[],[f13759,f13755]) ).

fof(f13761,plain,
    ( ~ spl0_578
    | ~ spl0_579
    | ~ spl0_2131 ),
    inference(avatar_contradiction_clause,[],[f13760]) ).

fof(f13763,definition,
    ( spl0_2303
  <=> node4(s60) ),
    introduced(definition,[new_symbols(definition,[spl0_2303])],[avatar_definition]) ).

fof(f13764,plain,
    ( node4(s60)
    | ~ spl0_2303 ),
    inference(avatar_component_clause,[],[f13763]) ).

fof(f13767,plain,
    ( ~ spl0_2303
    | ~ spl0_576
    | ~ spl0_577 ),
    inference(avatar_split_clause,[],[f13749,f3374,f3368,f13763]) ).

fof(f13770,plain,
    ( ! [X0] :
        ( trans(X0,s60)
        | always3(X0) )
    | ~ spl0_2133 ),
    inference(resolution,[],[f11279,f934]) ).

fof(f13771,plain,
    ( node4(s60)
    | ~ spl0_2133 ),
    inference(resolution,[],[f11279,f937]) ).

fof(f13774,plain,
    ( spl0_2303
    | ~ spl0_2133 ),
    inference(avatar_split_clause,[],[f13771,f11277,f13763]) ).

fof(f13776,definition,
    ( spl0_2304
  <=> node4(s59) ),
    introduced(definition,[new_symbols(definition,[spl0_2304])],[avatar_definition]) ).

fof(f13777,plain,
    ( node4(s59)
    | ~ spl0_2304 ),
    inference(avatar_component_clause,[],[f13776]) ).

fof(f13780,plain,
    ( ~ spl0_2304
    | ~ spl0_574
    | ~ spl0_575 ),
    inference(avatar_split_clause,[],[f13743,f3364,f3358,f13776]) ).

fof(f13781,plain,
    ( ! [X0] :
        ( trans(X0,s59)
        | always3(X0) )
    | ~ spl0_2135 ),
    inference(resolution,[],[f11288,f934]) ).

fof(f13782,plain,
    ( node4(s59)
    | ~ spl0_2135 ),
    inference(resolution,[],[f11288,f937]) ).

fof(f13785,plain,
    ( spl0_2304
    | ~ spl0_2135 ),
    inference(avatar_split_clause,[],[f13782,f11286,f13776]) ).

fof(f13787,definition,
    ( spl0_2305
  <=> node4(s58) ),
    introduced(definition,[new_symbols(definition,[spl0_2305])],[avatar_definition]) ).

fof(f13788,plain,
    ( node4(s58)
    | ~ spl0_2305 ),
    inference(avatar_component_clause,[],[f13787]) ).

fof(f13791,plain,
    ( ~ spl0_2305
    | ~ spl0_572
    | ~ spl0_573 ),
    inference(avatar_split_clause,[],[f13737,f3354,f3348,f13787]) ).

fof(f13792,plain,
    ( ! [X0] :
        ( trans(X0,s58)
        | always3(X0) )
    | ~ spl0_2137 ),
    inference(resolution,[],[f11297,f934]) ).

fof(f13793,plain,
    ( node4(s58)
    | ~ spl0_2137 ),
    inference(resolution,[],[f11297,f937]) ).

fof(f13796,plain,
    ( spl0_2305
    | ~ spl0_2137 ),
    inference(avatar_split_clause,[],[f13793,f11295,f13787]) ).

fof(f13798,definition,
    ( spl0_2306
  <=> node4(s57) ),
    introduced(definition,[new_symbols(definition,[spl0_2306])],[avatar_definition]) ).

fof(f13799,plain,
    ( node4(s57)
    | ~ spl0_2306 ),
    inference(avatar_component_clause,[],[f13798]) ).

fof(f13802,plain,
    ( ~ spl0_2306
    | ~ spl0_570
    | ~ spl0_571 ),
    inference(avatar_split_clause,[],[f13731,f3344,f3338,f13798]) ).

fof(f13803,plain,
    ( ! [X0] :
        ( trans(X0,s57)
        | always3(X0) )
    | ~ spl0_2139 ),
    inference(resolution,[],[f11306,f934]) ).

fof(f13804,plain,
    ( node4(s57)
    | ~ spl0_2139 ),
    inference(resolution,[],[f11306,f937]) ).

fof(f13807,plain,
    ( spl0_2306
    | ~ spl0_2139 ),
    inference(avatar_split_clause,[],[f13804,f11304,f13798]) ).

fof(f13809,definition,
    ( spl0_2307
  <=> node4(s56) ),
    introduced(definition,[new_symbols(definition,[spl0_2307])],[avatar_definition]) ).

fof(f13810,plain,
    ( node4(s56)
    | ~ spl0_2307 ),
    inference(avatar_component_clause,[],[f13809]) ).

fof(f13813,plain,
    ( ~ spl0_2307
    | ~ spl0_568
    | ~ spl0_569 ),
    inference(avatar_split_clause,[],[f13725,f3334,f3328,f13809]) ).

fof(f13814,plain,
    ( ! [X0] :
        ( trans(X0,s56)
        | always3(X0) )
    | ~ spl0_2141 ),
    inference(resolution,[],[f11315,f934]) ).

fof(f13815,plain,
    ( node4(s56)
    | ~ spl0_2141 ),
    inference(resolution,[],[f11315,f937]) ).

fof(f13818,plain,
    ( spl0_2307
    | ~ spl0_2141 ),
    inference(avatar_split_clause,[],[f13815,f11313,f13809]) ).

fof(f13820,definition,
    ( spl0_2308
  <=> node4(s55) ),
    introduced(definition,[new_symbols(definition,[spl0_2308])],[avatar_definition]) ).

fof(f13821,plain,
    ( node4(s55)
    | ~ spl0_2308 ),
    inference(avatar_component_clause,[],[f13820]) ).

fof(f13824,plain,
    ( ~ spl0_2308
    | ~ spl0_566
    | ~ spl0_567 ),
    inference(avatar_split_clause,[],[f13719,f3324,f3318,f13820]) ).

fof(f13825,plain,
    ( ! [X0] :
        ( trans(X0,s55)
        | always3(X0) )
    | ~ spl0_2143 ),
    inference(resolution,[],[f11324,f934]) ).

fof(f13826,plain,
    ( node4(s55)
    | ~ spl0_2143 ),
    inference(resolution,[],[f11324,f937]) ).

fof(f13829,plain,
    ( spl0_2308
    | ~ spl0_2143 ),
    inference(avatar_split_clause,[],[f13826,f11322,f13820]) ).

fof(f13831,definition,
    ( spl0_2309
  <=> node4(s54) ),
    introduced(definition,[new_symbols(definition,[spl0_2309])],[avatar_definition]) ).

fof(f13832,plain,
    ( node4(s54)
    | ~ spl0_2309 ),
    inference(avatar_component_clause,[],[f13831]) ).

fof(f13835,plain,
    ( ~ spl0_2309
    | ~ spl0_564
    | ~ spl0_565 ),
    inference(avatar_split_clause,[],[f13713,f3314,f3308,f13831]) ).

fof(f13836,plain,
    ( ! [X0] :
        ( trans(X0,s54)
        | always3(X0) )
    | ~ spl0_2145 ),
    inference(resolution,[],[f11333,f934]) ).

fof(f13837,plain,
    ( node4(s54)
    | ~ spl0_2145 ),
    inference(resolution,[],[f11333,f937]) ).

fof(f13840,plain,
    ( spl0_2309
    | ~ spl0_2145 ),
    inference(avatar_split_clause,[],[f13837,f11331,f13831]) ).

fof(f13842,definition,
    ( spl0_2310
  <=> node4(s53) ),
    introduced(definition,[new_symbols(definition,[spl0_2310])],[avatar_definition]) ).

fof(f13843,plain,
    ( node4(s53)
    | ~ spl0_2310 ),
    inference(avatar_component_clause,[],[f13842]) ).

fof(f13846,plain,
    ( ~ spl0_2310
    | ~ spl0_562
    | ~ spl0_563 ),
    inference(avatar_split_clause,[],[f13707,f3304,f3298,f13842]) ).

fof(f13847,plain,
    ( ! [X0] :
        ( trans(X0,s53)
        | always3(X0) )
    | ~ spl0_2147 ),
    inference(resolution,[],[f11342,f934]) ).

fof(f13848,plain,
    ( node4(s53)
    | ~ spl0_2147 ),
    inference(resolution,[],[f11342,f937]) ).

fof(f13851,plain,
    ( spl0_2310
    | ~ spl0_2147 ),
    inference(avatar_split_clause,[],[f13848,f11340,f13842]) ).

fof(f13853,definition,
    ( spl0_2311
  <=> node4(s52) ),
    introduced(definition,[new_symbols(definition,[spl0_2311])],[avatar_definition]) ).

fof(f13854,plain,
    ( node4(s52)
    | ~ spl0_2311 ),
    inference(avatar_component_clause,[],[f13853]) ).

fof(f13857,plain,
    ( ~ spl0_2311
    | ~ spl0_560
    | ~ spl0_561 ),
    inference(avatar_split_clause,[],[f13701,f3294,f3288,f13853]) ).

fof(f13858,plain,
    ( ! [X0] :
        ( trans(X0,s52)
        | always3(X0) )
    | ~ spl0_2149 ),
    inference(resolution,[],[f11351,f934]) ).

fof(f13859,plain,
    ( node4(s52)
    | ~ spl0_2149 ),
    inference(resolution,[],[f11351,f937]) ).

fof(f13862,plain,
    ( spl0_2311
    | ~ spl0_2149 ),
    inference(avatar_split_clause,[],[f13859,f11349,f13853]) ).

fof(f13864,definition,
    ( spl0_2312
  <=> node4(s51) ),
    introduced(definition,[new_symbols(definition,[spl0_2312])],[avatar_definition]) ).

fof(f13865,plain,
    ( node4(s51)
    | ~ spl0_2312 ),
    inference(avatar_component_clause,[],[f13864]) ).

fof(f13868,plain,
    ( ~ spl0_2312
    | ~ spl0_558
    | ~ spl0_559 ),
    inference(avatar_split_clause,[],[f13695,f3284,f3278,f13864]) ).

fof(f13869,plain,
    ( ! [X0] :
        ( trans(X0,s51)
        | always3(X0) )
    | ~ spl0_2151 ),
    inference(resolution,[],[f11360,f934]) ).

fof(f13870,plain,
    ( node4(s51)
    | ~ spl0_2151 ),
    inference(resolution,[],[f11360,f937]) ).

fof(f13873,plain,
    ( spl0_2312
    | ~ spl0_2151 ),
    inference(avatar_split_clause,[],[f13870,f11358,f13864]) ).

fof(f13875,definition,
    ( spl0_2313
  <=> node4(s50) ),
    introduced(definition,[new_symbols(definition,[spl0_2313])],[avatar_definition]) ).

fof(f13876,plain,
    ( node4(s50)
    | ~ spl0_2313 ),
    inference(avatar_component_clause,[],[f13875]) ).

fof(f13879,plain,
    ( ~ spl0_2313
    | ~ spl0_556
    | ~ spl0_557 ),
    inference(avatar_split_clause,[],[f13689,f3274,f3268,f13875]) ).

fof(f13880,plain,
    ( ! [X0] :
        ( trans(X0,s50)
        | always3(X0) )
    | ~ spl0_2153 ),
    inference(resolution,[],[f11369,f934]) ).

fof(f13881,plain,
    ( node4(s50)
    | ~ spl0_2153 ),
    inference(resolution,[],[f11369,f937]) ).

fof(f13884,plain,
    ( spl0_2313
    | ~ spl0_2153 ),
    inference(avatar_split_clause,[],[f13881,f11367,f13875]) ).

fof(f13886,definition,
    ( spl0_2314
  <=> node4(s49) ),
    introduced(definition,[new_symbols(definition,[spl0_2314])],[avatar_definition]) ).

fof(f13887,plain,
    ( node4(s49)
    | ~ spl0_2314 ),
    inference(avatar_component_clause,[],[f13886]) ).

fof(f13890,plain,
    ( ~ spl0_2314
    | ~ spl0_554
    | ~ spl0_555 ),
    inference(avatar_split_clause,[],[f13683,f3264,f3258,f13886]) ).

fof(f13891,plain,
    ( ! [X0] :
        ( trans(X0,s49)
        | always3(X0) )
    | ~ spl0_2155 ),
    inference(resolution,[],[f11378,f934]) ).

fof(f13892,plain,
    ( node4(s49)
    | ~ spl0_2155 ),
    inference(resolution,[],[f11378,f937]) ).

fof(f13895,plain,
    ( spl0_2314
    | ~ spl0_2155 ),
    inference(avatar_split_clause,[],[f13892,f11376,f13886]) ).

fof(f13897,definition,
    ( spl0_2315
  <=> node4(s48) ),
    introduced(definition,[new_symbols(definition,[spl0_2315])],[avatar_definition]) ).

fof(f13898,plain,
    ( node4(s48)
    | ~ spl0_2315 ),
    inference(avatar_component_clause,[],[f13897]) ).

fof(f13901,plain,
    ( ~ spl0_2315
    | ~ spl0_552
    | ~ spl0_553 ),
    inference(avatar_split_clause,[],[f13677,f3254,f3248,f13897]) ).

fof(f13902,plain,
    ( ! [X0] :
        ( trans(X0,s48)
        | always3(X0) )
    | ~ spl0_2157 ),
    inference(resolution,[],[f11387,f934]) ).

fof(f13903,plain,
    ( node4(s48)
    | ~ spl0_2157 ),
    inference(resolution,[],[f11387,f937]) ).

fof(f13906,plain,
    ( spl0_2315
    | ~ spl0_2157 ),
    inference(avatar_split_clause,[],[f13903,f11385,f13897]) ).

fof(f13908,definition,
    ( spl0_2316
  <=> node4(s47) ),
    introduced(definition,[new_symbols(definition,[spl0_2316])],[avatar_definition]) ).

fof(f13909,plain,
    ( node4(s47)
    | ~ spl0_2316 ),
    inference(avatar_component_clause,[],[f13908]) ).

fof(f13910,plain,
    ( ~ node4(s47)
    | spl0_2316 ),
    inference(avatar_component_clause,[],[f13908]) ).

fof(f13912,plain,
    ( ~ spl0_2316
    | ~ spl0_550
    | ~ spl0_551 ),
    inference(avatar_split_clause,[],[f13671,f3244,f3238,f13908]) ).

fof(f13913,plain,
    ( ! [X0] :
        ( trans(X0,s47)
        | always3(X0) )
    | ~ spl0_2159 ),
    inference(resolution,[],[f11396,f934]) ).

fof(f13914,plain,
    ( node4(s47)
    | ~ spl0_2159 ),
    inference(resolution,[],[f11396,f937]) ).

fof(f13915,plain,
    ( $false
    | ~ spl0_2159
    | spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f13914,f13910]) ).

fof(f13916,plain,
    ( ~ spl0_2159
    | spl0_2316 ),
    inference(avatar_contradiction_clause,[],[f13915]) ).

fof(f13931,definition,
    ( spl0_2317
  <=> node4(s61) ),
    introduced(definition,[new_symbols(definition,[spl0_2317])],[avatar_definition]) ).

fof(f13932,plain,
    ( node4(s61)
    | ~ spl0_2317 ),
    inference(avatar_component_clause,[],[f13931]) ).

fof(f13937,plain,
    ( spl0_2316
    | ~ spl0_2158 ),
    inference(avatar_split_clause,[],[f12615,f11390,f13908]) ).

fof(f13966,plain,
    ( ~ xuntil6(s62)
    | ~ node4(s62)
    | ~ spl0_580 ),
    inference(resolution,[],[f3390,f938]) ).

fof(f13967,plain,
    ( ~ node4(s62)
    | ~ spl0_580
    | ~ spl0_581 ),
    inference(forward_subsumption_resolution,[],[f13966,f3396]) ).

fof(f13970,plain,
    ( ~ xuntil6(s62)
    | ~ spl0_580
    | ~ spl0_2128 ),
    inference(forward_subsumption_resolution,[],[f13966,f12585]) ).

fof(f13971,plain,
    ( ~ spl0_581
    | ~ spl0_580
    | ~ spl0_2128 ),
    inference(avatar_split_clause,[],[f13970,f11255,f3388,f3394]) ).

fof(f13972,plain,
    ( ~ xuntil6(s63)
    | ~ node4(s63)
    | ~ spl0_582 ),
    inference(resolution,[],[f3400,f938]) ).

fof(f13973,plain,
    ( ~ node4(s63)
    | ~ spl0_582
    | ~ spl0_583 ),
    inference(forward_subsumption_resolution,[],[f13972,f3406]) ).

fof(f13976,plain,
    ( ~ xuntil6(s63)
    | ~ spl0_582
    | ~ spl0_2126 ),
    inference(forward_subsumption_resolution,[],[f13972,f12583]) ).

fof(f13977,plain,
    ( ~ spl0_583
    | ~ spl0_582
    | ~ spl0_2126 ),
    inference(avatar_split_clause,[],[f13976,f11246,f3398,f3404]) ).

fof(f13978,plain,
    ( ~ xuntil6(s64)
    | ~ node4(s64)
    | ~ spl0_584 ),
    inference(resolution,[],[f3410,f938]) ).

fof(f13979,plain,
    ( ~ node4(s64)
    | ~ spl0_584
    | ~ spl0_585 ),
    inference(forward_subsumption_resolution,[],[f13978,f3416]) ).

fof(f13982,plain,
    ( ~ xuntil6(s64)
    | ~ spl0_584
    | ~ spl0_2124 ),
    inference(forward_subsumption_resolution,[],[f13978,f12581]) ).

fof(f13983,plain,
    ( ~ spl0_585
    | ~ spl0_584
    | ~ spl0_2124 ),
    inference(avatar_split_clause,[],[f13982,f11237,f3408,f3414]) ).

fof(f13984,plain,
    ( ~ xuntil6(s65)
    | ~ node4(s65)
    | ~ spl0_586 ),
    inference(resolution,[],[f3420,f938]) ).

fof(f13985,plain,
    ( ~ node4(s65)
    | ~ spl0_586
    | ~ spl0_587 ),
    inference(forward_subsumption_resolution,[],[f13984,f3426]) ).

fof(f13988,plain,
    ( ~ xuntil6(s65)
    | ~ spl0_586
    | ~ spl0_2122 ),
    inference(forward_subsumption_resolution,[],[f13984,f12579]) ).

fof(f13989,plain,
    ( ~ spl0_587
    | ~ spl0_586
    | ~ spl0_2122 ),
    inference(avatar_split_clause,[],[f13988,f11228,f3418,f3424]) ).

fof(f13990,plain,
    ( ~ xuntil6(s66)
    | ~ node4(s66)
    | ~ spl0_588 ),
    inference(resolution,[],[f3430,f938]) ).

fof(f13991,plain,
    ( ~ node4(s66)
    | ~ spl0_588
    | ~ spl0_589 ),
    inference(forward_subsumption_resolution,[],[f13990,f3436]) ).

fof(f13994,plain,
    ( ~ xuntil6(s66)
    | ~ spl0_588
    | ~ spl0_2120 ),
    inference(forward_subsumption_resolution,[],[f13990,f12577]) ).

fof(f13995,plain,
    ( ~ spl0_589
    | ~ spl0_588
    | ~ spl0_2120 ),
    inference(avatar_split_clause,[],[f13994,f11219,f3428,f3434]) ).

fof(f13996,plain,
    ( ~ xuntil6(s67)
    | ~ node4(s67)
    | ~ spl0_590 ),
    inference(resolution,[],[f3440,f938]) ).

fof(f13997,plain,
    ( ~ node4(s67)
    | ~ spl0_590
    | ~ spl0_591 ),
    inference(forward_subsumption_resolution,[],[f13996,f3446]) ).

fof(f14000,plain,
    ( ~ xuntil6(s67)
    | ~ spl0_590
    | ~ spl0_2118 ),
    inference(forward_subsumption_resolution,[],[f13996,f12575]) ).

fof(f14001,plain,
    ( ~ spl0_591
    | ~ spl0_590
    | ~ spl0_2118 ),
    inference(avatar_split_clause,[],[f14000,f11210,f3438,f3444]) ).

fof(f14002,plain,
    ( ~ xuntil6(s68)
    | ~ node4(s68)
    | ~ spl0_592 ),
    inference(resolution,[],[f3450,f938]) ).

fof(f14003,plain,
    ( ~ node4(s68)
    | ~ spl0_592
    | ~ spl0_593 ),
    inference(forward_subsumption_resolution,[],[f14002,f3456]) ).

fof(f14006,plain,
    ( ~ xuntil6(s68)
    | ~ spl0_592
    | ~ spl0_2116 ),
    inference(forward_subsumption_resolution,[],[f14002,f12573]) ).

fof(f14007,plain,
    ( ~ spl0_593
    | ~ spl0_592
    | ~ spl0_2116 ),
    inference(avatar_split_clause,[],[f14006,f11201,f3448,f3454]) ).

fof(f14008,plain,
    ( ~ xuntil6(s69)
    | ~ node4(s69)
    | ~ spl0_594 ),
    inference(resolution,[],[f3460,f938]) ).

fof(f14009,plain,
    ( ~ node4(s69)
    | ~ spl0_594
    | ~ spl0_595 ),
    inference(forward_subsumption_resolution,[],[f14008,f3466]) ).

fof(f14012,plain,
    ( ~ xuntil6(s69)
    | ~ spl0_594
    | ~ spl0_2114 ),
    inference(forward_subsumption_resolution,[],[f14008,f12571]) ).

fof(f14013,plain,
    ( ~ spl0_595
    | ~ spl0_594
    | ~ spl0_2114 ),
    inference(avatar_split_clause,[],[f14012,f11192,f3458,f3464]) ).

fof(f14014,plain,
    ( ~ xuntil6(s70)
    | ~ node4(s70)
    | ~ spl0_596 ),
    inference(resolution,[],[f3470,f938]) ).

fof(f14015,plain,
    ( ~ node4(s70)
    | ~ spl0_596
    | ~ spl0_597 ),
    inference(forward_subsumption_resolution,[],[f14014,f3476]) ).

fof(f14018,plain,
    ( ~ xuntil6(s70)
    | ~ spl0_596
    | ~ spl0_2112 ),
    inference(forward_subsumption_resolution,[],[f14014,f12569]) ).

fof(f14019,plain,
    ( ~ spl0_597
    | ~ spl0_596
    | ~ spl0_2112 ),
    inference(avatar_split_clause,[],[f14018,f11183,f3468,f3474]) ).

fof(f14020,plain,
    ( ~ xuntil6(s71)
    | ~ node4(s71)
    | ~ spl0_598 ),
    inference(resolution,[],[f3480,f938]) ).

fof(f14021,plain,
    ( ~ node4(s71)
    | ~ spl0_598
    | ~ spl0_599 ),
    inference(forward_subsumption_resolution,[],[f14020,f3486]) ).

fof(f14024,plain,
    ( ~ xuntil6(s71)
    | ~ spl0_598
    | ~ spl0_2110 ),
    inference(forward_subsumption_resolution,[],[f14020,f12567]) ).

fof(f14025,plain,
    ( ~ spl0_599
    | ~ spl0_598
    | ~ spl0_2110 ),
    inference(avatar_split_clause,[],[f14024,f11174,f3478,f3484]) ).

fof(f14026,plain,
    ( ~ xuntil6(s72)
    | ~ node4(s72)
    | ~ spl0_600 ),
    inference(resolution,[],[f3490,f938]) ).

fof(f14027,plain,
    ( ~ node4(s72)
    | ~ spl0_600
    | ~ spl0_601 ),
    inference(forward_subsumption_resolution,[],[f14026,f3496]) ).

fof(f14030,plain,
    ( ~ xuntil6(s72)
    | ~ spl0_600
    | ~ spl0_2108 ),
    inference(forward_subsumption_resolution,[],[f14026,f12565]) ).

fof(f14031,plain,
    ( ~ spl0_601
    | ~ spl0_600
    | ~ spl0_2108 ),
    inference(avatar_split_clause,[],[f14030,f11165,f3488,f3494]) ).

fof(f14032,plain,
    ( ~ xuntil6(s73)
    | ~ node4(s73)
    | ~ spl0_602 ),
    inference(resolution,[],[f3500,f938]) ).

fof(f14033,plain,
    ( ~ node4(s73)
    | ~ spl0_602
    | ~ spl0_603 ),
    inference(forward_subsumption_resolution,[],[f14032,f3506]) ).

fof(f14036,plain,
    ( ~ xuntil6(s73)
    | ~ spl0_602
    | ~ spl0_2106 ),
    inference(forward_subsumption_resolution,[],[f14032,f12563]) ).

fof(f14037,plain,
    ( ~ spl0_603
    | ~ spl0_602
    | ~ spl0_2106 ),
    inference(avatar_split_clause,[],[f14036,f11156,f3498,f3504]) ).

fof(f14038,plain,
    ( ~ xuntil6(s74)
    | ~ node4(s74)
    | ~ spl0_604 ),
    inference(resolution,[],[f3510,f938]) ).

fof(f14039,plain,
    ( ~ node4(s74)
    | ~ spl0_604
    | ~ spl0_605 ),
    inference(forward_subsumption_resolution,[],[f14038,f3516]) ).

fof(f14042,plain,
    ( ~ xuntil6(s74)
    | ~ spl0_604
    | ~ spl0_2104 ),
    inference(forward_subsumption_resolution,[],[f14038,f12561]) ).

fof(f14043,plain,
    ( ~ spl0_605
    | ~ spl0_604
    | ~ spl0_2104 ),
    inference(avatar_split_clause,[],[f14042,f11147,f3508,f3514]) ).

fof(f14044,plain,
    ( ~ xuntil6(s75)
    | ~ node4(s75)
    | ~ spl0_606 ),
    inference(resolution,[],[f3520,f938]) ).

fof(f14045,plain,
    ( ~ node4(s75)
    | ~ spl0_606
    | ~ spl0_607 ),
    inference(forward_subsumption_resolution,[],[f14044,f3526]) ).

fof(f14048,plain,
    ( ~ xuntil6(s75)
    | ~ spl0_606
    | ~ spl0_2102 ),
    inference(forward_subsumption_resolution,[],[f14044,f12559]) ).

fof(f14049,plain,
    ( ~ spl0_607
    | ~ spl0_606
    | ~ spl0_2102 ),
    inference(avatar_split_clause,[],[f14048,f11138,f3518,f3524]) ).

fof(f14050,plain,
    ( ~ xuntil6(s76)
    | ~ node4(s76)
    | ~ spl0_608 ),
    inference(resolution,[],[f3530,f938]) ).

fof(f14051,plain,
    ( ~ node4(s76)
    | ~ spl0_608
    | ~ spl0_609 ),
    inference(forward_subsumption_resolution,[],[f14050,f3536]) ).

fof(f14052,plain,
    ( $false
    | ~ spl0_608
    | ~ spl0_609
    | ~ spl0_2100 ),
    inference(forward_subsumption_resolution,[],[f14051,f12557]) ).

fof(f14053,plain,
    ( ~ spl0_608
    | ~ spl0_609
    | ~ spl0_2100 ),
    inference(avatar_contradiction_clause,[],[f14052]) ).

fof(f14054,plain,
    ( ! [X0] :
        ( trans(X0,s76)
        | always3(X0) )
    | ~ spl0_2101 ),
    inference(resolution,[],[f11135,f934]) ).

fof(f14055,plain,
    ( node4(s76)
    | ~ spl0_2101 ),
    inference(resolution,[],[f11135,f937]) ).

fof(f14056,plain,
    ( $false
    | ~ spl0_608
    | ~ spl0_609
    | ~ spl0_2101 ),
    inference(forward_subsumption_resolution,[],[f14055,f14051]) ).

fof(f14057,plain,
    ( ~ spl0_608
    | ~ spl0_609
    | ~ spl0_2101 ),
    inference(avatar_contradiction_clause,[],[f14056]) ).

fof(f14059,definition,
    ( spl0_2318
  <=> node4(s75) ),
    introduced(definition,[new_symbols(definition,[spl0_2318])],[avatar_definition]) ).

fof(f14060,plain,
    ( node4(s75)
    | ~ spl0_2318 ),
    inference(avatar_component_clause,[],[f14059]) ).

fof(f14063,plain,
    ( ~ spl0_2318
    | ~ spl0_606
    | ~ spl0_607 ),
    inference(avatar_split_clause,[],[f14045,f3524,f3518,f14059]) ).

fof(f14066,plain,
    ( ! [X0] :
        ( trans(X0,s75)
        | always3(X0) )
    | ~ spl0_2103 ),
    inference(resolution,[],[f11144,f934]) ).

fof(f14067,plain,
    ( node4(s75)
    | ~ spl0_2103 ),
    inference(resolution,[],[f11144,f937]) ).

fof(f14070,plain,
    ( spl0_2318
    | ~ spl0_2103 ),
    inference(avatar_split_clause,[],[f14067,f11142,f14059]) ).

fof(f14072,definition,
    ( spl0_2319
  <=> node4(s74) ),
    introduced(definition,[new_symbols(definition,[spl0_2319])],[avatar_definition]) ).

fof(f14073,plain,
    ( node4(s74)
    | ~ spl0_2319 ),
    inference(avatar_component_clause,[],[f14072]) ).

fof(f14076,plain,
    ( ~ spl0_2319
    | ~ spl0_604
    | ~ spl0_605 ),
    inference(avatar_split_clause,[],[f14039,f3514,f3508,f14072]) ).

fof(f14077,plain,
    ( ! [X0] :
        ( trans(X0,s74)
        | always3(X0) )
    | ~ spl0_2105 ),
    inference(resolution,[],[f11153,f934]) ).

fof(f14078,plain,
    ( node4(s74)
    | ~ spl0_2105 ),
    inference(resolution,[],[f11153,f937]) ).

fof(f14081,plain,
    ( spl0_2319
    | ~ spl0_2105 ),
    inference(avatar_split_clause,[],[f14078,f11151,f14072]) ).

fof(f14083,definition,
    ( spl0_2320
  <=> node4(s73) ),
    introduced(definition,[new_symbols(definition,[spl0_2320])],[avatar_definition]) ).

fof(f14084,plain,
    ( node4(s73)
    | ~ spl0_2320 ),
    inference(avatar_component_clause,[],[f14083]) ).

fof(f14087,plain,
    ( ~ spl0_2320
    | ~ spl0_602
    | ~ spl0_603 ),
    inference(avatar_split_clause,[],[f14033,f3504,f3498,f14083]) ).

fof(f14088,plain,
    ( ! [X0] :
        ( trans(X0,s73)
        | always3(X0) )
    | ~ spl0_2107 ),
    inference(resolution,[],[f11162,f934]) ).

fof(f14089,plain,
    ( node4(s73)
    | ~ spl0_2107 ),
    inference(resolution,[],[f11162,f937]) ).

fof(f14092,plain,
    ( spl0_2320
    | ~ spl0_2107 ),
    inference(avatar_split_clause,[],[f14089,f11160,f14083]) ).

fof(f14094,definition,
    ( spl0_2321
  <=> node4(s72) ),
    introduced(definition,[new_symbols(definition,[spl0_2321])],[avatar_definition]) ).

fof(f14095,plain,
    ( node4(s72)
    | ~ spl0_2321 ),
    inference(avatar_component_clause,[],[f14094]) ).

fof(f14098,plain,
    ( ~ spl0_2321
    | ~ spl0_600
    | ~ spl0_601 ),
    inference(avatar_split_clause,[],[f14027,f3494,f3488,f14094]) ).

fof(f14099,plain,
    ( ! [X0] :
        ( trans(X0,s72)
        | always3(X0) )
    | ~ spl0_2109 ),
    inference(resolution,[],[f11171,f934]) ).

fof(f14100,plain,
    ( node4(s72)
    | ~ spl0_2109 ),
    inference(resolution,[],[f11171,f937]) ).

fof(f14103,plain,
    ( spl0_2321
    | ~ spl0_2109 ),
    inference(avatar_split_clause,[],[f14100,f11169,f14094]) ).

fof(f14105,definition,
    ( spl0_2322
  <=> node4(s71) ),
    introduced(definition,[new_symbols(definition,[spl0_2322])],[avatar_definition]) ).

fof(f14106,plain,
    ( node4(s71)
    | ~ spl0_2322 ),
    inference(avatar_component_clause,[],[f14105]) ).

fof(f14109,plain,
    ( ~ spl0_2322
    | ~ spl0_598
    | ~ spl0_599 ),
    inference(avatar_split_clause,[],[f14021,f3484,f3478,f14105]) ).

fof(f14110,plain,
    ( ! [X0] :
        ( trans(X0,s71)
        | always3(X0) )
    | ~ spl0_2111 ),
    inference(resolution,[],[f11180,f934]) ).

fof(f14111,plain,
    ( node4(s71)
    | ~ spl0_2111 ),
    inference(resolution,[],[f11180,f937]) ).

fof(f14114,plain,
    ( spl0_2322
    | ~ spl0_2111 ),
    inference(avatar_split_clause,[],[f14111,f11178,f14105]) ).

fof(f14116,definition,
    ( spl0_2323
  <=> node4(s70) ),
    introduced(definition,[new_symbols(definition,[spl0_2323])],[avatar_definition]) ).

fof(f14117,plain,
    ( node4(s70)
    | ~ spl0_2323 ),
    inference(avatar_component_clause,[],[f14116]) ).

fof(f14120,plain,
    ( ~ spl0_2323
    | ~ spl0_596
    | ~ spl0_597 ),
    inference(avatar_split_clause,[],[f14015,f3474,f3468,f14116]) ).

fof(f14121,plain,
    ( ! [X0] :
        ( trans(X0,s70)
        | always3(X0) )
    | ~ spl0_2113 ),
    inference(resolution,[],[f11189,f934]) ).

fof(f14122,plain,
    ( node4(s70)
    | ~ spl0_2113 ),
    inference(resolution,[],[f11189,f937]) ).

fof(f14125,plain,
    ( spl0_2323
    | ~ spl0_2113 ),
    inference(avatar_split_clause,[],[f14122,f11187,f14116]) ).

fof(f14127,definition,
    ( spl0_2324
  <=> node4(s69) ),
    introduced(definition,[new_symbols(definition,[spl0_2324])],[avatar_definition]) ).

fof(f14128,plain,
    ( node4(s69)
    | ~ spl0_2324 ),
    inference(avatar_component_clause,[],[f14127]) ).

fof(f14131,plain,
    ( ~ spl0_2324
    | ~ spl0_594
    | ~ spl0_595 ),
    inference(avatar_split_clause,[],[f14009,f3464,f3458,f14127]) ).

fof(f14132,plain,
    ( ! [X0] :
        ( trans(X0,s69)
        | always3(X0) )
    | ~ spl0_2115 ),
    inference(resolution,[],[f11198,f934]) ).

fof(f14133,plain,
    ( node4(s69)
    | ~ spl0_2115 ),
    inference(resolution,[],[f11198,f937]) ).

fof(f14136,plain,
    ( spl0_2324
    | ~ spl0_2115 ),
    inference(avatar_split_clause,[],[f14133,f11196,f14127]) ).

fof(f14138,definition,
    ( spl0_2325
  <=> node4(s68) ),
    introduced(definition,[new_symbols(definition,[spl0_2325])],[avatar_definition]) ).

fof(f14139,plain,
    ( node4(s68)
    | ~ spl0_2325 ),
    inference(avatar_component_clause,[],[f14138]) ).

fof(f14142,plain,
    ( ~ spl0_2325
    | ~ spl0_592
    | ~ spl0_593 ),
    inference(avatar_split_clause,[],[f14003,f3454,f3448,f14138]) ).

fof(f14143,plain,
    ( ! [X0] :
        ( trans(X0,s68)
        | always3(X0) )
    | ~ spl0_2117 ),
    inference(resolution,[],[f11207,f934]) ).

fof(f14144,plain,
    ( node4(s68)
    | ~ spl0_2117 ),
    inference(resolution,[],[f11207,f937]) ).

fof(f14147,plain,
    ( spl0_2325
    | ~ spl0_2117 ),
    inference(avatar_split_clause,[],[f14144,f11205,f14138]) ).

fof(f14149,definition,
    ( spl0_2326
  <=> node4(s67) ),
    introduced(definition,[new_symbols(definition,[spl0_2326])],[avatar_definition]) ).

fof(f14150,plain,
    ( node4(s67)
    | ~ spl0_2326 ),
    inference(avatar_component_clause,[],[f14149]) ).

fof(f14153,plain,
    ( ~ spl0_2326
    | ~ spl0_590
    | ~ spl0_591 ),
    inference(avatar_split_clause,[],[f13997,f3444,f3438,f14149]) ).

fof(f14154,plain,
    ( ! [X0] :
        ( trans(X0,s67)
        | always3(X0) )
    | ~ spl0_2119 ),
    inference(resolution,[],[f11216,f934]) ).

fof(f14155,plain,
    ( node4(s67)
    | ~ spl0_2119 ),
    inference(resolution,[],[f11216,f937]) ).

fof(f14158,plain,
    ( spl0_2326
    | ~ spl0_2119 ),
    inference(avatar_split_clause,[],[f14155,f11214,f14149]) ).

fof(f14160,definition,
    ( spl0_2327
  <=> node4(s66) ),
    introduced(definition,[new_symbols(definition,[spl0_2327])],[avatar_definition]) ).

fof(f14161,plain,
    ( node4(s66)
    | ~ spl0_2327 ),
    inference(avatar_component_clause,[],[f14160]) ).

fof(f14164,plain,
    ( ~ spl0_2327
    | ~ spl0_588
    | ~ spl0_589 ),
    inference(avatar_split_clause,[],[f13991,f3434,f3428,f14160]) ).

fof(f14165,plain,
    ( ! [X0] :
        ( trans(X0,s66)
        | always3(X0) )
    | ~ spl0_2121 ),
    inference(resolution,[],[f11225,f934]) ).

fof(f14166,plain,
    ( node4(s66)
    | ~ spl0_2121 ),
    inference(resolution,[],[f11225,f937]) ).

fof(f14169,plain,
    ( spl0_2327
    | ~ spl0_2121 ),
    inference(avatar_split_clause,[],[f14166,f11223,f14160]) ).

fof(f14171,definition,
    ( spl0_2328
  <=> node4(s65) ),
    introduced(definition,[new_symbols(definition,[spl0_2328])],[avatar_definition]) ).

fof(f14172,plain,
    ( node4(s65)
    | ~ spl0_2328 ),
    inference(avatar_component_clause,[],[f14171]) ).

fof(f14175,plain,
    ( ~ spl0_2328
    | ~ spl0_586
    | ~ spl0_587 ),
    inference(avatar_split_clause,[],[f13985,f3424,f3418,f14171]) ).

fof(f14176,plain,
    ( ! [X0] :
        ( trans(X0,s65)
        | always3(X0) )
    | ~ spl0_2123 ),
    inference(resolution,[],[f11234,f934]) ).

fof(f14177,plain,
    ( node4(s65)
    | ~ spl0_2123 ),
    inference(resolution,[],[f11234,f937]) ).

fof(f14180,plain,
    ( spl0_2328
    | ~ spl0_2123 ),
    inference(avatar_split_clause,[],[f14177,f11232,f14171]) ).

fof(f14182,definition,
    ( spl0_2329
  <=> node4(s64) ),
    introduced(definition,[new_symbols(definition,[spl0_2329])],[avatar_definition]) ).

fof(f14183,plain,
    ( node4(s64)
    | ~ spl0_2329 ),
    inference(avatar_component_clause,[],[f14182]) ).

fof(f14186,plain,
    ( ~ spl0_2329
    | ~ spl0_584
    | ~ spl0_585 ),
    inference(avatar_split_clause,[],[f13979,f3414,f3408,f14182]) ).

fof(f14187,plain,
    ( ! [X0] :
        ( trans(X0,s64)
        | always3(X0) )
    | ~ spl0_2125 ),
    inference(resolution,[],[f11243,f934]) ).

fof(f14188,plain,
    ( node4(s64)
    | ~ spl0_2125 ),
    inference(resolution,[],[f11243,f937]) ).

fof(f14191,plain,
    ( spl0_2329
    | ~ spl0_2125 ),
    inference(avatar_split_clause,[],[f14188,f11241,f14182]) ).

fof(f14193,definition,
    ( spl0_2330
  <=> node4(s63) ),
    introduced(definition,[new_symbols(definition,[spl0_2330])],[avatar_definition]) ).

fof(f14194,plain,
    ( node4(s63)
    | ~ spl0_2330 ),
    inference(avatar_component_clause,[],[f14193]) ).

fof(f14197,plain,
    ( ~ spl0_2330
    | ~ spl0_582
    | ~ spl0_583 ),
    inference(avatar_split_clause,[],[f13973,f3404,f3398,f14193]) ).

fof(f14198,plain,
    ( ! [X0] :
        ( trans(X0,s63)
        | always3(X0) )
    | ~ spl0_2127 ),
    inference(resolution,[],[f11252,f934]) ).

fof(f14199,plain,
    ( node4(s63)
    | ~ spl0_2127 ),
    inference(resolution,[],[f11252,f937]) ).

fof(f14202,plain,
    ( spl0_2330
    | ~ spl0_2127 ),
    inference(avatar_split_clause,[],[f14199,f11250,f14193]) ).

fof(f14204,definition,
    ( spl0_2331
  <=> node4(s62) ),
    introduced(definition,[new_symbols(definition,[spl0_2331])],[avatar_definition]) ).

fof(f14205,plain,
    ( node4(s62)
    | ~ spl0_2331 ),
    inference(avatar_component_clause,[],[f14204]) ).

fof(f14206,plain,
    ( ~ node4(s62)
    | spl0_2331 ),
    inference(avatar_component_clause,[],[f14204]) ).

fof(f14208,plain,
    ( ~ spl0_2331
    | ~ spl0_580
    | ~ spl0_581 ),
    inference(avatar_split_clause,[],[f13967,f3394,f3388,f14204]) ).

fof(f14209,plain,
    ( ! [X0] :
        ( trans(X0,s62)
        | always3(X0) )
    | ~ spl0_2129 ),
    inference(resolution,[],[f11261,f934]) ).

fof(f14210,plain,
    ( node4(s62)
    | ~ spl0_2129 ),
    inference(resolution,[],[f11261,f937]) ).

fof(f14211,plain,
    ( $false
    | ~ spl0_2129
    | spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f14210,f14206]) ).

fof(f14212,plain,
    ( ~ spl0_2129
    | spl0_2331 ),
    inference(avatar_contradiction_clause,[],[f14211]) ).

fof(f14227,definition,
    ( spl0_2332
  <=> node4(s76) ),
    introduced(definition,[new_symbols(definition,[spl0_2332])],[avatar_definition]) ).

fof(f14228,plain,
    ( node4(s76)
    | ~ spl0_2332 ),
    inference(avatar_component_clause,[],[f14227]) ).

fof(f14233,plain,
    ( spl0_2331
    | ~ spl0_2128 ),
    inference(avatar_split_clause,[],[f12585,f11255,f14204]) ).

fof(f14262,plain,
    ( ~ xuntil6(s77)
    | ~ node4(s77)
    | ~ spl0_610 ),
    inference(resolution,[],[f3540,f938]) ).

fof(f14263,plain,
    ( ~ node4(s77)
    | ~ spl0_610
    | ~ spl0_611 ),
    inference(forward_subsumption_resolution,[],[f14262,f3546]) ).

fof(f14266,plain,
    ( ~ xuntil6(s77)
    | ~ spl0_610
    | ~ spl0_2098 ),
    inference(forward_subsumption_resolution,[],[f14262,f12555]) ).

fof(f14267,plain,
    ( ~ spl0_611
    | ~ spl0_610
    | ~ spl0_2098 ),
    inference(avatar_split_clause,[],[f14266,f11120,f3538,f3544]) ).

fof(f14268,plain,
    ( ~ xuntil6(s78)
    | ~ node4(s78)
    | ~ spl0_612 ),
    inference(resolution,[],[f3550,f938]) ).

fof(f14269,plain,
    ( ~ node4(s78)
    | ~ spl0_612
    | ~ spl0_613 ),
    inference(forward_subsumption_resolution,[],[f14268,f3556]) ).

fof(f14272,plain,
    ( ~ xuntil6(s78)
    | ~ spl0_612
    | ~ spl0_2096 ),
    inference(forward_subsumption_resolution,[],[f14268,f12553]) ).

fof(f14273,plain,
    ( ~ spl0_613
    | ~ spl0_612
    | ~ spl0_2096 ),
    inference(avatar_split_clause,[],[f14272,f11111,f3548,f3554]) ).

fof(f14274,plain,
    ( ~ xuntil6(s79)
    | ~ node4(s79)
    | ~ spl0_614 ),
    inference(resolution,[],[f3560,f938]) ).

fof(f14275,plain,
    ( ~ node4(s79)
    | ~ spl0_614
    | ~ spl0_615 ),
    inference(forward_subsumption_resolution,[],[f14274,f3566]) ).

fof(f14278,plain,
    ( ~ xuntil6(s79)
    | ~ spl0_614
    | ~ spl0_2094 ),
    inference(forward_subsumption_resolution,[],[f14274,f12551]) ).

fof(f14279,plain,
    ( ~ spl0_615
    | ~ spl0_614
    | ~ spl0_2094 ),
    inference(avatar_split_clause,[],[f14278,f11102,f3558,f3564]) ).

fof(f14280,plain,
    ( ~ xuntil6(s80)
    | ~ node4(s80)
    | ~ spl0_616 ),
    inference(resolution,[],[f3570,f938]) ).

fof(f14281,plain,
    ( ~ node4(s80)
    | ~ spl0_616
    | ~ spl0_617 ),
    inference(forward_subsumption_resolution,[],[f14280,f3576]) ).

fof(f14284,plain,
    ( ~ xuntil6(s80)
    | ~ spl0_616
    | ~ spl0_2092 ),
    inference(forward_subsumption_resolution,[],[f14280,f12549]) ).

fof(f14285,plain,
    ( ~ spl0_617
    | ~ spl0_616
    | ~ spl0_2092 ),
    inference(avatar_split_clause,[],[f14284,f11093,f3568,f3574]) ).

fof(f14286,plain,
    ( ~ xuntil6(s81)
    | ~ node4(s81)
    | ~ spl0_618 ),
    inference(resolution,[],[f3580,f938]) ).

fof(f14287,plain,
    ( ~ node4(s81)
    | ~ spl0_618
    | ~ spl0_619 ),
    inference(forward_subsumption_resolution,[],[f14286,f3586]) ).

fof(f14290,plain,
    ( ~ xuntil6(s81)
    | ~ spl0_618
    | ~ spl0_2090 ),
    inference(forward_subsumption_resolution,[],[f14286,f12547]) ).

fof(f14291,plain,
    ( ~ spl0_619
    | ~ spl0_618
    | ~ spl0_2090 ),
    inference(avatar_split_clause,[],[f14290,f11084,f3578,f3584]) ).

fof(f14292,plain,
    ( ~ xuntil6(s82)
    | ~ node4(s82)
    | ~ spl0_620 ),
    inference(resolution,[],[f3590,f938]) ).

fof(f14293,plain,
    ( ~ node4(s82)
    | ~ spl0_620
    | ~ spl0_621 ),
    inference(forward_subsumption_resolution,[],[f14292,f3596]) ).

fof(f14296,plain,
    ( ~ xuntil6(s82)
    | ~ spl0_620
    | ~ spl0_2088 ),
    inference(forward_subsumption_resolution,[],[f14292,f12545]) ).

fof(f14297,plain,
    ( ~ spl0_621
    | ~ spl0_620
    | ~ spl0_2088 ),
    inference(avatar_split_clause,[],[f14296,f11075,f3588,f3594]) ).

fof(f14298,plain,
    ( ~ xuntil6(s83)
    | ~ node4(s83)
    | ~ spl0_622 ),
    inference(resolution,[],[f3600,f938]) ).

fof(f14299,plain,
    ( ~ node4(s83)
    | ~ spl0_622
    | ~ spl0_623 ),
    inference(forward_subsumption_resolution,[],[f14298,f3606]) ).

fof(f14302,plain,
    ( ~ xuntil6(s83)
    | ~ spl0_622
    | ~ spl0_2086 ),
    inference(forward_subsumption_resolution,[],[f14298,f12543]) ).

fof(f14303,plain,
    ( ~ spl0_623
    | ~ spl0_622
    | ~ spl0_2086 ),
    inference(avatar_split_clause,[],[f14302,f11066,f3598,f3604]) ).

fof(f14304,plain,
    ( ~ xuntil6(s84)
    | ~ node4(s84)
    | ~ spl0_624 ),
    inference(resolution,[],[f3610,f938]) ).

fof(f14305,plain,
    ( ~ node4(s84)
    | ~ spl0_624
    | ~ spl0_625 ),
    inference(forward_subsumption_resolution,[],[f14304,f3616]) ).

fof(f14308,plain,
    ( ~ xuntil6(s84)
    | ~ spl0_624
    | ~ spl0_2084 ),
    inference(forward_subsumption_resolution,[],[f14304,f12541]) ).

fof(f14309,plain,
    ( ~ spl0_625
    | ~ spl0_624
    | ~ spl0_2084 ),
    inference(avatar_split_clause,[],[f14308,f11057,f3608,f3614]) ).

fof(f14310,plain,
    ( ~ xuntil6(s85)
    | ~ node4(s85)
    | ~ spl0_626 ),
    inference(resolution,[],[f3620,f938]) ).

fof(f14311,plain,
    ( ~ node4(s85)
    | ~ spl0_626
    | ~ spl0_627 ),
    inference(forward_subsumption_resolution,[],[f14310,f3626]) ).

fof(f14314,plain,
    ( ~ xuntil6(s85)
    | ~ spl0_626
    | ~ spl0_2082 ),
    inference(forward_subsumption_resolution,[],[f14310,f12539]) ).

fof(f14315,plain,
    ( ~ spl0_627
    | ~ spl0_626
    | ~ spl0_2082 ),
    inference(avatar_split_clause,[],[f14314,f11048,f3618,f3624]) ).

fof(f14316,plain,
    ( ~ xuntil6(s86)
    | ~ node4(s86)
    | ~ spl0_628 ),
    inference(resolution,[],[f3630,f938]) ).

fof(f14317,plain,
    ( ~ node4(s86)
    | ~ spl0_628
    | ~ spl0_629 ),
    inference(forward_subsumption_resolution,[],[f14316,f3636]) ).

fof(f14320,plain,
    ( ~ xuntil6(s86)
    | ~ spl0_628
    | ~ spl0_2080 ),
    inference(forward_subsumption_resolution,[],[f14316,f12537]) ).

fof(f14321,plain,
    ( ~ spl0_629
    | ~ spl0_628
    | ~ spl0_2080 ),
    inference(avatar_split_clause,[],[f14320,f11039,f3628,f3634]) ).

fof(f14322,plain,
    ( ~ xuntil6(s87)
    | ~ node4(s87)
    | ~ spl0_630 ),
    inference(resolution,[],[f3640,f938]) ).

fof(f14323,plain,
    ( ~ node4(s87)
    | ~ spl0_630
    | ~ spl0_631 ),
    inference(forward_subsumption_resolution,[],[f14322,f3646]) ).

fof(f14326,plain,
    ( ~ xuntil6(s87)
    | ~ spl0_630
    | ~ spl0_2078 ),
    inference(forward_subsumption_resolution,[],[f14322,f12535]) ).

fof(f14327,plain,
    ( ~ spl0_631
    | ~ spl0_630
    | ~ spl0_2078 ),
    inference(avatar_split_clause,[],[f14326,f11030,f3638,f3644]) ).

fof(f14328,plain,
    ( ~ xuntil6(s88)
    | ~ node4(s88)
    | ~ spl0_632 ),
    inference(resolution,[],[f3650,f938]) ).

fof(f14329,plain,
    ( ~ node4(s88)
    | ~ spl0_632
    | ~ spl0_633 ),
    inference(forward_subsumption_resolution,[],[f14328,f3656]) ).

fof(f14332,plain,
    ( ~ xuntil6(s88)
    | ~ spl0_632
    | ~ spl0_2076 ),
    inference(forward_subsumption_resolution,[],[f14328,f12533]) ).

fof(f14333,plain,
    ( ~ spl0_633
    | ~ spl0_632
    | ~ spl0_2076 ),
    inference(avatar_split_clause,[],[f14332,f11021,f3648,f3654]) ).

fof(f14334,plain,
    ( ~ xuntil6(s89)
    | ~ node4(s89)
    | ~ spl0_634 ),
    inference(resolution,[],[f3660,f938]) ).

fof(f14335,plain,
    ( ~ node4(s89)
    | ~ spl0_634
    | ~ spl0_635 ),
    inference(forward_subsumption_resolution,[],[f14334,f3666]) ).

fof(f14338,plain,
    ( ~ xuntil6(s89)
    | ~ spl0_634
    | ~ spl0_2074 ),
    inference(forward_subsumption_resolution,[],[f14334,f12531]) ).

fof(f14339,plain,
    ( ~ spl0_635
    | ~ spl0_634
    | ~ spl0_2074 ),
    inference(avatar_split_clause,[],[f14338,f11012,f3658,f3664]) ).

fof(f14340,plain,
    ( ~ xuntil6(s90)
    | ~ node4(s90)
    | ~ spl0_636 ),
    inference(resolution,[],[f3670,f938]) ).

fof(f14341,plain,
    ( ~ node4(s90)
    | ~ spl0_636
    | ~ spl0_637 ),
    inference(forward_subsumption_resolution,[],[f14340,f3676]) ).

fof(f14344,plain,
    ( ~ xuntil6(s90)
    | ~ spl0_636
    | ~ spl0_2072 ),
    inference(forward_subsumption_resolution,[],[f14340,f12529]) ).

fof(f14345,plain,
    ( ~ spl0_637
    | ~ spl0_636
    | ~ spl0_2072 ),
    inference(avatar_split_clause,[],[f14344,f11003,f3668,f3674]) ).

fof(f14346,plain,
    ( ~ xuntil6(s91)
    | ~ node4(s91)
    | ~ spl0_638 ),
    inference(resolution,[],[f3680,f938]) ).

fof(f14347,plain,
    ( ~ node4(s91)
    | ~ spl0_638
    | ~ spl0_639 ),
    inference(forward_subsumption_resolution,[],[f14346,f3686]) ).

fof(f14350,plain,
    ( ~ xuntil6(s91)
    | ~ spl0_638
    | ~ spl0_2070 ),
    inference(forward_subsumption_resolution,[],[f14346,f12527]) ).

fof(f14351,plain,
    ( ~ spl0_639
    | ~ spl0_638
    | ~ spl0_2070 ),
    inference(avatar_split_clause,[],[f14350,f10994,f3678,f3684]) ).

fof(f14352,plain,
    ( ~ xuntil6(s92)
    | ~ node4(s92)
    | ~ spl0_640 ),
    inference(resolution,[],[f3690,f938]) ).

fof(f14353,plain,
    ( ~ node4(s92)
    | ~ spl0_640
    | ~ spl0_641 ),
    inference(forward_subsumption_resolution,[],[f14352,f3696]) ).

fof(f14354,plain,
    ( $false
    | ~ spl0_640
    | ~ spl0_641
    | ~ spl0_2068 ),
    inference(forward_subsumption_resolution,[],[f14353,f12525]) ).

fof(f14355,plain,
    ( ~ spl0_640
    | ~ spl0_641
    | ~ spl0_2068 ),
    inference(avatar_contradiction_clause,[],[f14354]) ).

fof(f14356,plain,
    ( ! [X0] :
        ( trans(X0,s92)
        | always3(X0) )
    | ~ spl0_2069 ),
    inference(resolution,[],[f10991,f934]) ).

fof(f14357,plain,
    ( node4(s92)
    | ~ spl0_2069 ),
    inference(resolution,[],[f10991,f937]) ).

fof(f14358,plain,
    ( $false
    | ~ spl0_640
    | ~ spl0_641
    | ~ spl0_2069 ),
    inference(forward_subsumption_resolution,[],[f14357,f14353]) ).

fof(f14359,plain,
    ( ~ spl0_640
    | ~ spl0_641
    | ~ spl0_2069 ),
    inference(avatar_contradiction_clause,[],[f14358]) ).

fof(f14361,definition,
    ( spl0_2333
  <=> node4(s91) ),
    introduced(definition,[new_symbols(definition,[spl0_2333])],[avatar_definition]) ).

fof(f14362,plain,
    ( node4(s91)
    | ~ spl0_2333 ),
    inference(avatar_component_clause,[],[f14361]) ).

fof(f14365,plain,
    ( ~ spl0_2333
    | ~ spl0_638
    | ~ spl0_639 ),
    inference(avatar_split_clause,[],[f14347,f3684,f3678,f14361]) ).

fof(f14368,plain,
    ( ! [X0] :
        ( trans(X0,s91)
        | always3(X0) )
    | ~ spl0_2071 ),
    inference(resolution,[],[f11000,f934]) ).

fof(f14369,plain,
    ( node4(s91)
    | ~ spl0_2071 ),
    inference(resolution,[],[f11000,f937]) ).

fof(f14372,plain,
    ( spl0_2333
    | ~ spl0_2071 ),
    inference(avatar_split_clause,[],[f14369,f10998,f14361]) ).

fof(f14374,definition,
    ( spl0_2334
  <=> node4(s90) ),
    introduced(definition,[new_symbols(definition,[spl0_2334])],[avatar_definition]) ).

fof(f14375,plain,
    ( node4(s90)
    | ~ spl0_2334 ),
    inference(avatar_component_clause,[],[f14374]) ).

fof(f14378,plain,
    ( ~ spl0_2334
    | ~ spl0_636
    | ~ spl0_637 ),
    inference(avatar_split_clause,[],[f14341,f3674,f3668,f14374]) ).

fof(f14379,plain,
    ( ! [X0] :
        ( trans(X0,s90)
        | always3(X0) )
    | ~ spl0_2073 ),
    inference(resolution,[],[f11009,f934]) ).

fof(f14380,plain,
    ( node4(s90)
    | ~ spl0_2073 ),
    inference(resolution,[],[f11009,f937]) ).

fof(f14383,plain,
    ( spl0_2334
    | ~ spl0_2073 ),
    inference(avatar_split_clause,[],[f14380,f11007,f14374]) ).

fof(f14385,definition,
    ( spl0_2335
  <=> node4(s89) ),
    introduced(definition,[new_symbols(definition,[spl0_2335])],[avatar_definition]) ).

fof(f14386,plain,
    ( node4(s89)
    | ~ spl0_2335 ),
    inference(avatar_component_clause,[],[f14385]) ).

fof(f14389,plain,
    ( ~ spl0_2335
    | ~ spl0_634
    | ~ spl0_635 ),
    inference(avatar_split_clause,[],[f14335,f3664,f3658,f14385]) ).

fof(f14390,plain,
    ( ! [X0] :
        ( trans(X0,s89)
        | always3(X0) )
    | ~ spl0_2075 ),
    inference(resolution,[],[f11018,f934]) ).

fof(f14391,plain,
    ( node4(s89)
    | ~ spl0_2075 ),
    inference(resolution,[],[f11018,f937]) ).

fof(f14394,plain,
    ( spl0_2335
    | ~ spl0_2075 ),
    inference(avatar_split_clause,[],[f14391,f11016,f14385]) ).

fof(f14396,definition,
    ( spl0_2336
  <=> node4(s88) ),
    introduced(definition,[new_symbols(definition,[spl0_2336])],[avatar_definition]) ).

fof(f14397,plain,
    ( node4(s88)
    | ~ spl0_2336 ),
    inference(avatar_component_clause,[],[f14396]) ).

fof(f14400,plain,
    ( ~ spl0_2336
    | ~ spl0_632
    | ~ spl0_633 ),
    inference(avatar_split_clause,[],[f14329,f3654,f3648,f14396]) ).

fof(f14401,plain,
    ( ! [X0] :
        ( trans(X0,s88)
        | always3(X0) )
    | ~ spl0_2077 ),
    inference(resolution,[],[f11027,f934]) ).

fof(f14402,plain,
    ( node4(s88)
    | ~ spl0_2077 ),
    inference(resolution,[],[f11027,f937]) ).

fof(f14405,plain,
    ( spl0_2336
    | ~ spl0_2077 ),
    inference(avatar_split_clause,[],[f14402,f11025,f14396]) ).

fof(f14407,definition,
    ( spl0_2337
  <=> node4(s87) ),
    introduced(definition,[new_symbols(definition,[spl0_2337])],[avatar_definition]) ).

fof(f14408,plain,
    ( node4(s87)
    | ~ spl0_2337 ),
    inference(avatar_component_clause,[],[f14407]) ).

fof(f14411,plain,
    ( ~ spl0_2337
    | ~ spl0_630
    | ~ spl0_631 ),
    inference(avatar_split_clause,[],[f14323,f3644,f3638,f14407]) ).

fof(f14412,plain,
    ( ! [X0] :
        ( trans(X0,s87)
        | always3(X0) )
    | ~ spl0_2079 ),
    inference(resolution,[],[f11036,f934]) ).

fof(f14413,plain,
    ( node4(s87)
    | ~ spl0_2079 ),
    inference(resolution,[],[f11036,f937]) ).

fof(f14416,plain,
    ( spl0_2337
    | ~ spl0_2079 ),
    inference(avatar_split_clause,[],[f14413,f11034,f14407]) ).

fof(f14418,definition,
    ( spl0_2338
  <=> node4(s86) ),
    introduced(definition,[new_symbols(definition,[spl0_2338])],[avatar_definition]) ).

fof(f14419,plain,
    ( node4(s86)
    | ~ spl0_2338 ),
    inference(avatar_component_clause,[],[f14418]) ).

fof(f14422,plain,
    ( ~ spl0_2338
    | ~ spl0_628
    | ~ spl0_629 ),
    inference(avatar_split_clause,[],[f14317,f3634,f3628,f14418]) ).

fof(f14423,plain,
    ( ! [X0] :
        ( trans(X0,s86)
        | always3(X0) )
    | ~ spl0_2081 ),
    inference(resolution,[],[f11045,f934]) ).

fof(f14424,plain,
    ( node4(s86)
    | ~ spl0_2081 ),
    inference(resolution,[],[f11045,f937]) ).

fof(f14427,plain,
    ( spl0_2338
    | ~ spl0_2081 ),
    inference(avatar_split_clause,[],[f14424,f11043,f14418]) ).

fof(f14429,definition,
    ( spl0_2339
  <=> node4(s85) ),
    introduced(definition,[new_symbols(definition,[spl0_2339])],[avatar_definition]) ).

fof(f14430,plain,
    ( node4(s85)
    | ~ spl0_2339 ),
    inference(avatar_component_clause,[],[f14429]) ).

fof(f14433,plain,
    ( ~ spl0_2339
    | ~ spl0_626
    | ~ spl0_627 ),
    inference(avatar_split_clause,[],[f14311,f3624,f3618,f14429]) ).

fof(f14434,plain,
    ( ! [X0] :
        ( trans(X0,s85)
        | always3(X0) )
    | ~ spl0_2083 ),
    inference(resolution,[],[f11054,f934]) ).

fof(f14435,plain,
    ( node4(s85)
    | ~ spl0_2083 ),
    inference(resolution,[],[f11054,f937]) ).

fof(f14438,plain,
    ( spl0_2339
    | ~ spl0_2083 ),
    inference(avatar_split_clause,[],[f14435,f11052,f14429]) ).

fof(f14440,definition,
    ( spl0_2340
  <=> node4(s84) ),
    introduced(definition,[new_symbols(definition,[spl0_2340])],[avatar_definition]) ).

fof(f14441,plain,
    ( node4(s84)
    | ~ spl0_2340 ),
    inference(avatar_component_clause,[],[f14440]) ).

fof(f14444,plain,
    ( ~ spl0_2340
    | ~ spl0_624
    | ~ spl0_625 ),
    inference(avatar_split_clause,[],[f14305,f3614,f3608,f14440]) ).

fof(f14445,plain,
    ( ! [X0] :
        ( trans(X0,s84)
        | always3(X0) )
    | ~ spl0_2085 ),
    inference(resolution,[],[f11063,f934]) ).

fof(f14446,plain,
    ( node4(s84)
    | ~ spl0_2085 ),
    inference(resolution,[],[f11063,f937]) ).

fof(f14449,plain,
    ( spl0_2340
    | ~ spl0_2085 ),
    inference(avatar_split_clause,[],[f14446,f11061,f14440]) ).

fof(f14451,definition,
    ( spl0_2341
  <=> node4(s83) ),
    introduced(definition,[new_symbols(definition,[spl0_2341])],[avatar_definition]) ).

fof(f14452,plain,
    ( node4(s83)
    | ~ spl0_2341 ),
    inference(avatar_component_clause,[],[f14451]) ).

fof(f14455,plain,
    ( ~ spl0_2341
    | ~ spl0_622
    | ~ spl0_623 ),
    inference(avatar_split_clause,[],[f14299,f3604,f3598,f14451]) ).

fof(f14456,plain,
    ( ! [X0] :
        ( trans(X0,s83)
        | always3(X0) )
    | ~ spl0_2087 ),
    inference(resolution,[],[f11072,f934]) ).

fof(f14457,plain,
    ( node4(s83)
    | ~ spl0_2087 ),
    inference(resolution,[],[f11072,f937]) ).

fof(f14460,plain,
    ( spl0_2341
    | ~ spl0_2087 ),
    inference(avatar_split_clause,[],[f14457,f11070,f14451]) ).

fof(f14462,definition,
    ( spl0_2342
  <=> node4(s82) ),
    introduced(definition,[new_symbols(definition,[spl0_2342])],[avatar_definition]) ).

fof(f14463,plain,
    ( node4(s82)
    | ~ spl0_2342 ),
    inference(avatar_component_clause,[],[f14462]) ).

fof(f14466,plain,
    ( ~ spl0_2342
    | ~ spl0_620
    | ~ spl0_621 ),
    inference(avatar_split_clause,[],[f14293,f3594,f3588,f14462]) ).

fof(f14467,plain,
    ( ! [X0] :
        ( trans(X0,s82)
        | always3(X0) )
    | ~ spl0_2089 ),
    inference(resolution,[],[f11081,f934]) ).

fof(f14468,plain,
    ( node4(s82)
    | ~ spl0_2089 ),
    inference(resolution,[],[f11081,f937]) ).

fof(f14471,plain,
    ( spl0_2342
    | ~ spl0_2089 ),
    inference(avatar_split_clause,[],[f14468,f11079,f14462]) ).

fof(f14473,definition,
    ( spl0_2343
  <=> node4(s81) ),
    introduced(definition,[new_symbols(definition,[spl0_2343])],[avatar_definition]) ).

fof(f14474,plain,
    ( node4(s81)
    | ~ spl0_2343 ),
    inference(avatar_component_clause,[],[f14473]) ).

fof(f14477,plain,
    ( ~ spl0_2343
    | ~ spl0_618
    | ~ spl0_619 ),
    inference(avatar_split_clause,[],[f14287,f3584,f3578,f14473]) ).

fof(f14478,plain,
    ( ! [X0] :
        ( trans(X0,s81)
        | always3(X0) )
    | ~ spl0_2091 ),
    inference(resolution,[],[f11090,f934]) ).

fof(f14479,plain,
    ( node4(s81)
    | ~ spl0_2091 ),
    inference(resolution,[],[f11090,f937]) ).

fof(f14482,plain,
    ( spl0_2343
    | ~ spl0_2091 ),
    inference(avatar_split_clause,[],[f14479,f11088,f14473]) ).

fof(f14484,definition,
    ( spl0_2344
  <=> node4(s80) ),
    introduced(definition,[new_symbols(definition,[spl0_2344])],[avatar_definition]) ).

fof(f14485,plain,
    ( node4(s80)
    | ~ spl0_2344 ),
    inference(avatar_component_clause,[],[f14484]) ).

fof(f14488,plain,
    ( ~ spl0_2344
    | ~ spl0_616
    | ~ spl0_617 ),
    inference(avatar_split_clause,[],[f14281,f3574,f3568,f14484]) ).

fof(f14489,plain,
    ( ! [X0] :
        ( trans(X0,s80)
        | always3(X0) )
    | ~ spl0_2093 ),
    inference(resolution,[],[f11099,f934]) ).

fof(f14490,plain,
    ( node4(s80)
    | ~ spl0_2093 ),
    inference(resolution,[],[f11099,f937]) ).

fof(f14493,plain,
    ( spl0_2344
    | ~ spl0_2093 ),
    inference(avatar_split_clause,[],[f14490,f11097,f14484]) ).

fof(f14495,definition,
    ( spl0_2345
  <=> node4(s79) ),
    introduced(definition,[new_symbols(definition,[spl0_2345])],[avatar_definition]) ).

fof(f14496,plain,
    ( node4(s79)
    | ~ spl0_2345 ),
    inference(avatar_component_clause,[],[f14495]) ).

fof(f14499,plain,
    ( ~ spl0_2345
    | ~ spl0_614
    | ~ spl0_615 ),
    inference(avatar_split_clause,[],[f14275,f3564,f3558,f14495]) ).

fof(f14500,plain,
    ( ! [X0] :
        ( trans(X0,s79)
        | always3(X0) )
    | ~ spl0_2095 ),
    inference(resolution,[],[f11108,f934]) ).

fof(f14501,plain,
    ( node4(s79)
    | ~ spl0_2095 ),
    inference(resolution,[],[f11108,f937]) ).

fof(f14504,plain,
    ( spl0_2345
    | ~ spl0_2095 ),
    inference(avatar_split_clause,[],[f14501,f11106,f14495]) ).

fof(f14506,definition,
    ( spl0_2346
  <=> node4(s78) ),
    introduced(definition,[new_symbols(definition,[spl0_2346])],[avatar_definition]) ).

fof(f14507,plain,
    ( node4(s78)
    | ~ spl0_2346 ),
    inference(avatar_component_clause,[],[f14506]) ).

fof(f14510,plain,
    ( ~ spl0_2346
    | ~ spl0_612
    | ~ spl0_613 ),
    inference(avatar_split_clause,[],[f14269,f3554,f3548,f14506]) ).

fof(f14511,plain,
    ( ! [X0] :
        ( trans(X0,s78)
        | always3(X0) )
    | ~ spl0_2097 ),
    inference(resolution,[],[f11117,f934]) ).

fof(f14512,plain,
    ( node4(s78)
    | ~ spl0_2097 ),
    inference(resolution,[],[f11117,f937]) ).

fof(f14515,plain,
    ( spl0_2346
    | ~ spl0_2097 ),
    inference(avatar_split_clause,[],[f14512,f11115,f14506]) ).

fof(f14517,definition,
    ( spl0_2347
  <=> node4(s77) ),
    introduced(definition,[new_symbols(definition,[spl0_2347])],[avatar_definition]) ).

fof(f14518,plain,
    ( node4(s77)
    | ~ spl0_2347 ),
    inference(avatar_component_clause,[],[f14517]) ).

fof(f14519,plain,
    ( ~ node4(s77)
    | spl0_2347 ),
    inference(avatar_component_clause,[],[f14517]) ).

fof(f14521,plain,
    ( ~ spl0_2347
    | ~ spl0_610
    | ~ spl0_611 ),
    inference(avatar_split_clause,[],[f14263,f3544,f3538,f14517]) ).

fof(f14522,plain,
    ( ! [X0] :
        ( trans(X0,s77)
        | always3(X0) )
    | ~ spl0_2099 ),
    inference(resolution,[],[f11126,f934]) ).

fof(f14523,plain,
    ( node4(s77)
    | ~ spl0_2099 ),
    inference(resolution,[],[f11126,f937]) ).

fof(f14524,plain,
    ( $false
    | ~ spl0_2099
    | spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f14523,f14519]) ).

fof(f14525,plain,
    ( ~ spl0_2099
    | spl0_2347 ),
    inference(avatar_contradiction_clause,[],[f14524]) ).

fof(f14541,definition,
    ( spl0_2348
  <=> node4(s92) ),
    introduced(definition,[new_symbols(definition,[spl0_2348])],[avatar_definition]) ).

fof(f14542,plain,
    ( node4(s92)
    | ~ spl0_2348 ),
    inference(avatar_component_clause,[],[f14541]) ).

fof(f14547,plain,
    ( spl0_2347
    | ~ spl0_2098 ),
    inference(avatar_split_clause,[],[f12555,f11120,f14517]) ).

fof(f14578,plain,
    ( ~ xuntil6(s93)
    | ~ node4(s93)
    | ~ spl0_642 ),
    inference(resolution,[],[f3700,f938]) ).

fof(f14579,plain,
    ( ~ node4(s93)
    | ~ spl0_642
    | ~ spl0_643 ),
    inference(forward_subsumption_resolution,[],[f14578,f3706]) ).

fof(f14582,plain,
    ( ~ xuntil6(s93)
    | ~ spl0_642
    | ~ spl0_2066 ),
    inference(forward_subsumption_resolution,[],[f14578,f12523]) ).

fof(f14583,plain,
    ( ~ spl0_643
    | ~ spl0_642
    | ~ spl0_2066 ),
    inference(avatar_split_clause,[],[f14582,f10976,f3698,f3704]) ).

fof(f14584,plain,
    ( ~ xuntil6(s94)
    | ~ node4(s94)
    | ~ spl0_644 ),
    inference(resolution,[],[f3710,f938]) ).

fof(f14585,plain,
    ( ~ node4(s94)
    | ~ spl0_644
    | ~ spl0_645 ),
    inference(forward_subsumption_resolution,[],[f14584,f3716]) ).

fof(f14588,plain,
    ( ~ xuntil6(s94)
    | ~ spl0_644
    | ~ spl0_2064 ),
    inference(forward_subsumption_resolution,[],[f14584,f12521]) ).

fof(f14589,plain,
    ( ~ spl0_645
    | ~ spl0_644
    | ~ spl0_2064 ),
    inference(avatar_split_clause,[],[f14588,f10967,f3708,f3714]) ).

fof(f14590,plain,
    ( ~ xuntil6(s95)
    | ~ node4(s95)
    | ~ spl0_646 ),
    inference(resolution,[],[f3720,f938]) ).

fof(f14591,plain,
    ( ~ node4(s95)
    | ~ spl0_646
    | ~ spl0_647 ),
    inference(forward_subsumption_resolution,[],[f14590,f3726]) ).

fof(f14594,plain,
    ( ~ xuntil6(s95)
    | ~ spl0_646
    | ~ spl0_2062 ),
    inference(forward_subsumption_resolution,[],[f14590,f12519]) ).

fof(f14595,plain,
    ( ~ spl0_647
    | ~ spl0_646
    | ~ spl0_2062 ),
    inference(avatar_split_clause,[],[f14594,f10958,f3718,f3724]) ).

fof(f14596,plain,
    ( ~ xuntil6(s96)
    | ~ node4(s96)
    | ~ spl0_648 ),
    inference(resolution,[],[f3730,f938]) ).

fof(f14597,plain,
    ( ~ node4(s96)
    | ~ spl0_648
    | ~ spl0_649 ),
    inference(forward_subsumption_resolution,[],[f14596,f3736]) ).

fof(f14600,plain,
    ( ~ xuntil6(s96)
    | ~ spl0_648
    | ~ spl0_2060 ),
    inference(forward_subsumption_resolution,[],[f14596,f12517]) ).

fof(f14601,plain,
    ( ~ spl0_649
    | ~ spl0_648
    | ~ spl0_2060 ),
    inference(avatar_split_clause,[],[f14600,f10949,f3728,f3734]) ).

fof(f14602,plain,
    ( ~ xuntil6(s97)
    | ~ node4(s97)
    | ~ spl0_650 ),
    inference(resolution,[],[f3740,f938]) ).

fof(f14603,plain,
    ( ~ node4(s97)
    | ~ spl0_650
    | ~ spl0_651 ),
    inference(forward_subsumption_resolution,[],[f14602,f3746]) ).

fof(f14606,plain,
    ( ~ xuntil6(s97)
    | ~ spl0_650
    | ~ spl0_2058 ),
    inference(forward_subsumption_resolution,[],[f14602,f12515]) ).

fof(f14607,plain,
    ( ~ spl0_651
    | ~ spl0_650
    | ~ spl0_2058 ),
    inference(avatar_split_clause,[],[f14606,f10940,f3738,f3744]) ).

fof(f14608,plain,
    ( ~ xuntil6(s98)
    | ~ node4(s98)
    | ~ spl0_652 ),
    inference(resolution,[],[f3750,f938]) ).

fof(f14609,plain,
    ( ~ node4(s98)
    | ~ spl0_652
    | ~ spl0_653 ),
    inference(forward_subsumption_resolution,[],[f14608,f3756]) ).

fof(f14612,plain,
    ( ~ xuntil6(s98)
    | ~ spl0_652
    | ~ spl0_2056 ),
    inference(forward_subsumption_resolution,[],[f14608,f12513]) ).

fof(f14613,plain,
    ( ~ spl0_653
    | ~ spl0_652
    | ~ spl0_2056 ),
    inference(avatar_split_clause,[],[f14612,f10931,f3748,f3754]) ).

fof(f14614,plain,
    ( ~ xuntil6(s99)
    | ~ node4(s99)
    | ~ spl0_654 ),
    inference(resolution,[],[f3760,f938]) ).

fof(f14615,plain,
    ( ~ node4(s99)
    | ~ spl0_654
    | ~ spl0_655 ),
    inference(forward_subsumption_resolution,[],[f14614,f3766]) ).

fof(f14618,plain,
    ( ~ xuntil6(s99)
    | ~ spl0_654
    | ~ spl0_2054 ),
    inference(forward_subsumption_resolution,[],[f14614,f12511]) ).

fof(f14619,plain,
    ( ~ spl0_655
    | ~ spl0_654
    | ~ spl0_2054 ),
    inference(avatar_split_clause,[],[f14618,f10922,f3758,f3764]) ).

fof(f14620,plain,
    ( ~ xuntil6(s100)
    | ~ node4(s100)
    | ~ spl0_656 ),
    inference(resolution,[],[f3770,f938]) ).

fof(f14621,plain,
    ( ~ node4(s100)
    | ~ spl0_656
    | ~ spl0_657 ),
    inference(forward_subsumption_resolution,[],[f14620,f3776]) ).

fof(f14622,plain,
    ( $false
    | ~ spl0_656
    | ~ spl0_657
    | ~ spl0_2052 ),
    inference(forward_subsumption_resolution,[],[f14621,f12509]) ).

fof(f14623,plain,
    ( ~ spl0_656
    | ~ spl0_657
    | ~ spl0_2052 ),
    inference(avatar_contradiction_clause,[],[f14622]) ).

fof(f14624,plain,
    ( ! [X0] :
        ( trans(X0,s100)
        | always3(X0) )
    | ~ spl0_2053 ),
    inference(resolution,[],[f10919,f934]) ).

fof(f14625,plain,
    ( node4(s100)
    | ~ spl0_2053 ),
    inference(resolution,[],[f10919,f937]) ).

fof(f14626,plain,
    ( $false
    | ~ spl0_656
    | ~ spl0_657
    | ~ spl0_2053 ),
    inference(forward_subsumption_resolution,[],[f14625,f14621]) ).

fof(f14627,plain,
    ( ~ spl0_656
    | ~ spl0_657
    | ~ spl0_2053 ),
    inference(avatar_contradiction_clause,[],[f14626]) ).

fof(f14629,definition,
    ( spl0_2349
  <=> node4(s99) ),
    introduced(definition,[new_symbols(definition,[spl0_2349])],[avatar_definition]) ).

fof(f14630,plain,
    ( node4(s99)
    | ~ spl0_2349 ),
    inference(avatar_component_clause,[],[f14629]) ).

fof(f14633,plain,
    ( ~ spl0_2349
    | ~ spl0_654
    | ~ spl0_655 ),
    inference(avatar_split_clause,[],[f14615,f3764,f3758,f14629]) ).

fof(f14636,plain,
    ( ! [X0] :
        ( trans(X0,s99)
        | always3(X0) )
    | ~ spl0_2055 ),
    inference(resolution,[],[f10928,f934]) ).

fof(f14637,plain,
    ( node4(s99)
    | ~ spl0_2055 ),
    inference(resolution,[],[f10928,f937]) ).

fof(f14640,plain,
    ( spl0_2349
    | ~ spl0_2055 ),
    inference(avatar_split_clause,[],[f14637,f10926,f14629]) ).

fof(f14642,definition,
    ( spl0_2350
  <=> node4(s98) ),
    introduced(definition,[new_symbols(definition,[spl0_2350])],[avatar_definition]) ).

fof(f14643,plain,
    ( node4(s98)
    | ~ spl0_2350 ),
    inference(avatar_component_clause,[],[f14642]) ).

fof(f14646,plain,
    ( ~ spl0_2350
    | ~ spl0_652
    | ~ spl0_653 ),
    inference(avatar_split_clause,[],[f14609,f3754,f3748,f14642]) ).

fof(f14647,plain,
    ( ! [X0] :
        ( trans(X0,s98)
        | always3(X0) )
    | ~ spl0_2057 ),
    inference(resolution,[],[f10937,f934]) ).

fof(f14648,plain,
    ( node4(s98)
    | ~ spl0_2057 ),
    inference(resolution,[],[f10937,f937]) ).

fof(f14651,plain,
    ( spl0_2350
    | ~ spl0_2057 ),
    inference(avatar_split_clause,[],[f14648,f10935,f14642]) ).

fof(f14653,definition,
    ( spl0_2351
  <=> node4(s97) ),
    introduced(definition,[new_symbols(definition,[spl0_2351])],[avatar_definition]) ).

fof(f14654,plain,
    ( node4(s97)
    | ~ spl0_2351 ),
    inference(avatar_component_clause,[],[f14653]) ).

fof(f14657,plain,
    ( ~ spl0_2351
    | ~ spl0_650
    | ~ spl0_651 ),
    inference(avatar_split_clause,[],[f14603,f3744,f3738,f14653]) ).

fof(f14658,plain,
    ( ! [X0] :
        ( trans(X0,s97)
        | always3(X0) )
    | ~ spl0_2059 ),
    inference(resolution,[],[f10946,f934]) ).

fof(f14659,plain,
    ( node4(s97)
    | ~ spl0_2059 ),
    inference(resolution,[],[f10946,f937]) ).

fof(f14662,plain,
    ( spl0_2351
    | ~ spl0_2059 ),
    inference(avatar_split_clause,[],[f14659,f10944,f14653]) ).

fof(f14664,definition,
    ( spl0_2352
  <=> node4(s96) ),
    introduced(definition,[new_symbols(definition,[spl0_2352])],[avatar_definition]) ).

fof(f14665,plain,
    ( node4(s96)
    | ~ spl0_2352 ),
    inference(avatar_component_clause,[],[f14664]) ).

fof(f14668,plain,
    ( ~ spl0_2352
    | ~ spl0_648
    | ~ spl0_649 ),
    inference(avatar_split_clause,[],[f14597,f3734,f3728,f14664]) ).

fof(f14669,plain,
    ( ! [X0] :
        ( trans(X0,s96)
        | always3(X0) )
    | ~ spl0_2061 ),
    inference(resolution,[],[f10955,f934]) ).

fof(f14670,plain,
    ( node4(s96)
    | ~ spl0_2061 ),
    inference(resolution,[],[f10955,f937]) ).

fof(f14673,plain,
    ( spl0_2352
    | ~ spl0_2061 ),
    inference(avatar_split_clause,[],[f14670,f10953,f14664]) ).

fof(f14675,definition,
    ( spl0_2353
  <=> node4(s95) ),
    introduced(definition,[new_symbols(definition,[spl0_2353])],[avatar_definition]) ).

fof(f14676,plain,
    ( node4(s95)
    | ~ spl0_2353 ),
    inference(avatar_component_clause,[],[f14675]) ).

fof(f14679,plain,
    ( ~ spl0_2353
    | ~ spl0_646
    | ~ spl0_647 ),
    inference(avatar_split_clause,[],[f14591,f3724,f3718,f14675]) ).

fof(f14680,plain,
    ( ! [X0] :
        ( trans(X0,s95)
        | always3(X0) )
    | ~ spl0_2063 ),
    inference(resolution,[],[f10964,f934]) ).

fof(f14681,plain,
    ( node4(s95)
    | ~ spl0_2063 ),
    inference(resolution,[],[f10964,f937]) ).

fof(f14684,plain,
    ( spl0_2353
    | ~ spl0_2063 ),
    inference(avatar_split_clause,[],[f14681,f10962,f14675]) ).

fof(f14686,definition,
    ( spl0_2354
  <=> node4(s94) ),
    introduced(definition,[new_symbols(definition,[spl0_2354])],[avatar_definition]) ).

fof(f14687,plain,
    ( node4(s94)
    | ~ spl0_2354 ),
    inference(avatar_component_clause,[],[f14686]) ).

fof(f14690,plain,
    ( ~ spl0_2354
    | ~ spl0_644
    | ~ spl0_645 ),
    inference(avatar_split_clause,[],[f14585,f3714,f3708,f14686]) ).

fof(f14691,plain,
    ( ! [X0] :
        ( trans(X0,s94)
        | always3(X0) )
    | ~ spl0_2065 ),
    inference(resolution,[],[f10973,f934]) ).

fof(f14692,plain,
    ( node4(s94)
    | ~ spl0_2065 ),
    inference(resolution,[],[f10973,f937]) ).

fof(f14695,plain,
    ( spl0_2354
    | ~ spl0_2065 ),
    inference(avatar_split_clause,[],[f14692,f10971,f14686]) ).

fof(f14697,definition,
    ( spl0_2355
  <=> node4(s93) ),
    introduced(definition,[new_symbols(definition,[spl0_2355])],[avatar_definition]) ).

fof(f14698,plain,
    ( node4(s93)
    | ~ spl0_2355 ),
    inference(avatar_component_clause,[],[f14697]) ).

fof(f14699,plain,
    ( ~ node4(s93)
    | spl0_2355 ),
    inference(avatar_component_clause,[],[f14697]) ).

fof(f14701,plain,
    ( ~ spl0_2355
    | ~ spl0_642
    | ~ spl0_643 ),
    inference(avatar_split_clause,[],[f14579,f3704,f3698,f14697]) ).

fof(f14702,plain,
    ( ! [X0] :
        ( trans(X0,s93)
        | always3(X0) )
    | ~ spl0_2067 ),
    inference(resolution,[],[f10982,f934]) ).

fof(f14703,plain,
    ( node4(s93)
    | ~ spl0_2067 ),
    inference(resolution,[],[f10982,f937]) ).

fof(f14704,plain,
    ( $false
    | ~ spl0_2067
    | spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f14703,f14699]) ).

fof(f14705,plain,
    ( ~ spl0_2067
    | spl0_2355 ),
    inference(avatar_contradiction_clause,[],[f14704]) ).

fof(f14713,definition,
    ( spl0_2356
  <=> node4(s100) ),
    introduced(definition,[new_symbols(definition,[spl0_2356])],[avatar_definition]) ).

fof(f14714,plain,
    ( node4(s100)
    | ~ spl0_2356 ),
    inference(avatar_component_clause,[],[f14713]) ).

fof(f14719,plain,
    ( spl0_2355
    | ~ spl0_2066 ),
    inference(avatar_split_clause,[],[f12523,f10976,f14697]) ).

fof(f14734,plain,
    ( ~ xuntil6(s101)
    | ~ node4(s101)
    | ~ spl0_658 ),
    inference(resolution,[],[f3780,f938]) ).

fof(f14735,plain,
    ( ~ node4(s101)
    | ~ spl0_658
    | ~ spl0_659 ),
    inference(forward_subsumption_resolution,[],[f14734,f3786]) ).

fof(f14738,plain,
    ( ~ xuntil6(s101)
    | ~ spl0_658
    | ~ spl0_2050 ),
    inference(forward_subsumption_resolution,[],[f14734,f12507]) ).

fof(f14739,plain,
    ( ~ spl0_659
    | ~ spl0_658
    | ~ spl0_2050 ),
    inference(avatar_split_clause,[],[f14738,f10904,f3778,f3784]) ).

fof(f14740,plain,
    ( ~ xuntil6(s102)
    | ~ node4(s102)
    | ~ spl0_660 ),
    inference(resolution,[],[f3790,f938]) ).

fof(f14741,plain,
    ( ~ node4(s102)
    | ~ spl0_660
    | ~ spl0_661 ),
    inference(forward_subsumption_resolution,[],[f14740,f3796]) ).

fof(f14744,plain,
    ( ~ xuntil6(s102)
    | ~ spl0_660
    | ~ spl0_2048 ),
    inference(forward_subsumption_resolution,[],[f14740,f12505]) ).

fof(f14745,plain,
    ( ~ spl0_661
    | ~ spl0_660
    | ~ spl0_2048 ),
    inference(avatar_split_clause,[],[f14744,f10895,f3788,f3794]) ).

fof(f14746,plain,
    ( ~ xuntil6(s103)
    | ~ node4(s103)
    | ~ spl0_662 ),
    inference(resolution,[],[f3800,f938]) ).

fof(f14747,plain,
    ( ~ node4(s103)
    | ~ spl0_662
    | ~ spl0_663 ),
    inference(forward_subsumption_resolution,[],[f14746,f3806]) ).

fof(f14750,plain,
    ( ~ xuntil6(s103)
    | ~ spl0_662
    | ~ spl0_2046 ),
    inference(forward_subsumption_resolution,[],[f14746,f12503]) ).

fof(f14751,plain,
    ( ~ spl0_663
    | ~ spl0_662
    | ~ spl0_2046 ),
    inference(avatar_split_clause,[],[f14750,f10886,f3798,f3804]) ).

fof(f14752,plain,
    ( ~ xuntil6(s104)
    | ~ node4(s104)
    | ~ spl0_664 ),
    inference(resolution,[],[f3810,f938]) ).

fof(f14753,plain,
    ( ~ node4(s104)
    | ~ spl0_664
    | ~ spl0_665 ),
    inference(forward_subsumption_resolution,[],[f14752,f3816]) ).

fof(f14754,plain,
    ( $false
    | ~ spl0_664
    | ~ spl0_665
    | ~ spl0_2044 ),
    inference(forward_subsumption_resolution,[],[f14753,f12501]) ).

fof(f14755,plain,
    ( ~ spl0_664
    | ~ spl0_665
    | ~ spl0_2044 ),
    inference(avatar_contradiction_clause,[],[f14754]) ).

fof(f14756,plain,
    ( ! [X0] :
        ( trans(X0,s104)
        | always3(X0) )
    | ~ spl0_2045 ),
    inference(resolution,[],[f10883,f934]) ).

fof(f14757,plain,
    ( node4(s104)
    | ~ spl0_2045 ),
    inference(resolution,[],[f10883,f937]) ).

fof(f14758,plain,
    ( $false
    | ~ spl0_664
    | ~ spl0_665
    | ~ spl0_2045 ),
    inference(forward_subsumption_resolution,[],[f14757,f14753]) ).

fof(f14759,plain,
    ( ~ spl0_664
    | ~ spl0_665
    | ~ spl0_2045 ),
    inference(avatar_contradiction_clause,[],[f14758]) ).

fof(f14761,definition,
    ( spl0_2357
  <=> node4(s103) ),
    introduced(definition,[new_symbols(definition,[spl0_2357])],[avatar_definition]) ).

fof(f14762,plain,
    ( node4(s103)
    | ~ spl0_2357 ),
    inference(avatar_component_clause,[],[f14761]) ).

fof(f14765,plain,
    ( ~ spl0_2357
    | ~ spl0_662
    | ~ spl0_663 ),
    inference(avatar_split_clause,[],[f14747,f3804,f3798,f14761]) ).

fof(f14768,plain,
    ( ! [X0] :
        ( trans(X0,s103)
        | always3(X0) )
    | ~ spl0_2047 ),
    inference(resolution,[],[f10892,f934]) ).

fof(f14769,plain,
    ( node4(s103)
    | ~ spl0_2047 ),
    inference(resolution,[],[f10892,f937]) ).

fof(f14772,plain,
    ( spl0_2357
    | ~ spl0_2047 ),
    inference(avatar_split_clause,[],[f14769,f10890,f14761]) ).

fof(f14774,definition,
    ( spl0_2358
  <=> node4(s102) ),
    introduced(definition,[new_symbols(definition,[spl0_2358])],[avatar_definition]) ).

fof(f14775,plain,
    ( node4(s102)
    | ~ spl0_2358 ),
    inference(avatar_component_clause,[],[f14774]) ).

fof(f14778,plain,
    ( ~ spl0_2358
    | ~ spl0_660
    | ~ spl0_661 ),
    inference(avatar_split_clause,[],[f14741,f3794,f3788,f14774]) ).

fof(f14779,plain,
    ( ! [X0] :
        ( trans(X0,s102)
        | always3(X0) )
    | ~ spl0_2049 ),
    inference(resolution,[],[f10901,f934]) ).

fof(f14780,plain,
    ( node4(s102)
    | ~ spl0_2049 ),
    inference(resolution,[],[f10901,f937]) ).

fof(f14783,plain,
    ( spl0_2358
    | ~ spl0_2049 ),
    inference(avatar_split_clause,[],[f14780,f10899,f14774]) ).

fof(f14785,definition,
    ( spl0_2359
  <=> node4(s101) ),
    introduced(definition,[new_symbols(definition,[spl0_2359])],[avatar_definition]) ).

fof(f14786,plain,
    ( node4(s101)
    | ~ spl0_2359 ),
    inference(avatar_component_clause,[],[f14785]) ).

fof(f14787,plain,
    ( ~ node4(s101)
    | spl0_2359 ),
    inference(avatar_component_clause,[],[f14785]) ).

fof(f14789,plain,
    ( ~ spl0_2359
    | ~ spl0_658
    | ~ spl0_659 ),
    inference(avatar_split_clause,[],[f14735,f3784,f3778,f14785]) ).

fof(f14790,plain,
    ( ! [X0] :
        ( trans(X0,s101)
        | always3(X0) )
    | ~ spl0_2051 ),
    inference(resolution,[],[f10910,f934]) ).

fof(f14791,plain,
    ( node4(s101)
    | ~ spl0_2051 ),
    inference(resolution,[],[f10910,f937]) ).

fof(f14792,plain,
    ( $false
    | ~ spl0_2051
    | spl0_2359 ),
    inference(forward_subsumption_resolution,[],[f14791,f14787]) ).

fof(f14793,plain,
    ( ~ spl0_2051
    | spl0_2359 ),
    inference(avatar_contradiction_clause,[],[f14792]) ).

fof(f14797,definition,
    ( spl0_2360
  <=> node4(s104) ),
    introduced(definition,[new_symbols(definition,[spl0_2360])],[avatar_definition]) ).

fof(f14798,plain,
    ( node4(s104)
    | ~ spl0_2360 ),
    inference(avatar_component_clause,[],[f14797]) ).

fof(f14803,plain,
    ( spl0_2359
    | ~ spl0_2050 ),
    inference(avatar_split_clause,[],[f12507,f10904,f14785]) ).

fof(f14810,plain,
    ( ~ xuntil6(s105)
    | ~ node4(s105)
    | ~ spl0_666 ),
    inference(resolution,[],[f3820,f938]) ).

fof(f14811,plain,
    ( ~ node4(s105)
    | ~ spl0_666
    | ~ spl0_667 ),
    inference(forward_subsumption_resolution,[],[f14810,f3826]) ).

fof(f14814,plain,
    ( ~ xuntil6(s105)
    | ~ spl0_666
    | ~ spl0_2042 ),
    inference(forward_subsumption_resolution,[],[f14810,f12499]) ).

fof(f14815,plain,
    ( ~ spl0_667
    | ~ spl0_666
    | ~ spl0_2042 ),
    inference(avatar_split_clause,[],[f14814,f10868,f3818,f3824]) ).

fof(f14816,plain,
    ( ~ xuntil6(s106)
    | ~ node4(s106)
    | ~ spl0_668 ),
    inference(resolution,[],[f3830,f938]) ).

fof(f14817,plain,
    ( ~ node4(s106)
    | ~ spl0_668
    | ~ spl0_669 ),
    inference(forward_subsumption_resolution,[],[f14816,f3836]) ).

fof(f14818,plain,
    ( $false
    | ~ spl0_668
    | ~ spl0_669
    | ~ spl0_2040 ),
    inference(forward_subsumption_resolution,[],[f14817,f12497]) ).

fof(f14819,plain,
    ( ~ spl0_668
    | ~ spl0_669
    | ~ spl0_2040 ),
    inference(avatar_contradiction_clause,[],[f14818]) ).

fof(f14820,plain,
    ( ! [X0] :
        ( trans(X0,s106)
        | always3(X0) )
    | ~ spl0_2041 ),
    inference(resolution,[],[f10865,f934]) ).

fof(f14821,plain,
    ( node4(s106)
    | ~ spl0_2041 ),
    inference(resolution,[],[f10865,f937]) ).

fof(f14822,plain,
    ( $false
    | ~ spl0_668
    | ~ spl0_669
    | ~ spl0_2041 ),
    inference(forward_subsumption_resolution,[],[f14821,f14817]) ).

fof(f14823,plain,
    ( ~ spl0_668
    | ~ spl0_669
    | ~ spl0_2041 ),
    inference(avatar_contradiction_clause,[],[f14822]) ).

fof(f14825,definition,
    ( spl0_2361
  <=> node4(s105) ),
    introduced(definition,[new_symbols(definition,[spl0_2361])],[avatar_definition]) ).

fof(f14826,plain,
    ( node4(s105)
    | ~ spl0_2361 ),
    inference(avatar_component_clause,[],[f14825]) ).

fof(f14827,plain,
    ( ~ node4(s105)
    | spl0_2361 ),
    inference(avatar_component_clause,[],[f14825]) ).

fof(f14829,plain,
    ( ~ spl0_2361
    | ~ spl0_666
    | ~ spl0_667 ),
    inference(avatar_split_clause,[],[f14811,f3824,f3818,f14825]) ).

fof(f14832,plain,
    ( ! [X0] :
        ( trans(X0,s105)
        | always3(X0) )
    | ~ spl0_2043 ),
    inference(resolution,[],[f10874,f934]) ).

fof(f14833,plain,
    ( node4(s105)
    | ~ spl0_2043 ),
    inference(resolution,[],[f10874,f937]) ).

fof(f14834,plain,
    ( $false
    | ~ spl0_2043
    | spl0_2361 ),
    inference(forward_subsumption_resolution,[],[f14833,f14827]) ).

fof(f14835,plain,
    ( ~ spl0_2043
    | spl0_2361 ),
    inference(avatar_contradiction_clause,[],[f14834]) ).

fof(f14837,definition,
    ( spl0_2362
  <=> node4(s106) ),
    introduced(definition,[new_symbols(definition,[spl0_2362])],[avatar_definition]) ).

fof(f14838,plain,
    ( node4(s106)
    | ~ spl0_2362 ),
    inference(avatar_component_clause,[],[f14837]) ).

fof(f14843,plain,
    ( spl0_2361
    | ~ spl0_2042 ),
    inference(avatar_split_clause,[],[f12499,f10868,f14825]) ).

fof(f14846,plain,
    ( ~ xuntil6(s107)
    | ~ node4(s107)
    | ~ spl0_670 ),
    inference(resolution,[],[f3840,f938]) ).

fof(f14847,plain,
    ( ~ node4(s107)
    | ~ spl0_670
    | ~ spl0_671 ),
    inference(forward_subsumption_resolution,[],[f14846,f3846]) ).

fof(f14848,plain,
    ( $false
    | ~ spl0_670
    | ~ spl0_671
    | ~ spl0_2038 ),
    inference(forward_subsumption_resolution,[],[f14847,f12495]) ).

fof(f14849,plain,
    ( ~ spl0_670
    | ~ spl0_671
    | ~ spl0_2038 ),
    inference(avatar_contradiction_clause,[],[f14848]) ).

fof(f14850,plain,
    ( ! [X0] :
        ( trans(X0,s107)
        | always3(X0) )
    | ~ spl0_2039 ),
    inference(resolution,[],[f10856,f934]) ).

fof(f14851,plain,
    ( node4(s107)
    | ~ spl0_2039 ),
    inference(resolution,[],[f10856,f937]) ).

fof(f14852,plain,
    ( $false
    | ~ spl0_670
    | ~ spl0_671
    | ~ spl0_2039 ),
    inference(forward_subsumption_resolution,[],[f14851,f14847]) ).

fof(f14853,plain,
    ( ~ spl0_670
    | ~ spl0_671
    | ~ spl0_2039 ),
    inference(avatar_contradiction_clause,[],[f14852]) ).

fof(f14855,definition,
    ( spl0_2363
  <=> node4(s107) ),
    introduced(definition,[new_symbols(definition,[spl0_2363])],[avatar_definition]) ).

fof(f14856,plain,
    ( node4(s107)
    | ~ spl0_2363 ),
    inference(avatar_component_clause,[],[f14855]) ).

fof(f14859,plain,
    ( spl0_2363
    | ~ spl0_2039 ),
    inference(avatar_split_clause,[],[f14851,f10854,f14855]) ).

fof(f14860,plain,
    ( ~ xuntil6(s108)
    | ~ node4(s108)
    | ~ spl0_672 ),
    inference(resolution,[],[f3850,f938]) ).

fof(f14861,plain,
    ( ~ node4(s108)
    | ~ spl0_672
    | ~ spl0_673 ),
    inference(forward_subsumption_resolution,[],[f14860,f3856]) ).

fof(f14862,plain,
    ( $false
    | ~ spl0_672
    | ~ spl0_673
    | ~ spl0_2036 ),
    inference(forward_subsumption_resolution,[],[f14861,f12493]) ).

fof(f14863,plain,
    ( ~ spl0_672
    | ~ spl0_673
    | ~ spl0_2036 ),
    inference(avatar_contradiction_clause,[],[f14862]) ).

fof(f14864,plain,
    ( ! [X0] :
        ( trans(X0,s108)
        | always3(X0) )
    | ~ spl0_2037 ),
    inference(resolution,[],[f10847,f934]) ).

fof(f14865,plain,
    ( node4(s108)
    | ~ spl0_2037 ),
    inference(resolution,[],[f10847,f937]) ).

fof(f14866,plain,
    ( $false
    | ~ spl0_672
    | ~ spl0_673
    | ~ spl0_2037 ),
    inference(forward_subsumption_resolution,[],[f14865,f14861]) ).

fof(f14867,plain,
    ( ~ spl0_672
    | ~ spl0_673
    | ~ spl0_2037 ),
    inference(avatar_contradiction_clause,[],[f14866]) ).

fof(f14869,definition,
    ( spl0_2364
  <=> node4(s108) ),
    introduced(definition,[new_symbols(definition,[spl0_2364])],[avatar_definition]) ).

fof(f14870,plain,
    ( node4(s108)
    | ~ spl0_2364 ),
    inference(avatar_component_clause,[],[f14869]) ).

fof(f14873,plain,
    ( spl0_2364
    | ~ spl0_2037 ),
    inference(avatar_split_clause,[],[f14865,f10845,f14869]) ).

fof(f14874,plain,
    ( ~ xuntil6(s109)
    | ~ node4(s109)
    | ~ spl0_674 ),
    inference(resolution,[],[f3860,f938]) ).

fof(f14875,plain,
    ( ~ node4(s109)
    | ~ spl0_674
    | ~ spl0_675 ),
    inference(forward_subsumption_resolution,[],[f14874,f3866]) ).

fof(f14876,plain,
    ( $false
    | ~ spl0_674
    | ~ spl0_675
    | ~ spl0_2034 ),
    inference(forward_subsumption_resolution,[],[f14875,f12491]) ).

fof(f14877,plain,
    ( ~ spl0_674
    | ~ spl0_675
    | ~ spl0_2034 ),
    inference(avatar_contradiction_clause,[],[f14876]) ).

fof(f14878,plain,
    ( ! [X0] :
        ( trans(X0,s109)
        | always3(X0) )
    | ~ spl0_2035 ),
    inference(resolution,[],[f10838,f934]) ).

fof(f14879,plain,
    ( node4(s109)
    | ~ spl0_2035 ),
    inference(resolution,[],[f10838,f937]) ).

fof(f14880,plain,
    ( $false
    | ~ spl0_674
    | ~ spl0_675
    | ~ spl0_2035 ),
    inference(forward_subsumption_resolution,[],[f14879,f14875]) ).

fof(f14881,plain,
    ( ~ spl0_674
    | ~ spl0_675
    | ~ spl0_2035 ),
    inference(avatar_contradiction_clause,[],[f14880]) ).

fof(f14883,definition,
    ( spl0_2365
  <=> node4(s109) ),
    introduced(definition,[new_symbols(definition,[spl0_2365])],[avatar_definition]) ).

fof(f14884,plain,
    ( node4(s109)
    | ~ spl0_2365 ),
    inference(avatar_component_clause,[],[f14883]) ).

fof(f14887,plain,
    ( spl0_2365
    | ~ spl0_2035 ),
    inference(avatar_split_clause,[],[f14879,f10836,f14883]) ).

fof(f14888,plain,
    ( ~ xuntil6(s110)
    | ~ node4(s110)
    | ~ spl0_676 ),
    inference(resolution,[],[f3870,f938]) ).

fof(f14889,plain,
    ( ~ node4(s110)
    | ~ spl0_676
    | ~ spl0_677 ),
    inference(forward_subsumption_resolution,[],[f14888,f3876]) ).

fof(f14890,plain,
    ( $false
    | ~ spl0_676
    | ~ spl0_677
    | ~ spl0_2032 ),
    inference(forward_subsumption_resolution,[],[f14889,f12489]) ).

fof(f14891,plain,
    ( ~ spl0_676
    | ~ spl0_677
    | ~ spl0_2032 ),
    inference(avatar_contradiction_clause,[],[f14890]) ).

fof(f14892,plain,
    ( ! [X0] :
        ( trans(X0,s110)
        | always3(X0) )
    | ~ spl0_2033 ),
    inference(resolution,[],[f10829,f934]) ).

fof(f14893,plain,
    ( node4(s110)
    | ~ spl0_2033 ),
    inference(resolution,[],[f10829,f937]) ).

fof(f14894,plain,
    ( $false
    | ~ spl0_676
    | ~ spl0_677
    | ~ spl0_2033 ),
    inference(forward_subsumption_resolution,[],[f14893,f14889]) ).

fof(f14895,plain,
    ( ~ spl0_676
    | ~ spl0_677
    | ~ spl0_2033 ),
    inference(avatar_contradiction_clause,[],[f14894]) ).

fof(f14897,definition,
    ( spl0_2366
  <=> node4(s110) ),
    introduced(definition,[new_symbols(definition,[spl0_2366])],[avatar_definition]) ).

fof(f14898,plain,
    ( node4(s110)
    | ~ spl0_2366 ),
    inference(avatar_component_clause,[],[f14897]) ).

fof(f14901,plain,
    ( spl0_2366
    | ~ spl0_2033 ),
    inference(avatar_split_clause,[],[f14893,f10827,f14897]) ).

fof(f14902,plain,
    ( ~ xuntil6(s111)
    | ~ node4(s111)
    | ~ spl0_678 ),
    inference(resolution,[],[f3880,f938]) ).

fof(f14903,plain,
    ( ~ node4(s111)
    | ~ spl0_678
    | ~ spl0_679 ),
    inference(forward_subsumption_resolution,[],[f14902,f3886]) ).

fof(f14904,plain,
    ( $false
    | ~ spl0_678
    | ~ spl0_679
    | ~ spl0_2030 ),
    inference(forward_subsumption_resolution,[],[f14903,f12487]) ).

fof(f14905,plain,
    ( ~ spl0_678
    | ~ spl0_679
    | ~ spl0_2030 ),
    inference(avatar_contradiction_clause,[],[f14904]) ).

fof(f14906,plain,
    ( ! [X0] :
        ( trans(X0,s111)
        | always3(X0) )
    | ~ spl0_2031 ),
    inference(resolution,[],[f10820,f934]) ).

fof(f14907,plain,
    ( node4(s111)
    | ~ spl0_2031 ),
    inference(resolution,[],[f10820,f937]) ).

fof(f14908,plain,
    ( $false
    | ~ spl0_678
    | ~ spl0_679
    | ~ spl0_2031 ),
    inference(forward_subsumption_resolution,[],[f14907,f14903]) ).

fof(f14909,plain,
    ( ~ spl0_678
    | ~ spl0_679
    | ~ spl0_2031 ),
    inference(avatar_contradiction_clause,[],[f14908]) ).

fof(f14911,definition,
    ( spl0_2367
  <=> node4(s111) ),
    introduced(definition,[new_symbols(definition,[spl0_2367])],[avatar_definition]) ).

fof(f14912,plain,
    ( node4(s111)
    | ~ spl0_2367 ),
    inference(avatar_component_clause,[],[f14911]) ).

fof(f14915,plain,
    ( spl0_2367
    | ~ spl0_2031 ),
    inference(avatar_split_clause,[],[f14907,f10818,f14911]) ).

fof(f14916,plain,
    ( ~ xuntil6(s112)
    | ~ node4(s112)
    | ~ spl0_680 ),
    inference(resolution,[],[f3890,f938]) ).

fof(f14917,plain,
    ( ~ node4(s112)
    | ~ spl0_680
    | ~ spl0_681 ),
    inference(forward_subsumption_resolution,[],[f14916,f3896]) ).

fof(f14920,plain,
    ( ~ xuntil6(s112)
    | ~ spl0_680
    | ~ spl0_2028 ),
    inference(forward_subsumption_resolution,[],[f14916,f12485]) ).

fof(f14921,plain,
    ( ~ spl0_681
    | ~ spl0_680
    | ~ spl0_2028 ),
    inference(avatar_split_clause,[],[f14920,f10805,f3888,f3894]) ).

fof(f14922,plain,
    ( ~ xuntil6(s113)
    | ~ node4(s113)
    | ~ spl0_682 ),
    inference(resolution,[],[f3900,f938]) ).

fof(f14923,plain,
    ( ~ node4(s113)
    | ~ spl0_682
    | ~ spl0_683 ),
    inference(forward_subsumption_resolution,[],[f14922,f3906]) ).

fof(f14926,plain,
    ( ~ xuntil6(s113)
    | ~ spl0_682
    | ~ spl0_2026 ),
    inference(forward_subsumption_resolution,[],[f14922,f12483]) ).

fof(f14927,plain,
    ( ~ spl0_683
    | ~ spl0_682
    | ~ spl0_2026 ),
    inference(avatar_split_clause,[],[f14926,f10796,f3898,f3904]) ).

fof(f14928,plain,
    ( ~ xuntil6(s114)
    | ~ node4(s114)
    | ~ spl0_684 ),
    inference(resolution,[],[f3910,f938]) ).

fof(f14929,plain,
    ( ~ node4(s114)
    | ~ spl0_684
    | ~ spl0_685 ),
    inference(forward_subsumption_resolution,[],[f14928,f3916]) ).

fof(f14932,plain,
    ( ~ xuntil6(s114)
    | ~ spl0_684
    | ~ spl0_2024 ),
    inference(forward_subsumption_resolution,[],[f14928,f12481]) ).

fof(f14933,plain,
    ( ~ spl0_685
    | ~ spl0_684
    | ~ spl0_2024 ),
    inference(avatar_split_clause,[],[f14932,f10787,f3908,f3914]) ).

fof(f14934,plain,
    ( ~ xuntil6(s115)
    | ~ node4(s115)
    | ~ spl0_686 ),
    inference(resolution,[],[f3920,f938]) ).

fof(f14935,plain,
    ( ~ node4(s115)
    | ~ spl0_686
    | ~ spl0_687 ),
    inference(forward_subsumption_resolution,[],[f14934,f3926]) ).

fof(f14938,plain,
    ( ~ xuntil6(s115)
    | ~ spl0_686
    | ~ spl0_2022 ),
    inference(forward_subsumption_resolution,[],[f14934,f12479]) ).

fof(f14939,plain,
    ( ~ spl0_687
    | ~ spl0_686
    | ~ spl0_2022 ),
    inference(avatar_split_clause,[],[f14938,f10778,f3918,f3924]) ).

fof(f14940,plain,
    ( ~ xuntil6(s116)
    | ~ node4(s116)
    | ~ spl0_688 ),
    inference(resolution,[],[f3930,f938]) ).

fof(f14941,plain,
    ( ~ node4(s116)
    | ~ spl0_688
    | ~ spl0_689 ),
    inference(forward_subsumption_resolution,[],[f14940,f3936]) ).

fof(f14944,plain,
    ( ~ xuntil6(s116)
    | ~ spl0_688
    | ~ spl0_2020 ),
    inference(forward_subsumption_resolution,[],[f14940,f12477]) ).

fof(f14945,plain,
    ( ~ spl0_689
    | ~ spl0_688
    | ~ spl0_2020 ),
    inference(avatar_split_clause,[],[f14944,f10769,f3928,f3934]) ).

fof(f14946,plain,
    ( ~ xuntil6(s117)
    | ~ node4(s117)
    | ~ spl0_690 ),
    inference(resolution,[],[f3940,f938]) ).

fof(f14947,plain,
    ( ~ node4(s117)
    | ~ spl0_690
    | ~ spl0_691 ),
    inference(forward_subsumption_resolution,[],[f14946,f3946]) ).

fof(f14950,plain,
    ( ~ xuntil6(s117)
    | ~ spl0_690
    | ~ spl0_2018 ),
    inference(forward_subsumption_resolution,[],[f14946,f12475]) ).

fof(f14951,plain,
    ( ~ spl0_691
    | ~ spl0_690
    | ~ spl0_2018 ),
    inference(avatar_split_clause,[],[f14950,f10760,f3938,f3944]) ).

fof(f14952,plain,
    ( ~ xuntil6(s118)
    | ~ node4(s118)
    | ~ spl0_692 ),
    inference(resolution,[],[f3950,f938]) ).

fof(f14953,plain,
    ( ~ node4(s118)
    | ~ spl0_692
    | ~ spl0_693 ),
    inference(forward_subsumption_resolution,[],[f14952,f3956]) ).

fof(f14956,plain,
    ( ~ xuntil6(s118)
    | ~ spl0_692
    | ~ spl0_2016 ),
    inference(forward_subsumption_resolution,[],[f14952,f12473]) ).

fof(f14957,plain,
    ( ~ spl0_693
    | ~ spl0_692
    | ~ spl0_2016 ),
    inference(avatar_split_clause,[],[f14956,f10751,f3948,f3954]) ).

fof(f14958,plain,
    ( ~ xuntil6(s119)
    | ~ node4(s119)
    | ~ spl0_694 ),
    inference(resolution,[],[f3960,f938]) ).

fof(f14959,plain,
    ( ~ node4(s119)
    | ~ spl0_694
    | ~ spl0_695 ),
    inference(forward_subsumption_resolution,[],[f14958,f3966]) ).

fof(f14962,plain,
    ( ~ xuntil6(s119)
    | ~ spl0_694
    | ~ spl0_2014 ),
    inference(forward_subsumption_resolution,[],[f14958,f12471]) ).

fof(f14963,plain,
    ( ~ spl0_695
    | ~ spl0_694
    | ~ spl0_2014 ),
    inference(avatar_split_clause,[],[f14962,f10742,f3958,f3964]) ).

fof(f14964,plain,
    ( ~ xuntil6(s120)
    | ~ node4(s120)
    | ~ spl0_696 ),
    inference(resolution,[],[f3970,f938]) ).

fof(f14965,plain,
    ( ~ node4(s120)
    | ~ spl0_696
    | ~ spl0_697 ),
    inference(forward_subsumption_resolution,[],[f14964,f3976]) ).

fof(f14968,plain,
    ( ~ xuntil6(s120)
    | ~ spl0_696
    | ~ spl0_2012 ),
    inference(forward_subsumption_resolution,[],[f14964,f12469]) ).

fof(f14969,plain,
    ( ~ spl0_697
    | ~ spl0_696
    | ~ spl0_2012 ),
    inference(avatar_split_clause,[],[f14968,f10733,f3968,f3974]) ).

fof(f14970,plain,
    ( ~ xuntil6(s121)
    | ~ node4(s121)
    | ~ spl0_698 ),
    inference(resolution,[],[f3980,f938]) ).

fof(f14971,plain,
    ( ~ node4(s121)
    | ~ spl0_698
    | ~ spl0_699 ),
    inference(forward_subsumption_resolution,[],[f14970,f3986]) ).

fof(f14974,plain,
    ( ~ xuntil6(s121)
    | ~ spl0_698
    | ~ spl0_2010 ),
    inference(forward_subsumption_resolution,[],[f14970,f12467]) ).

fof(f14975,plain,
    ( ~ spl0_699
    | ~ spl0_698
    | ~ spl0_2010 ),
    inference(avatar_split_clause,[],[f14974,f10724,f3978,f3984]) ).

fof(f14976,plain,
    ( ~ xuntil6(s122)
    | ~ node4(s122)
    | ~ spl0_700 ),
    inference(resolution,[],[f3990,f938]) ).

fof(f14977,plain,
    ( ~ node4(s122)
    | ~ spl0_700
    | ~ spl0_701 ),
    inference(forward_subsumption_resolution,[],[f14976,f3996]) ).

fof(f14980,plain,
    ( ~ xuntil6(s122)
    | ~ spl0_700
    | ~ spl0_2008 ),
    inference(forward_subsumption_resolution,[],[f14976,f12465]) ).

fof(f14981,plain,
    ( ~ spl0_701
    | ~ spl0_700
    | ~ spl0_2008 ),
    inference(avatar_split_clause,[],[f14980,f10715,f3988,f3994]) ).

fof(f14982,plain,
    ( ~ xuntil6(s123)
    | ~ node4(s123)
    | ~ spl0_702 ),
    inference(resolution,[],[f4000,f938]) ).

fof(f14983,plain,
    ( ~ node4(s123)
    | ~ spl0_702
    | ~ spl0_703 ),
    inference(forward_subsumption_resolution,[],[f14982,f4006]) ).

fof(f14986,plain,
    ( ~ xuntil6(s123)
    | ~ spl0_702
    | ~ spl0_2006 ),
    inference(forward_subsumption_resolution,[],[f14982,f12463]) ).

fof(f14987,plain,
    ( ~ spl0_703
    | ~ spl0_702
    | ~ spl0_2006 ),
    inference(avatar_split_clause,[],[f14986,f10706,f3998,f4004]) ).

fof(f14988,plain,
    ( ~ xuntil6(s124)
    | ~ node4(s124)
    | ~ spl0_704 ),
    inference(resolution,[],[f4010,f938]) ).

fof(f14989,plain,
    ( ~ node4(s124)
    | ~ spl0_704
    | ~ spl0_705 ),
    inference(forward_subsumption_resolution,[],[f14988,f4016]) ).

fof(f14990,plain,
    ( $false
    | ~ spl0_704
    | ~ spl0_705
    | ~ spl0_2004 ),
    inference(forward_subsumption_resolution,[],[f14989,f12461]) ).

fof(f14991,plain,
    ( ~ spl0_704
    | ~ spl0_705
    | ~ spl0_2004 ),
    inference(avatar_contradiction_clause,[],[f14990]) ).

fof(f14992,plain,
    ( ! [X0] :
        ( trans(X0,s124)
        | always3(X0) )
    | ~ spl0_2005 ),
    inference(resolution,[],[f10703,f934]) ).

fof(f14993,plain,
    ( node4(s124)
    | ~ spl0_2005 ),
    inference(resolution,[],[f10703,f937]) ).

fof(f14994,plain,
    ( $false
    | ~ spl0_704
    | ~ spl0_705
    | ~ spl0_2005 ),
    inference(forward_subsumption_resolution,[],[f14993,f14989]) ).

fof(f14995,plain,
    ( ~ spl0_704
    | ~ spl0_705
    | ~ spl0_2005 ),
    inference(avatar_contradiction_clause,[],[f14994]) ).

fof(f14997,definition,
    ( spl0_2368
  <=> node4(s123) ),
    introduced(definition,[new_symbols(definition,[spl0_2368])],[avatar_definition]) ).

fof(f14998,plain,
    ( node4(s123)
    | ~ spl0_2368 ),
    inference(avatar_component_clause,[],[f14997]) ).

fof(f15001,plain,
    ( ~ spl0_2368
    | ~ spl0_702
    | ~ spl0_703 ),
    inference(avatar_split_clause,[],[f14983,f4004,f3998,f14997]) ).

fof(f15004,plain,
    ( ! [X0] :
        ( trans(X0,s123)
        | always3(X0) )
    | ~ spl0_2007 ),
    inference(resolution,[],[f10712,f934]) ).

fof(f15005,plain,
    ( node4(s123)
    | ~ spl0_2007 ),
    inference(resolution,[],[f10712,f937]) ).

fof(f15008,plain,
    ( spl0_2368
    | ~ spl0_2007 ),
    inference(avatar_split_clause,[],[f15005,f10710,f14997]) ).

fof(f15010,definition,
    ( spl0_2369
  <=> node4(s122) ),
    introduced(definition,[new_symbols(definition,[spl0_2369])],[avatar_definition]) ).

fof(f15011,plain,
    ( node4(s122)
    | ~ spl0_2369 ),
    inference(avatar_component_clause,[],[f15010]) ).

fof(f15014,plain,
    ( ~ spl0_2369
    | ~ spl0_700
    | ~ spl0_701 ),
    inference(avatar_split_clause,[],[f14977,f3994,f3988,f15010]) ).

fof(f15015,plain,
    ( ! [X0] :
        ( trans(X0,s122)
        | always3(X0) )
    | ~ spl0_2009 ),
    inference(resolution,[],[f10721,f934]) ).

fof(f15016,plain,
    ( node4(s122)
    | ~ spl0_2009 ),
    inference(resolution,[],[f10721,f937]) ).

fof(f15019,plain,
    ( spl0_2369
    | ~ spl0_2009 ),
    inference(avatar_split_clause,[],[f15016,f10719,f15010]) ).

fof(f15021,definition,
    ( spl0_2370
  <=> node4(s121) ),
    introduced(definition,[new_symbols(definition,[spl0_2370])],[avatar_definition]) ).

fof(f15022,plain,
    ( node4(s121)
    | ~ spl0_2370 ),
    inference(avatar_component_clause,[],[f15021]) ).

fof(f15025,plain,
    ( ~ spl0_2370
    | ~ spl0_698
    | ~ spl0_699 ),
    inference(avatar_split_clause,[],[f14971,f3984,f3978,f15021]) ).

fof(f15026,plain,
    ( ! [X0] :
        ( trans(X0,s121)
        | always3(X0) )
    | ~ spl0_2011 ),
    inference(resolution,[],[f10730,f934]) ).

fof(f15027,plain,
    ( node4(s121)
    | ~ spl0_2011 ),
    inference(resolution,[],[f10730,f937]) ).

fof(f15030,plain,
    ( spl0_2370
    | ~ spl0_2011 ),
    inference(avatar_split_clause,[],[f15027,f10728,f15021]) ).

fof(f15032,definition,
    ( spl0_2371
  <=> node4(s120) ),
    introduced(definition,[new_symbols(definition,[spl0_2371])],[avatar_definition]) ).

fof(f15033,plain,
    ( node4(s120)
    | ~ spl0_2371 ),
    inference(avatar_component_clause,[],[f15032]) ).

fof(f15036,plain,
    ( ~ spl0_2371
    | ~ spl0_696
    | ~ spl0_697 ),
    inference(avatar_split_clause,[],[f14965,f3974,f3968,f15032]) ).

fof(f15037,plain,
    ( ! [X0] :
        ( trans(X0,s120)
        | always3(X0) )
    | ~ spl0_2013 ),
    inference(resolution,[],[f10739,f934]) ).

fof(f15038,plain,
    ( node4(s120)
    | ~ spl0_2013 ),
    inference(resolution,[],[f10739,f937]) ).

fof(f15041,plain,
    ( spl0_2371
    | ~ spl0_2013 ),
    inference(avatar_split_clause,[],[f15038,f10737,f15032]) ).

fof(f15043,definition,
    ( spl0_2372
  <=> node4(s119) ),
    introduced(definition,[new_symbols(definition,[spl0_2372])],[avatar_definition]) ).

fof(f15044,plain,
    ( node4(s119)
    | ~ spl0_2372 ),
    inference(avatar_component_clause,[],[f15043]) ).

fof(f15047,plain,
    ( ~ spl0_2372
    | ~ spl0_694
    | ~ spl0_695 ),
    inference(avatar_split_clause,[],[f14959,f3964,f3958,f15043]) ).

fof(f15048,plain,
    ( ! [X0] :
        ( trans(X0,s119)
        | always3(X0) )
    | ~ spl0_2015 ),
    inference(resolution,[],[f10748,f934]) ).

fof(f15049,plain,
    ( node4(s119)
    | ~ spl0_2015 ),
    inference(resolution,[],[f10748,f937]) ).

fof(f15052,plain,
    ( spl0_2372
    | ~ spl0_2015 ),
    inference(avatar_split_clause,[],[f15049,f10746,f15043]) ).

fof(f15054,definition,
    ( spl0_2373
  <=> node4(s118) ),
    introduced(definition,[new_symbols(definition,[spl0_2373])],[avatar_definition]) ).

fof(f15055,plain,
    ( node4(s118)
    | ~ spl0_2373 ),
    inference(avatar_component_clause,[],[f15054]) ).

fof(f15058,plain,
    ( ~ spl0_2373
    | ~ spl0_692
    | ~ spl0_693 ),
    inference(avatar_split_clause,[],[f14953,f3954,f3948,f15054]) ).

fof(f15059,plain,
    ( ! [X0] :
        ( trans(X0,s118)
        | always3(X0) )
    | ~ spl0_2017 ),
    inference(resolution,[],[f10757,f934]) ).

fof(f15060,plain,
    ( node4(s118)
    | ~ spl0_2017 ),
    inference(resolution,[],[f10757,f937]) ).

fof(f15063,plain,
    ( spl0_2373
    | ~ spl0_2017 ),
    inference(avatar_split_clause,[],[f15060,f10755,f15054]) ).

fof(f15065,definition,
    ( spl0_2374
  <=> node4(s117) ),
    introduced(definition,[new_symbols(definition,[spl0_2374])],[avatar_definition]) ).

fof(f15066,plain,
    ( node4(s117)
    | ~ spl0_2374 ),
    inference(avatar_component_clause,[],[f15065]) ).

fof(f15069,plain,
    ( ~ spl0_2374
    | ~ spl0_690
    | ~ spl0_691 ),
    inference(avatar_split_clause,[],[f14947,f3944,f3938,f15065]) ).

fof(f15070,plain,
    ( ! [X0] :
        ( trans(X0,s117)
        | always3(X0) )
    | ~ spl0_2019 ),
    inference(resolution,[],[f10766,f934]) ).

fof(f15071,plain,
    ( node4(s117)
    | ~ spl0_2019 ),
    inference(resolution,[],[f10766,f937]) ).

fof(f15074,plain,
    ( spl0_2374
    | ~ spl0_2019 ),
    inference(avatar_split_clause,[],[f15071,f10764,f15065]) ).

fof(f15076,definition,
    ( spl0_2375
  <=> node4(s116) ),
    introduced(definition,[new_symbols(definition,[spl0_2375])],[avatar_definition]) ).

fof(f15077,plain,
    ( node4(s116)
    | ~ spl0_2375 ),
    inference(avatar_component_clause,[],[f15076]) ).

fof(f15080,plain,
    ( ~ spl0_2375
    | ~ spl0_688
    | ~ spl0_689 ),
    inference(avatar_split_clause,[],[f14941,f3934,f3928,f15076]) ).

fof(f15081,plain,
    ( ! [X0] :
        ( trans(X0,s116)
        | always3(X0) )
    | ~ spl0_2021 ),
    inference(resolution,[],[f10775,f934]) ).

fof(f15082,plain,
    ( node4(s116)
    | ~ spl0_2021 ),
    inference(resolution,[],[f10775,f937]) ).

fof(f15085,plain,
    ( spl0_2375
    | ~ spl0_2021 ),
    inference(avatar_split_clause,[],[f15082,f10773,f15076]) ).

fof(f15087,definition,
    ( spl0_2376
  <=> node4(s115) ),
    introduced(definition,[new_symbols(definition,[spl0_2376])],[avatar_definition]) ).

fof(f15088,plain,
    ( node4(s115)
    | ~ spl0_2376 ),
    inference(avatar_component_clause,[],[f15087]) ).

fof(f15091,plain,
    ( ~ spl0_2376
    | ~ spl0_686
    | ~ spl0_687 ),
    inference(avatar_split_clause,[],[f14935,f3924,f3918,f15087]) ).

fof(f15092,plain,
    ( ! [X0] :
        ( trans(X0,s115)
        | always3(X0) )
    | ~ spl0_2023 ),
    inference(resolution,[],[f10784,f934]) ).

fof(f15093,plain,
    ( node4(s115)
    | ~ spl0_2023 ),
    inference(resolution,[],[f10784,f937]) ).

fof(f15096,plain,
    ( spl0_2376
    | ~ spl0_2023 ),
    inference(avatar_split_clause,[],[f15093,f10782,f15087]) ).

fof(f15098,definition,
    ( spl0_2377
  <=> node4(s114) ),
    introduced(definition,[new_symbols(definition,[spl0_2377])],[avatar_definition]) ).

fof(f15099,plain,
    ( node4(s114)
    | ~ spl0_2377 ),
    inference(avatar_component_clause,[],[f15098]) ).

fof(f15102,plain,
    ( ~ spl0_2377
    | ~ spl0_684
    | ~ spl0_685 ),
    inference(avatar_split_clause,[],[f14929,f3914,f3908,f15098]) ).

fof(f15103,plain,
    ( ! [X0] :
        ( trans(X0,s114)
        | always3(X0) )
    | ~ spl0_2025 ),
    inference(resolution,[],[f10793,f934]) ).

fof(f15104,plain,
    ( node4(s114)
    | ~ spl0_2025 ),
    inference(resolution,[],[f10793,f937]) ).

fof(f15107,plain,
    ( spl0_2377
    | ~ spl0_2025 ),
    inference(avatar_split_clause,[],[f15104,f10791,f15098]) ).

fof(f15109,definition,
    ( spl0_2378
  <=> node4(s113) ),
    introduced(definition,[new_symbols(definition,[spl0_2378])],[avatar_definition]) ).

fof(f15110,plain,
    ( node4(s113)
    | ~ spl0_2378 ),
    inference(avatar_component_clause,[],[f15109]) ).

fof(f15113,plain,
    ( ~ spl0_2378
    | ~ spl0_682
    | ~ spl0_683 ),
    inference(avatar_split_clause,[],[f14923,f3904,f3898,f15109]) ).

fof(f15114,plain,
    ( ! [X0] :
        ( trans(X0,s113)
        | always3(X0) )
    | ~ spl0_2027 ),
    inference(resolution,[],[f10802,f934]) ).

fof(f15115,plain,
    ( node4(s113)
    | ~ spl0_2027 ),
    inference(resolution,[],[f10802,f937]) ).

fof(f15118,plain,
    ( spl0_2378
    | ~ spl0_2027 ),
    inference(avatar_split_clause,[],[f15115,f10800,f15109]) ).

fof(f15120,definition,
    ( spl0_2379
  <=> node4(s112) ),
    introduced(definition,[new_symbols(definition,[spl0_2379])],[avatar_definition]) ).

fof(f15121,plain,
    ( node4(s112)
    | ~ spl0_2379 ),
    inference(avatar_component_clause,[],[f15120]) ).

fof(f15122,plain,
    ( ~ node4(s112)
    | spl0_2379 ),
    inference(avatar_component_clause,[],[f15120]) ).

fof(f15124,plain,
    ( ~ spl0_2379
    | ~ spl0_680
    | ~ spl0_681 ),
    inference(avatar_split_clause,[],[f14917,f3894,f3888,f15120]) ).

fof(f15125,plain,
    ( ! [X0] :
        ( trans(X0,s112)
        | always3(X0) )
    | ~ spl0_2029 ),
    inference(resolution,[],[f10811,f934]) ).

fof(f15126,plain,
    ( node4(s112)
    | ~ spl0_2029 ),
    inference(resolution,[],[f10811,f937]) ).

fof(f15127,plain,
    ( $false
    | ~ spl0_2029
    | spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f15126,f15122]) ).

fof(f15128,plain,
    ( ~ spl0_2029
    | spl0_2379 ),
    inference(avatar_contradiction_clause,[],[f15127]) ).

fof(f15141,definition,
    ( spl0_2380
  <=> node4(s124) ),
    introduced(definition,[new_symbols(definition,[spl0_2380])],[avatar_definition]) ).

fof(f15142,plain,
    ( node4(s124)
    | ~ spl0_2380 ),
    inference(avatar_component_clause,[],[f15141]) ).

fof(f15147,plain,
    ( spl0_2379
    | ~ spl0_2028 ),
    inference(avatar_split_clause,[],[f12485,f10805,f15120]) ).

fof(f15172,plain,
    ( ~ xuntil6(s125)
    | ~ node4(s125)
    | ~ spl0_706 ),
    inference(resolution,[],[f4020,f938]) ).

fof(f15173,plain,
    ( ~ node4(s125)
    | ~ spl0_706
    | ~ spl0_707 ),
    inference(forward_subsumption_resolution,[],[f15172,f4026]) ).

fof(f15176,plain,
    ( ~ xuntil6(s125)
    | ~ spl0_706
    | ~ spl0_2002 ),
    inference(forward_subsumption_resolution,[],[f15172,f12459]) ).

fof(f15177,plain,
    ( ~ spl0_707
    | ~ spl0_706
    | ~ spl0_2002 ),
    inference(avatar_split_clause,[],[f15176,f10688,f4018,f4024]) ).

fof(f15178,plain,
    ( ~ xuntil6(s126)
    | ~ node4(s126)
    | ~ spl0_708 ),
    inference(resolution,[],[f4030,f938]) ).

fof(f15179,plain,
    ( ~ node4(s126)
    | ~ spl0_708
    | ~ spl0_709 ),
    inference(forward_subsumption_resolution,[],[f15178,f4036]) ).

fof(f15182,plain,
    ( ~ xuntil6(s126)
    | ~ spl0_708
    | ~ spl0_2000 ),
    inference(forward_subsumption_resolution,[],[f15178,f12457]) ).

fof(f15183,plain,
    ( ~ spl0_709
    | ~ spl0_708
    | ~ spl0_2000 ),
    inference(avatar_split_clause,[],[f15182,f10679,f4028,f4034]) ).

fof(f15184,plain,
    ( ~ xuntil6(s127)
    | ~ node4(s127)
    | ~ spl0_710 ),
    inference(resolution,[],[f4040,f938]) ).

fof(f15185,plain,
    ( ~ node4(s127)
    | ~ spl0_710
    | ~ spl0_711 ),
    inference(forward_subsumption_resolution,[],[f15184,f4046]) ).

fof(f15188,plain,
    ( ~ xuntil6(s127)
    | ~ spl0_710
    | ~ spl0_1998 ),
    inference(forward_subsumption_resolution,[],[f15184,f12455]) ).

fof(f15189,plain,
    ( ~ spl0_711
    | ~ spl0_710
    | ~ spl0_1998 ),
    inference(avatar_split_clause,[],[f15188,f10670,f4038,f4044]) ).

fof(f15190,plain,
    ( ~ xuntil6(s128)
    | ~ node4(s128)
    | ~ spl0_712 ),
    inference(resolution,[],[f4050,f938]) ).

fof(f15191,plain,
    ( ~ node4(s128)
    | ~ spl0_712
    | ~ spl0_713 ),
    inference(forward_subsumption_resolution,[],[f15190,f4056]) ).

fof(f15194,plain,
    ( ~ xuntil6(s128)
    | ~ spl0_712
    | ~ spl0_1996 ),
    inference(forward_subsumption_resolution,[],[f15190,f12453]) ).

fof(f15195,plain,
    ( ~ spl0_713
    | ~ spl0_712
    | ~ spl0_1996 ),
    inference(avatar_split_clause,[],[f15194,f10661,f4048,f4054]) ).

fof(f15196,plain,
    ( ~ xuntil6(s129)
    | ~ node4(s129)
    | ~ spl0_714 ),
    inference(resolution,[],[f4060,f938]) ).

fof(f15197,plain,
    ( ~ node4(s129)
    | ~ spl0_714
    | ~ spl0_715 ),
    inference(forward_subsumption_resolution,[],[f15196,f4066]) ).

fof(f15200,plain,
    ( ~ xuntil6(s129)
    | ~ spl0_714
    | ~ spl0_1994 ),
    inference(forward_subsumption_resolution,[],[f15196,f12451]) ).

fof(f15201,plain,
    ( ~ spl0_715
    | ~ spl0_714
    | ~ spl0_1994 ),
    inference(avatar_split_clause,[],[f15200,f10652,f4058,f4064]) ).

fof(f15202,plain,
    ( ~ xuntil6(s130)
    | ~ node4(s130)
    | ~ spl0_716 ),
    inference(resolution,[],[f4070,f938]) ).

fof(f15203,plain,
    ( ~ node4(s130)
    | ~ spl0_716
    | ~ spl0_717 ),
    inference(forward_subsumption_resolution,[],[f15202,f4076]) ).

fof(f15204,plain,
    ( $false
    | ~ spl0_716
    | ~ spl0_717
    | ~ spl0_1992 ),
    inference(forward_subsumption_resolution,[],[f15203,f12449]) ).

fof(f15205,plain,
    ( ~ spl0_716
    | ~ spl0_717
    | ~ spl0_1992 ),
    inference(avatar_contradiction_clause,[],[f15204]) ).

fof(f15206,plain,
    ( ! [X0] :
        ( trans(X0,s130)
        | always3(X0) )
    | ~ spl0_1993 ),
    inference(resolution,[],[f10649,f934]) ).

fof(f15207,plain,
    ( node4(s130)
    | ~ spl0_1993 ),
    inference(resolution,[],[f10649,f937]) ).

fof(f15208,plain,
    ( $false
    | ~ spl0_716
    | ~ spl0_717
    | ~ spl0_1993 ),
    inference(forward_subsumption_resolution,[],[f15207,f15203]) ).

fof(f15209,plain,
    ( ~ spl0_716
    | ~ spl0_717
    | ~ spl0_1993 ),
    inference(avatar_contradiction_clause,[],[f15208]) ).

fof(f15211,definition,
    ( spl0_2381
  <=> node4(s129) ),
    introduced(definition,[new_symbols(definition,[spl0_2381])],[avatar_definition]) ).

fof(f15212,plain,
    ( node4(s129)
    | ~ spl0_2381 ),
    inference(avatar_component_clause,[],[f15211]) ).

fof(f15215,plain,
    ( ~ spl0_2381
    | ~ spl0_714
    | ~ spl0_715 ),
    inference(avatar_split_clause,[],[f15197,f4064,f4058,f15211]) ).

fof(f15218,plain,
    ( ! [X0] :
        ( trans(X0,s129)
        | always3(X0) )
    | ~ spl0_1995 ),
    inference(resolution,[],[f10658,f934]) ).

fof(f15219,plain,
    ( node4(s129)
    | ~ spl0_1995 ),
    inference(resolution,[],[f10658,f937]) ).

fof(f15222,plain,
    ( spl0_2381
    | ~ spl0_1995 ),
    inference(avatar_split_clause,[],[f15219,f10656,f15211]) ).

fof(f15224,definition,
    ( spl0_2382
  <=> node4(s128) ),
    introduced(definition,[new_symbols(definition,[spl0_2382])],[avatar_definition]) ).

fof(f15225,plain,
    ( node4(s128)
    | ~ spl0_2382 ),
    inference(avatar_component_clause,[],[f15224]) ).

fof(f15228,plain,
    ( ~ spl0_2382
    | ~ spl0_712
    | ~ spl0_713 ),
    inference(avatar_split_clause,[],[f15191,f4054,f4048,f15224]) ).

fof(f15229,plain,
    ( ! [X0] :
        ( trans(X0,s128)
        | always3(X0) )
    | ~ spl0_1997 ),
    inference(resolution,[],[f10667,f934]) ).

fof(f15230,plain,
    ( node4(s128)
    | ~ spl0_1997 ),
    inference(resolution,[],[f10667,f937]) ).

fof(f15233,plain,
    ( spl0_2382
    | ~ spl0_1997 ),
    inference(avatar_split_clause,[],[f15230,f10665,f15224]) ).

fof(f15235,definition,
    ( spl0_2383
  <=> node4(s127) ),
    introduced(definition,[new_symbols(definition,[spl0_2383])],[avatar_definition]) ).

fof(f15236,plain,
    ( node4(s127)
    | ~ spl0_2383 ),
    inference(avatar_component_clause,[],[f15235]) ).

fof(f15239,plain,
    ( ~ spl0_2383
    | ~ spl0_710
    | ~ spl0_711 ),
    inference(avatar_split_clause,[],[f15185,f4044,f4038,f15235]) ).

fof(f15240,plain,
    ( ! [X0] :
        ( trans(X0,s127)
        | always3(X0) )
    | ~ spl0_1999 ),
    inference(resolution,[],[f10676,f934]) ).

fof(f15241,plain,
    ( node4(s127)
    | ~ spl0_1999 ),
    inference(resolution,[],[f10676,f937]) ).

fof(f15244,plain,
    ( spl0_2383
    | ~ spl0_1999 ),
    inference(avatar_split_clause,[],[f15241,f10674,f15235]) ).

fof(f15246,definition,
    ( spl0_2384
  <=> node4(s126) ),
    introduced(definition,[new_symbols(definition,[spl0_2384])],[avatar_definition]) ).

fof(f15247,plain,
    ( node4(s126)
    | ~ spl0_2384 ),
    inference(avatar_component_clause,[],[f15246]) ).

fof(f15250,plain,
    ( ~ spl0_2384
    | ~ spl0_708
    | ~ spl0_709 ),
    inference(avatar_split_clause,[],[f15179,f4034,f4028,f15246]) ).

fof(f15251,plain,
    ( ! [X0] :
        ( trans(X0,s126)
        | always3(X0) )
    | ~ spl0_2001 ),
    inference(resolution,[],[f10685,f934]) ).

fof(f15252,plain,
    ( node4(s126)
    | ~ spl0_2001 ),
    inference(resolution,[],[f10685,f937]) ).

fof(f15255,plain,
    ( spl0_2384
    | ~ spl0_2001 ),
    inference(avatar_split_clause,[],[f15252,f10683,f15246]) ).

fof(f15257,definition,
    ( spl0_2385
  <=> node4(s125) ),
    introduced(definition,[new_symbols(definition,[spl0_2385])],[avatar_definition]) ).

fof(f15258,plain,
    ( node4(s125)
    | ~ spl0_2385 ),
    inference(avatar_component_clause,[],[f15257]) ).

fof(f15259,plain,
    ( ~ node4(s125)
    | spl0_2385 ),
    inference(avatar_component_clause,[],[f15257]) ).

fof(f15261,plain,
    ( ~ spl0_2385
    | ~ spl0_706
    | ~ spl0_707 ),
    inference(avatar_split_clause,[],[f15173,f4024,f4018,f15257]) ).

fof(f15262,plain,
    ( ! [X0] :
        ( trans(X0,s125)
        | always3(X0) )
    | ~ spl0_2003 ),
    inference(resolution,[],[f10694,f934]) ).

fof(f15263,plain,
    ( node4(s125)
    | ~ spl0_2003 ),
    inference(resolution,[],[f10694,f937]) ).

fof(f15264,plain,
    ( $false
    | ~ spl0_2003
    | spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f15263,f15259]) ).

fof(f15265,plain,
    ( ~ spl0_2003
    | spl0_2385 ),
    inference(avatar_contradiction_clause,[],[f15264]) ).

fof(f15271,definition,
    ( spl0_2386
  <=> node4(s130) ),
    introduced(definition,[new_symbols(definition,[spl0_2386])],[avatar_definition]) ).

fof(f15272,plain,
    ( node4(s130)
    | ~ spl0_2386 ),
    inference(avatar_component_clause,[],[f15271]) ).

fof(f15277,plain,
    ( spl0_2385
    | ~ spl0_2002 ),
    inference(avatar_split_clause,[],[f12459,f10688,f15257]) ).

fof(f15288,plain,
    ( ~ xuntil6(s131)
    | ~ node4(s131)
    | ~ spl0_718 ),
    inference(resolution,[],[f4080,f938]) ).

fof(f15289,plain,
    ( ~ node4(s131)
    | ~ spl0_718
    | ~ spl0_719 ),
    inference(forward_subsumption_resolution,[],[f15288,f4086]) ).

fof(f15292,plain,
    ( ~ xuntil6(s131)
    | ~ spl0_718
    | ~ spl0_1990 ),
    inference(forward_subsumption_resolution,[],[f15288,f12447]) ).

fof(f15293,plain,
    ( ~ spl0_719
    | ~ spl0_718
    | ~ spl0_1990 ),
    inference(avatar_split_clause,[],[f15292,f10634,f4078,f4084]) ).

fof(f15294,plain,
    ( ~ xuntil6(s132)
    | ~ node4(s132)
    | ~ spl0_720 ),
    inference(resolution,[],[f4090,f938]) ).

fof(f15295,plain,
    ( ~ node4(s132)
    | ~ spl0_720
    | ~ spl0_721 ),
    inference(forward_subsumption_resolution,[],[f15294,f4096]) ).

fof(f15298,plain,
    ( ~ xuntil6(s132)
    | ~ spl0_720
    | ~ spl0_1988 ),
    inference(forward_subsumption_resolution,[],[f15294,f12445]) ).

fof(f15299,plain,
    ( ~ spl0_721
    | ~ spl0_720
    | ~ spl0_1988 ),
    inference(avatar_split_clause,[],[f15298,f10625,f4088,f4094]) ).

fof(f15300,plain,
    ( ~ xuntil6(s133)
    | ~ node4(s133)
    | ~ spl0_722 ),
    inference(resolution,[],[f4100,f938]) ).

fof(f15301,plain,
    ( ~ node4(s133)
    | ~ spl0_722
    | ~ spl0_723 ),
    inference(forward_subsumption_resolution,[],[f15300,f4106]) ).

fof(f15304,plain,
    ( ~ xuntil6(s133)
    | ~ spl0_722
    | ~ spl0_1986 ),
    inference(forward_subsumption_resolution,[],[f15300,f12443]) ).

fof(f15305,plain,
    ( ~ spl0_723
    | ~ spl0_722
    | ~ spl0_1986 ),
    inference(avatar_split_clause,[],[f15304,f10616,f4098,f4104]) ).

fof(f15306,plain,
    ( ~ xuntil6(s134)
    | ~ node4(s134)
    | ~ spl0_724 ),
    inference(resolution,[],[f4110,f938]) ).

fof(f15307,plain,
    ( ~ node4(s134)
    | ~ spl0_724
    | ~ spl0_725 ),
    inference(forward_subsumption_resolution,[],[f15306,f4116]) ).

fof(f15308,plain,
    ( $false
    | ~ spl0_724
    | ~ spl0_725
    | ~ spl0_1984 ),
    inference(forward_subsumption_resolution,[],[f15307,f12441]) ).

fof(f15309,plain,
    ( ~ spl0_724
    | ~ spl0_725
    | ~ spl0_1984 ),
    inference(avatar_contradiction_clause,[],[f15308]) ).

fof(f15310,plain,
    ( ! [X0] :
        ( trans(X0,s134)
        | always3(X0) )
    | ~ spl0_1985 ),
    inference(resolution,[],[f10613,f934]) ).

fof(f15311,plain,
    ( node4(s134)
    | ~ spl0_1985 ),
    inference(resolution,[],[f10613,f937]) ).

fof(f15312,plain,
    ( $false
    | ~ spl0_724
    | ~ spl0_725
    | ~ spl0_1985 ),
    inference(forward_subsumption_resolution,[],[f15311,f15307]) ).

fof(f15313,plain,
    ( ~ spl0_724
    | ~ spl0_725
    | ~ spl0_1985 ),
    inference(avatar_contradiction_clause,[],[f15312]) ).

fof(f15315,definition,
    ( spl0_2387
  <=> node4(s133) ),
    introduced(definition,[new_symbols(definition,[spl0_2387])],[avatar_definition]) ).

fof(f15316,plain,
    ( node4(s133)
    | ~ spl0_2387 ),
    inference(avatar_component_clause,[],[f15315]) ).

fof(f15319,plain,
    ( ~ spl0_2387
    | ~ spl0_722
    | ~ spl0_723 ),
    inference(avatar_split_clause,[],[f15301,f4104,f4098,f15315]) ).

fof(f15322,plain,
    ( ! [X0] :
        ( trans(X0,s133)
        | always3(X0) )
    | ~ spl0_1987 ),
    inference(resolution,[],[f10622,f934]) ).

fof(f15323,plain,
    ( node4(s133)
    | ~ spl0_1987 ),
    inference(resolution,[],[f10622,f937]) ).

fof(f15326,plain,
    ( spl0_2387
    | ~ spl0_1987 ),
    inference(avatar_split_clause,[],[f15323,f10620,f15315]) ).

fof(f15328,definition,
    ( spl0_2388
  <=> node4(s132) ),
    introduced(definition,[new_symbols(definition,[spl0_2388])],[avatar_definition]) ).

fof(f15329,plain,
    ( node4(s132)
    | ~ spl0_2388 ),
    inference(avatar_component_clause,[],[f15328]) ).

fof(f15332,plain,
    ( ~ spl0_2388
    | ~ spl0_720
    | ~ spl0_721 ),
    inference(avatar_split_clause,[],[f15295,f4094,f4088,f15328]) ).

fof(f15333,plain,
    ( ! [X0] :
        ( trans(X0,s132)
        | always3(X0) )
    | ~ spl0_1989 ),
    inference(resolution,[],[f10631,f934]) ).

fof(f15334,plain,
    ( node4(s132)
    | ~ spl0_1989 ),
    inference(resolution,[],[f10631,f937]) ).

fof(f15337,plain,
    ( spl0_2388
    | ~ spl0_1989 ),
    inference(avatar_split_clause,[],[f15334,f10629,f15328]) ).

fof(f15339,definition,
    ( spl0_2389
  <=> node4(s131) ),
    introduced(definition,[new_symbols(definition,[spl0_2389])],[avatar_definition]) ).

fof(f15340,plain,
    ( node4(s131)
    | ~ spl0_2389 ),
    inference(avatar_component_clause,[],[f15339]) ).

fof(f15341,plain,
    ( ~ node4(s131)
    | spl0_2389 ),
    inference(avatar_component_clause,[],[f15339]) ).

fof(f15343,plain,
    ( ~ spl0_2389
    | ~ spl0_718
    | ~ spl0_719 ),
    inference(avatar_split_clause,[],[f15289,f4084,f4078,f15339]) ).

fof(f15344,plain,
    ( ! [X0] :
        ( trans(X0,s131)
        | always3(X0) )
    | ~ spl0_1991 ),
    inference(resolution,[],[f10640,f934]) ).

fof(f15345,plain,
    ( node4(s131)
    | ~ spl0_1991 ),
    inference(resolution,[],[f10640,f937]) ).

fof(f15346,plain,
    ( $false
    | ~ spl0_1991
    | spl0_2389 ),
    inference(forward_subsumption_resolution,[],[f15345,f15341]) ).

fof(f15347,plain,
    ( ~ spl0_1991
    | spl0_2389 ),
    inference(avatar_contradiction_clause,[],[f15346]) ).

fof(f15351,definition,
    ( spl0_2390
  <=> node4(s134) ),
    introduced(definition,[new_symbols(definition,[spl0_2390])],[avatar_definition]) ).

fof(f15352,plain,
    ( node4(s134)
    | ~ spl0_2390 ),
    inference(avatar_component_clause,[],[f15351]) ).

fof(f15357,plain,
    ( spl0_2389
    | ~ spl0_1990 ),
    inference(avatar_split_clause,[],[f12447,f10634,f15339]) ).

fof(f15364,plain,
    ( ~ xuntil6(s135)
    | ~ node4(s135)
    | ~ spl0_726 ),
    inference(resolution,[],[f4120,f938]) ).

fof(f15365,plain,
    ( ~ node4(s135)
    | ~ spl0_726
    | ~ spl0_727 ),
    inference(forward_subsumption_resolution,[],[f15364,f4126]) ).

fof(f15368,plain,
    ( ~ xuntil6(s135)
    | ~ spl0_726
    | ~ spl0_1982 ),
    inference(forward_subsumption_resolution,[],[f15364,f12439]) ).

fof(f15369,plain,
    ( ~ spl0_727
    | ~ spl0_726
    | ~ spl0_1982 ),
    inference(avatar_split_clause,[],[f15368,f10598,f4118,f4124]) ).

fof(f15370,plain,
    ( ~ xuntil6(s136)
    | ~ node4(s136)
    | ~ spl0_728 ),
    inference(resolution,[],[f4130,f938]) ).

fof(f15371,plain,
    ( ~ node4(s136)
    | ~ spl0_728
    | ~ spl0_729 ),
    inference(forward_subsumption_resolution,[],[f15370,f4136]) ).

fof(f15374,plain,
    ( ~ xuntil6(s136)
    | ~ spl0_728
    | ~ spl0_1980 ),
    inference(forward_subsumption_resolution,[],[f15370,f12437]) ).

fof(f15375,plain,
    ( ~ spl0_729
    | ~ spl0_728
    | ~ spl0_1980 ),
    inference(avatar_split_clause,[],[f15374,f10589,f4128,f4134]) ).

fof(f15376,plain,
    ( ~ xuntil6(s137)
    | ~ node4(s137)
    | ~ spl0_730 ),
    inference(resolution,[],[f4140,f938]) ).

fof(f15377,plain,
    ( ~ node4(s137)
    | ~ spl0_730
    | ~ spl0_731 ),
    inference(forward_subsumption_resolution,[],[f15376,f4146]) ).

fof(f15380,plain,
    ( ~ xuntil6(s137)
    | ~ spl0_730
    | ~ spl0_1978 ),
    inference(forward_subsumption_resolution,[],[f15376,f12435]) ).

fof(f15381,plain,
    ( ~ spl0_731
    | ~ spl0_730
    | ~ spl0_1978 ),
    inference(avatar_split_clause,[],[f15380,f10580,f4138,f4144]) ).

fof(f15382,plain,
    ( ~ xuntil6(s138)
    | ~ node4(s138)
    | ~ spl0_732 ),
    inference(resolution,[],[f4150,f938]) ).

fof(f15383,plain,
    ( ~ node4(s138)
    | ~ spl0_732
    | ~ spl0_733 ),
    inference(forward_subsumption_resolution,[],[f15382,f4156]) ).

fof(f15386,plain,
    ( ~ xuntil6(s138)
    | ~ spl0_732
    | ~ spl0_1976 ),
    inference(forward_subsumption_resolution,[],[f15382,f12433]) ).

fof(f15387,plain,
    ( ~ spl0_733
    | ~ spl0_732
    | ~ spl0_1976 ),
    inference(avatar_split_clause,[],[f15386,f10571,f4148,f4154]) ).

fof(f15388,plain,
    ( ~ xuntil6(s139)
    | ~ node4(s139)
    | ~ spl0_734 ),
    inference(resolution,[],[f4160,f938]) ).

fof(f15389,plain,
    ( ~ node4(s139)
    | ~ spl0_734
    | ~ spl0_735 ),
    inference(forward_subsumption_resolution,[],[f15388,f4166]) ).

fof(f15392,plain,
    ( ~ xuntil6(s139)
    | ~ spl0_734
    | ~ spl0_1974 ),
    inference(forward_subsumption_resolution,[],[f15388,f12431]) ).

fof(f15393,plain,
    ( ~ spl0_735
    | ~ spl0_734
    | ~ spl0_1974 ),
    inference(avatar_split_clause,[],[f15392,f10562,f4158,f4164]) ).

fof(f15394,plain,
    ( ~ xuntil6(s140)
    | ~ node4(s140)
    | ~ spl0_736 ),
    inference(resolution,[],[f4170,f938]) ).

fof(f15395,plain,
    ( ~ node4(s140)
    | ~ spl0_736
    | ~ spl0_737 ),
    inference(forward_subsumption_resolution,[],[f15394,f4176]) ).

fof(f15398,plain,
    ( ~ xuntil6(s140)
    | ~ spl0_736
    | ~ spl0_1972 ),
    inference(forward_subsumption_resolution,[],[f15394,f12429]) ).

fof(f15399,plain,
    ( ~ spl0_737
    | ~ spl0_736
    | ~ spl0_1972 ),
    inference(avatar_split_clause,[],[f15398,f10553,f4168,f4174]) ).

fof(f15400,plain,
    ( ~ xuntil6(s141)
    | ~ node4(s141)
    | ~ spl0_738 ),
    inference(resolution,[],[f4180,f938]) ).

fof(f15401,plain,
    ( ~ node4(s141)
    | ~ spl0_738
    | ~ spl0_739 ),
    inference(forward_subsumption_resolution,[],[f15400,f4186]) ).

fof(f15404,plain,
    ( ~ xuntil6(s141)
    | ~ spl0_738
    | ~ spl0_1970 ),
    inference(forward_subsumption_resolution,[],[f15400,f12427]) ).

fof(f15405,plain,
    ( ~ spl0_739
    | ~ spl0_738
    | ~ spl0_1970 ),
    inference(avatar_split_clause,[],[f15404,f10544,f4178,f4184]) ).

fof(f15406,plain,
    ( ~ xuntil6(s142)
    | ~ node4(s142)
    | ~ spl0_740 ),
    inference(resolution,[],[f4190,f938]) ).

fof(f15407,plain,
    ( ~ node4(s142)
    | ~ spl0_740
    | ~ spl0_741 ),
    inference(forward_subsumption_resolution,[],[f15406,f4196]) ).

fof(f15408,plain,
    ( $false
    | ~ spl0_740
    | ~ spl0_741
    | ~ spl0_1968 ),
    inference(forward_subsumption_resolution,[],[f15407,f12425]) ).

fof(f15409,plain,
    ( ~ spl0_740
    | ~ spl0_741
    | ~ spl0_1968 ),
    inference(avatar_contradiction_clause,[],[f15408]) ).

fof(f15410,plain,
    ( ! [X0] :
        ( trans(X0,s142)
        | always3(X0) )
    | ~ spl0_1969 ),
    inference(resolution,[],[f10541,f934]) ).

fof(f15411,plain,
    ( node4(s142)
    | ~ spl0_1969 ),
    inference(resolution,[],[f10541,f937]) ).

fof(f15412,plain,
    ( $false
    | ~ spl0_740
    | ~ spl0_741
    | ~ spl0_1969 ),
    inference(forward_subsumption_resolution,[],[f15411,f15407]) ).

fof(f15413,plain,
    ( ~ spl0_740
    | ~ spl0_741
    | ~ spl0_1969 ),
    inference(avatar_contradiction_clause,[],[f15412]) ).

fof(f15415,definition,
    ( spl0_2391
  <=> node4(s141) ),
    introduced(definition,[new_symbols(definition,[spl0_2391])],[avatar_definition]) ).

fof(f15416,plain,
    ( node4(s141)
    | ~ spl0_2391 ),
    inference(avatar_component_clause,[],[f15415]) ).

fof(f15419,plain,
    ( ~ spl0_2391
    | ~ spl0_738
    | ~ spl0_739 ),
    inference(avatar_split_clause,[],[f15401,f4184,f4178,f15415]) ).

fof(f15422,plain,
    ( ! [X0] :
        ( trans(X0,s141)
        | always3(X0) )
    | ~ spl0_1971 ),
    inference(resolution,[],[f10550,f934]) ).

fof(f15423,plain,
    ( node4(s141)
    | ~ spl0_1971 ),
    inference(resolution,[],[f10550,f937]) ).

fof(f15426,plain,
    ( spl0_2391
    | ~ spl0_1971 ),
    inference(avatar_split_clause,[],[f15423,f10548,f15415]) ).

fof(f15428,definition,
    ( spl0_2392
  <=> node4(s140) ),
    introduced(definition,[new_symbols(definition,[spl0_2392])],[avatar_definition]) ).

fof(f15429,plain,
    ( node4(s140)
    | ~ spl0_2392 ),
    inference(avatar_component_clause,[],[f15428]) ).

fof(f15432,plain,
    ( ~ spl0_2392
    | ~ spl0_736
    | ~ spl0_737 ),
    inference(avatar_split_clause,[],[f15395,f4174,f4168,f15428]) ).

fof(f15433,plain,
    ( ! [X0] :
        ( trans(X0,s140)
        | always3(X0) )
    | ~ spl0_1973 ),
    inference(resolution,[],[f10559,f934]) ).

fof(f15434,plain,
    ( node4(s140)
    | ~ spl0_1973 ),
    inference(resolution,[],[f10559,f937]) ).

fof(f15437,plain,
    ( spl0_2392
    | ~ spl0_1973 ),
    inference(avatar_split_clause,[],[f15434,f10557,f15428]) ).

fof(f15439,definition,
    ( spl0_2393
  <=> node4(s139) ),
    introduced(definition,[new_symbols(definition,[spl0_2393])],[avatar_definition]) ).

fof(f15440,plain,
    ( node4(s139)
    | ~ spl0_2393 ),
    inference(avatar_component_clause,[],[f15439]) ).

fof(f15443,plain,
    ( ~ spl0_2393
    | ~ spl0_734
    | ~ spl0_735 ),
    inference(avatar_split_clause,[],[f15389,f4164,f4158,f15439]) ).

fof(f15444,plain,
    ( ! [X0] :
        ( trans(X0,s139)
        | always3(X0) )
    | ~ spl0_1975 ),
    inference(resolution,[],[f10568,f934]) ).

fof(f15445,plain,
    ( node4(s139)
    | ~ spl0_1975 ),
    inference(resolution,[],[f10568,f937]) ).

fof(f15448,plain,
    ( spl0_2393
    | ~ spl0_1975 ),
    inference(avatar_split_clause,[],[f15445,f10566,f15439]) ).

fof(f15450,definition,
    ( spl0_2394
  <=> node4(s138) ),
    introduced(definition,[new_symbols(definition,[spl0_2394])],[avatar_definition]) ).

fof(f15451,plain,
    ( node4(s138)
    | ~ spl0_2394 ),
    inference(avatar_component_clause,[],[f15450]) ).

fof(f15454,plain,
    ( ~ spl0_2394
    | ~ spl0_732
    | ~ spl0_733 ),
    inference(avatar_split_clause,[],[f15383,f4154,f4148,f15450]) ).

fof(f15455,plain,
    ( ! [X0] :
        ( trans(X0,s138)
        | always3(X0) )
    | ~ spl0_1977 ),
    inference(resolution,[],[f10577,f934]) ).

fof(f15456,plain,
    ( node4(s138)
    | ~ spl0_1977 ),
    inference(resolution,[],[f10577,f937]) ).

fof(f15459,plain,
    ( spl0_2394
    | ~ spl0_1977 ),
    inference(avatar_split_clause,[],[f15456,f10575,f15450]) ).

fof(f15461,definition,
    ( spl0_2395
  <=> node4(s137) ),
    introduced(definition,[new_symbols(definition,[spl0_2395])],[avatar_definition]) ).

fof(f15462,plain,
    ( node4(s137)
    | ~ spl0_2395 ),
    inference(avatar_component_clause,[],[f15461]) ).

fof(f15465,plain,
    ( ~ spl0_2395
    | ~ spl0_730
    | ~ spl0_731 ),
    inference(avatar_split_clause,[],[f15377,f4144,f4138,f15461]) ).

fof(f15466,plain,
    ( ! [X0] :
        ( trans(X0,s137)
        | always3(X0) )
    | ~ spl0_1979 ),
    inference(resolution,[],[f10586,f934]) ).

fof(f15467,plain,
    ( node4(s137)
    | ~ spl0_1979 ),
    inference(resolution,[],[f10586,f937]) ).

fof(f15470,plain,
    ( spl0_2395
    | ~ spl0_1979 ),
    inference(avatar_split_clause,[],[f15467,f10584,f15461]) ).

fof(f15472,definition,
    ( spl0_2396
  <=> node4(s136) ),
    introduced(definition,[new_symbols(definition,[spl0_2396])],[avatar_definition]) ).

fof(f15473,plain,
    ( node4(s136)
    | ~ spl0_2396 ),
    inference(avatar_component_clause,[],[f15472]) ).

fof(f15476,plain,
    ( ~ spl0_2396
    | ~ spl0_728
    | ~ spl0_729 ),
    inference(avatar_split_clause,[],[f15371,f4134,f4128,f15472]) ).

fof(f15477,plain,
    ( ! [X0] :
        ( trans(X0,s136)
        | always3(X0) )
    | ~ spl0_1981 ),
    inference(resolution,[],[f10595,f934]) ).

fof(f15478,plain,
    ( node4(s136)
    | ~ spl0_1981 ),
    inference(resolution,[],[f10595,f937]) ).

fof(f15481,plain,
    ( spl0_2396
    | ~ spl0_1981 ),
    inference(avatar_split_clause,[],[f15478,f10593,f15472]) ).

fof(f15483,definition,
    ( spl0_2397
  <=> node4(s135) ),
    introduced(definition,[new_symbols(definition,[spl0_2397])],[avatar_definition]) ).

fof(f15484,plain,
    ( node4(s135)
    | ~ spl0_2397 ),
    inference(avatar_component_clause,[],[f15483]) ).

fof(f15485,plain,
    ( ~ node4(s135)
    | spl0_2397 ),
    inference(avatar_component_clause,[],[f15483]) ).

fof(f15487,plain,
    ( ~ spl0_2397
    | ~ spl0_726
    | ~ spl0_727 ),
    inference(avatar_split_clause,[],[f15365,f4124,f4118,f15483]) ).

fof(f15488,plain,
    ( ! [X0] :
        ( trans(X0,s135)
        | always3(X0) )
    | ~ spl0_1983 ),
    inference(resolution,[],[f10604,f934]) ).

fof(f15489,plain,
    ( node4(s135)
    | ~ spl0_1983 ),
    inference(resolution,[],[f10604,f937]) ).

fof(f15490,plain,
    ( $false
    | ~ spl0_1983
    | spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f15489,f15485]) ).

fof(f15491,plain,
    ( ~ spl0_1983
    | spl0_2397 ),
    inference(avatar_contradiction_clause,[],[f15490]) ).

fof(f15499,definition,
    ( spl0_2398
  <=> node4(s142) ),
    introduced(definition,[new_symbols(definition,[spl0_2398])],[avatar_definition]) ).

fof(f15500,plain,
    ( node4(s142)
    | ~ spl0_2398 ),
    inference(avatar_component_clause,[],[f15499]) ).

fof(f15505,plain,
    ( spl0_2397
    | ~ spl0_1982 ),
    inference(avatar_split_clause,[],[f12439,f10598,f15483]) ).

fof(f15520,plain,
    ( ~ xuntil6(s143)
    | ~ node4(s143)
    | ~ spl0_742 ),
    inference(resolution,[],[f4200,f938]) ).

fof(f15521,plain,
    ( ~ node4(s143)
    | ~ spl0_742
    | ~ spl0_743 ),
    inference(forward_subsumption_resolution,[],[f15520,f4206]) ).

fof(f15524,plain,
    ( ~ xuntil6(s143)
    | ~ spl0_742
    | ~ spl0_1966 ),
    inference(forward_subsumption_resolution,[],[f15520,f12423]) ).

fof(f15525,plain,
    ( ~ spl0_743
    | ~ spl0_742
    | ~ spl0_1966 ),
    inference(avatar_split_clause,[],[f15524,f10526,f4198,f4204]) ).

fof(f15526,plain,
    ( ~ xuntil6(s144)
    | ~ node4(s144)
    | ~ spl0_744 ),
    inference(resolution,[],[f4210,f938]) ).

fof(f15527,plain,
    ( ~ node4(s144)
    | ~ spl0_744
    | ~ spl0_745 ),
    inference(forward_subsumption_resolution,[],[f15526,f4216]) ).

fof(f15528,plain,
    ( $false
    | ~ spl0_744
    | ~ spl0_745
    | ~ spl0_1964 ),
    inference(forward_subsumption_resolution,[],[f15527,f12421]) ).

fof(f15529,plain,
    ( ~ spl0_744
    | ~ spl0_745
    | ~ spl0_1964 ),
    inference(avatar_contradiction_clause,[],[f15528]) ).

fof(f15530,plain,
    ( ! [X0] :
        ( trans(X0,s144)
        | always3(X0) )
    | ~ spl0_1965 ),
    inference(resolution,[],[f10523,f934]) ).

fof(f15531,plain,
    ( node4(s144)
    | ~ spl0_1965 ),
    inference(resolution,[],[f10523,f937]) ).

fof(f15532,plain,
    ( $false
    | ~ spl0_744
    | ~ spl0_745
    | ~ spl0_1965 ),
    inference(forward_subsumption_resolution,[],[f15531,f15527]) ).

fof(f15533,plain,
    ( ~ spl0_744
    | ~ spl0_745
    | ~ spl0_1965 ),
    inference(avatar_contradiction_clause,[],[f15532]) ).

fof(f15535,definition,
    ( spl0_2399
  <=> node4(s143) ),
    introduced(definition,[new_symbols(definition,[spl0_2399])],[avatar_definition]) ).

fof(f15536,plain,
    ( node4(s143)
    | ~ spl0_2399 ),
    inference(avatar_component_clause,[],[f15535]) ).

fof(f15537,plain,
    ( ~ node4(s143)
    | spl0_2399 ),
    inference(avatar_component_clause,[],[f15535]) ).

fof(f15539,plain,
    ( ~ spl0_2399
    | ~ spl0_742
    | ~ spl0_743 ),
    inference(avatar_split_clause,[],[f15521,f4204,f4198,f15535]) ).

fof(f15542,plain,
    ( ! [X0] :
        ( trans(X0,s143)
        | always3(X0) )
    | ~ spl0_1967 ),
    inference(resolution,[],[f10532,f934]) ).

fof(f15543,plain,
    ( node4(s143)
    | ~ spl0_1967 ),
    inference(resolution,[],[f10532,f937]) ).

fof(f15544,plain,
    ( $false
    | ~ spl0_1967
    | spl0_2399 ),
    inference(forward_subsumption_resolution,[],[f15543,f15537]) ).

fof(f15545,plain,
    ( ~ spl0_1967
    | spl0_2399 ),
    inference(avatar_contradiction_clause,[],[f15544]) ).

fof(f15547,definition,
    ( spl0_2400
  <=> node4(s144) ),
    introduced(definition,[new_symbols(definition,[spl0_2400])],[avatar_definition]) ).

fof(f15548,plain,
    ( node4(s144)
    | ~ spl0_2400 ),
    inference(avatar_component_clause,[],[f15547]) ).

fof(f15553,plain,
    ( spl0_2399
    | ~ spl0_1966 ),
    inference(avatar_split_clause,[],[f12423,f10526,f15535]) ).

fof(f15556,plain,
    ( ~ xuntil6(s145)
    | ~ node4(s145)
    | ~ spl0_746 ),
    inference(resolution,[],[f4220,f938]) ).

fof(f15557,plain,
    ( ~ node4(s145)
    | ~ spl0_746
    | ~ spl0_747 ),
    inference(forward_subsumption_resolution,[],[f15556,f4226]) ).

fof(f15560,plain,
    ( ~ xuntil6(s145)
    | ~ spl0_746
    | ~ spl0_1962 ),
    inference(forward_subsumption_resolution,[],[f15556,f12419]) ).

fof(f15561,plain,
    ( ~ spl0_747
    | ~ spl0_746
    | ~ spl0_1962 ),
    inference(avatar_split_clause,[],[f15560,f10508,f4218,f4224]) ).

fof(f15562,plain,
    ( ~ xuntil6(s146)
    | ~ node4(s146)
    | ~ spl0_748 ),
    inference(resolution,[],[f4230,f938]) ).

fof(f15563,plain,
    ( ~ node4(s146)
    | ~ spl0_748
    | ~ spl0_749 ),
    inference(forward_subsumption_resolution,[],[f15562,f4236]) ).

fof(f15566,plain,
    ( ~ xuntil6(s146)
    | ~ spl0_748
    | ~ spl0_1960 ),
    inference(forward_subsumption_resolution,[],[f15562,f12417]) ).

fof(f15567,plain,
    ( ~ spl0_749
    | ~ spl0_748
    | ~ spl0_1960 ),
    inference(avatar_split_clause,[],[f15566,f10499,f4228,f4234]) ).

fof(f15568,plain,
    ( ~ xuntil6(s147)
    | ~ node4(s147)
    | ~ spl0_750 ),
    inference(resolution,[],[f4240,f938]) ).

fof(f15569,plain,
    ( ~ node4(s147)
    | ~ spl0_750
    | ~ spl0_751 ),
    inference(forward_subsumption_resolution,[],[f15568,f4246]) ).

fof(f15572,plain,
    ( ~ xuntil6(s147)
    | ~ spl0_750
    | ~ spl0_1958 ),
    inference(forward_subsumption_resolution,[],[f15568,f12415]) ).

fof(f15573,plain,
    ( ~ spl0_751
    | ~ spl0_750
    | ~ spl0_1958 ),
    inference(avatar_split_clause,[],[f15572,f10490,f4238,f4244]) ).

fof(f15574,plain,
    ( ~ xuntil6(s148)
    | ~ node4(s148)
    | ~ spl0_752 ),
    inference(resolution,[],[f4250,f938]) ).

fof(f15575,plain,
    ( ~ node4(s148)
    | ~ spl0_752
    | ~ spl0_753 ),
    inference(forward_subsumption_resolution,[],[f15574,f4256]) ).

fof(f15578,plain,
    ( ~ xuntil6(s148)
    | ~ spl0_752
    | ~ spl0_1956 ),
    inference(forward_subsumption_resolution,[],[f15574,f12413]) ).

fof(f15579,plain,
    ( ~ spl0_753
    | ~ spl0_752
    | ~ spl0_1956 ),
    inference(avatar_split_clause,[],[f15578,f10481,f4248,f4254]) ).

fof(f15580,plain,
    ( ~ xuntil6(s149)
    | ~ node4(s149)
    | ~ spl0_754 ),
    inference(resolution,[],[f4260,f938]) ).

fof(f15581,plain,
    ( ~ node4(s149)
    | ~ spl0_754
    | ~ spl0_755 ),
    inference(forward_subsumption_resolution,[],[f15580,f4266]) ).

fof(f15584,plain,
    ( ~ xuntil6(s149)
    | ~ spl0_754
    | ~ spl0_1954 ),
    inference(forward_subsumption_resolution,[],[f15580,f12411]) ).

fof(f15585,plain,
    ( ~ spl0_755
    | ~ spl0_754
    | ~ spl0_1954 ),
    inference(avatar_split_clause,[],[f15584,f10472,f4258,f4264]) ).

fof(f15586,plain,
    ( ~ xuntil6(s150)
    | ~ node4(s150)
    | ~ spl0_756 ),
    inference(resolution,[],[f4270,f938]) ).

fof(f15587,plain,
    ( ~ node4(s150)
    | ~ spl0_756
    | ~ spl0_757 ),
    inference(forward_subsumption_resolution,[],[f15586,f4276]) ).

fof(f15590,plain,
    ( ~ xuntil6(s150)
    | ~ spl0_756
    | ~ spl0_1952 ),
    inference(forward_subsumption_resolution,[],[f15586,f12409]) ).

fof(f15591,plain,
    ( ~ spl0_757
    | ~ spl0_756
    | ~ spl0_1952 ),
    inference(avatar_split_clause,[],[f15590,f10463,f4268,f4274]) ).

fof(f15592,plain,
    ( ~ xuntil6(s151)
    | ~ node4(s151)
    | ~ spl0_758 ),
    inference(resolution,[],[f4280,f938]) ).

fof(f15593,plain,
    ( ~ node4(s151)
    | ~ spl0_758
    | ~ spl0_759 ),
    inference(forward_subsumption_resolution,[],[f15592,f4286]) ).

fof(f15594,plain,
    ( $false
    | ~ spl0_758
    | ~ spl0_759
    | ~ spl0_1950 ),
    inference(forward_subsumption_resolution,[],[f15593,f12407]) ).

fof(f15595,plain,
    ( ~ spl0_758
    | ~ spl0_759
    | ~ spl0_1950 ),
    inference(avatar_contradiction_clause,[],[f15594]) ).

fof(f15596,plain,
    ( ! [X0] :
        ( trans(X0,s151)
        | always3(X0) )
    | ~ spl0_1951 ),
    inference(resolution,[],[f10460,f934]) ).

fof(f15597,plain,
    ( node4(s151)
    | ~ spl0_1951 ),
    inference(resolution,[],[f10460,f937]) ).

fof(f15598,plain,
    ( $false
    | ~ spl0_758
    | ~ spl0_759
    | ~ spl0_1951 ),
    inference(forward_subsumption_resolution,[],[f15597,f15593]) ).

fof(f15599,plain,
    ( ~ spl0_758
    | ~ spl0_759
    | ~ spl0_1951 ),
    inference(avatar_contradiction_clause,[],[f15598]) ).

fof(f15601,definition,
    ( spl0_2401
  <=> node4(s150) ),
    introduced(definition,[new_symbols(definition,[spl0_2401])],[avatar_definition]) ).

fof(f15602,plain,
    ( node4(s150)
    | ~ spl0_2401 ),
    inference(avatar_component_clause,[],[f15601]) ).

fof(f15605,plain,
    ( ~ spl0_2401
    | ~ spl0_756
    | ~ spl0_757 ),
    inference(avatar_split_clause,[],[f15587,f4274,f4268,f15601]) ).

fof(f15608,plain,
    ( ! [X0] :
        ( trans(X0,s150)
        | always3(X0) )
    | ~ spl0_1953 ),
    inference(resolution,[],[f10469,f934]) ).

fof(f15609,plain,
    ( node4(s150)
    | ~ spl0_1953 ),
    inference(resolution,[],[f10469,f937]) ).

fof(f15612,plain,
    ( spl0_2401
    | ~ spl0_1953 ),
    inference(avatar_split_clause,[],[f15609,f10467,f15601]) ).

fof(f15614,definition,
    ( spl0_2402
  <=> node4(s149) ),
    introduced(definition,[new_symbols(definition,[spl0_2402])],[avatar_definition]) ).

fof(f15615,plain,
    ( node4(s149)
    | ~ spl0_2402 ),
    inference(avatar_component_clause,[],[f15614]) ).

fof(f15618,plain,
    ( ~ spl0_2402
    | ~ spl0_754
    | ~ spl0_755 ),
    inference(avatar_split_clause,[],[f15581,f4264,f4258,f15614]) ).

fof(f15619,plain,
    ( ! [X0] :
        ( trans(X0,s149)
        | always3(X0) )
    | ~ spl0_1955 ),
    inference(resolution,[],[f10478,f934]) ).

fof(f15620,plain,
    ( node4(s149)
    | ~ spl0_1955 ),
    inference(resolution,[],[f10478,f937]) ).

fof(f15623,plain,
    ( spl0_2402
    | ~ spl0_1955 ),
    inference(avatar_split_clause,[],[f15620,f10476,f15614]) ).

fof(f15625,definition,
    ( spl0_2403
  <=> node4(s148) ),
    introduced(definition,[new_symbols(definition,[spl0_2403])],[avatar_definition]) ).

fof(f15626,plain,
    ( node4(s148)
    | ~ spl0_2403 ),
    inference(avatar_component_clause,[],[f15625]) ).

fof(f15629,plain,
    ( ~ spl0_2403
    | ~ spl0_752
    | ~ spl0_753 ),
    inference(avatar_split_clause,[],[f15575,f4254,f4248,f15625]) ).

fof(f15630,plain,
    ( ! [X0] :
        ( trans(X0,s148)
        | always3(X0) )
    | ~ spl0_1957 ),
    inference(resolution,[],[f10487,f934]) ).

fof(f15631,plain,
    ( node4(s148)
    | ~ spl0_1957 ),
    inference(resolution,[],[f10487,f937]) ).

fof(f15634,plain,
    ( spl0_2403
    | ~ spl0_1957 ),
    inference(avatar_split_clause,[],[f15631,f10485,f15625]) ).

fof(f15636,definition,
    ( spl0_2404
  <=> node4(s147) ),
    introduced(definition,[new_symbols(definition,[spl0_2404])],[avatar_definition]) ).

fof(f15637,plain,
    ( node4(s147)
    | ~ spl0_2404 ),
    inference(avatar_component_clause,[],[f15636]) ).

fof(f15640,plain,
    ( ~ spl0_2404
    | ~ spl0_750
    | ~ spl0_751 ),
    inference(avatar_split_clause,[],[f15569,f4244,f4238,f15636]) ).

fof(f15641,plain,
    ( ! [X0] :
        ( trans(X0,s147)
        | always3(X0) )
    | ~ spl0_1959 ),
    inference(resolution,[],[f10496,f934]) ).

fof(f15642,plain,
    ( node4(s147)
    | ~ spl0_1959 ),
    inference(resolution,[],[f10496,f937]) ).

fof(f15645,plain,
    ( spl0_2404
    | ~ spl0_1959 ),
    inference(avatar_split_clause,[],[f15642,f10494,f15636]) ).

fof(f15647,definition,
    ( spl0_2405
  <=> node4(s146) ),
    introduced(definition,[new_symbols(definition,[spl0_2405])],[avatar_definition]) ).

fof(f15648,plain,
    ( node4(s146)
    | ~ spl0_2405 ),
    inference(avatar_component_clause,[],[f15647]) ).

fof(f15651,plain,
    ( ~ spl0_2405
    | ~ spl0_748
    | ~ spl0_749 ),
    inference(avatar_split_clause,[],[f15563,f4234,f4228,f15647]) ).

fof(f15652,plain,
    ( ! [X0] :
        ( trans(X0,s146)
        | always3(X0) )
    | ~ spl0_1961 ),
    inference(resolution,[],[f10505,f934]) ).

fof(f15653,plain,
    ( node4(s146)
    | ~ spl0_1961 ),
    inference(resolution,[],[f10505,f937]) ).

fof(f15656,plain,
    ( spl0_2405
    | ~ spl0_1961 ),
    inference(avatar_split_clause,[],[f15653,f10503,f15647]) ).

fof(f15658,definition,
    ( spl0_2406
  <=> node4(s145) ),
    introduced(definition,[new_symbols(definition,[spl0_2406])],[avatar_definition]) ).

fof(f15659,plain,
    ( node4(s145)
    | ~ spl0_2406 ),
    inference(avatar_component_clause,[],[f15658]) ).

fof(f15660,plain,
    ( ~ node4(s145)
    | spl0_2406 ),
    inference(avatar_component_clause,[],[f15658]) ).

fof(f15662,plain,
    ( ~ spl0_2406
    | ~ spl0_746
    | ~ spl0_747 ),
    inference(avatar_split_clause,[],[f15557,f4224,f4218,f15658]) ).

fof(f15663,plain,
    ( ! [X0] :
        ( trans(X0,s145)
        | always3(X0) )
    | ~ spl0_1963 ),
    inference(resolution,[],[f10514,f934]) ).

fof(f15664,plain,
    ( node4(s145)
    | ~ spl0_1963 ),
    inference(resolution,[],[f10514,f937]) ).

fof(f15665,plain,
    ( $false
    | ~ spl0_1963
    | spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f15664,f15660]) ).

fof(f15666,plain,
    ( ~ spl0_1963
    | spl0_2406 ),
    inference(avatar_contradiction_clause,[],[f15665]) ).

fof(f15673,definition,
    ( spl0_2407
  <=> node4(s151) ),
    introduced(definition,[new_symbols(definition,[spl0_2407])],[avatar_definition]) ).

fof(f15674,plain,
    ( node4(s151)
    | ~ spl0_2407 ),
    inference(avatar_component_clause,[],[f15673]) ).

fof(f15679,plain,
    ( spl0_2406
    | ~ spl0_1962 ),
    inference(avatar_split_clause,[],[f12419,f10508,f15658]) ).

fof(f15692,plain,
    ( ~ xuntil6(s152)
    | ~ node4(s152)
    | ~ spl0_760 ),
    inference(resolution,[],[f4290,f938]) ).

fof(f15693,plain,
    ( ~ node4(s152)
    | ~ spl0_760
    | ~ spl0_761 ),
    inference(forward_subsumption_resolution,[],[f15692,f4296]) ).

fof(f15696,plain,
    ( ~ xuntil6(s152)
    | ~ spl0_760
    | ~ spl0_1948 ),
    inference(forward_subsumption_resolution,[],[f15692,f12405]) ).

fof(f15697,plain,
    ( ~ spl0_761
    | ~ spl0_760
    | ~ spl0_1948 ),
    inference(avatar_split_clause,[],[f15696,f10445,f4288,f4294]) ).

fof(f15698,plain,
    ( ~ xuntil6(s153)
    | ~ node4(s153)
    | ~ spl0_762 ),
    inference(resolution,[],[f4300,f938]) ).

fof(f15699,plain,
    ( ~ node4(s153)
    | ~ spl0_762
    | ~ spl0_763 ),
    inference(forward_subsumption_resolution,[],[f15698,f4306]) ).

fof(f15702,plain,
    ( ~ xuntil6(s153)
    | ~ spl0_762
    | ~ spl0_1946 ),
    inference(forward_subsumption_resolution,[],[f15698,f12403]) ).

fof(f15703,plain,
    ( ~ spl0_763
    | ~ spl0_762
    | ~ spl0_1946 ),
    inference(avatar_split_clause,[],[f15702,f10436,f4298,f4304]) ).

fof(f15704,plain,
    ( ~ xuntil6(s154)
    | ~ node4(s154)
    | ~ spl0_764 ),
    inference(resolution,[],[f4310,f938]) ).

fof(f15705,plain,
    ( ~ node4(s154)
    | ~ spl0_764
    | ~ spl0_765 ),
    inference(forward_subsumption_resolution,[],[f15704,f4316]) ).

fof(f15708,plain,
    ( ~ xuntil6(s154)
    | ~ spl0_764
    | ~ spl0_1944 ),
    inference(forward_subsumption_resolution,[],[f15704,f12401]) ).

fof(f15709,plain,
    ( ~ spl0_765
    | ~ spl0_764
    | ~ spl0_1944 ),
    inference(avatar_split_clause,[],[f15708,f10427,f4308,f4314]) ).

fof(f15710,plain,
    ( ~ xuntil6(s155)
    | ~ node4(s155)
    | ~ spl0_766 ),
    inference(resolution,[],[f4320,f938]) ).

fof(f15711,plain,
    ( ~ node4(s155)
    | ~ spl0_766
    | ~ spl0_767 ),
    inference(forward_subsumption_resolution,[],[f15710,f4326]) ).

fof(f15714,plain,
    ( ~ xuntil6(s155)
    | ~ spl0_766
    | ~ spl0_1942 ),
    inference(forward_subsumption_resolution,[],[f15710,f12399]) ).

fof(f15715,plain,
    ( ~ spl0_767
    | ~ spl0_766
    | ~ spl0_1942 ),
    inference(avatar_split_clause,[],[f15714,f10418,f4318,f4324]) ).

fof(f15716,plain,
    ( ~ xuntil6(s156)
    | ~ node4(s156)
    | ~ spl0_768 ),
    inference(resolution,[],[f4330,f938]) ).

fof(f15717,plain,
    ( ~ node4(s156)
    | ~ spl0_768
    | ~ spl0_769 ),
    inference(forward_subsumption_resolution,[],[f15716,f4336]) ).

fof(f15720,plain,
    ( ~ xuntil6(s156)
    | ~ spl0_768
    | ~ spl0_1940 ),
    inference(forward_subsumption_resolution,[],[f15716,f12397]) ).

fof(f15721,plain,
    ( ~ spl0_769
    | ~ spl0_768
    | ~ spl0_1940 ),
    inference(avatar_split_clause,[],[f15720,f10409,f4328,f4334]) ).

fof(f15722,plain,
    ( ~ xuntil6(s157)
    | ~ node4(s157)
    | ~ spl0_770 ),
    inference(resolution,[],[f4340,f938]) ).

fof(f15723,plain,
    ( ~ node4(s157)
    | ~ spl0_770
    | ~ spl0_771 ),
    inference(forward_subsumption_resolution,[],[f15722,f4346]) ).

fof(f15726,plain,
    ( ~ xuntil6(s157)
    | ~ spl0_770
    | ~ spl0_1938 ),
    inference(forward_subsumption_resolution,[],[f15722,f12395]) ).

fof(f15727,plain,
    ( ~ spl0_771
    | ~ spl0_770
    | ~ spl0_1938 ),
    inference(avatar_split_clause,[],[f15726,f10400,f4338,f4344]) ).

fof(f15728,plain,
    ( ~ xuntil6(s158)
    | ~ node4(s158)
    | ~ spl0_772 ),
    inference(resolution,[],[f4350,f938]) ).

fof(f15729,plain,
    ( ~ node4(s158)
    | ~ spl0_772
    | ~ spl0_773 ),
    inference(forward_subsumption_resolution,[],[f15728,f4356]) ).

fof(f15730,plain,
    ( $false
    | ~ spl0_772
    | ~ spl0_773
    | ~ spl0_1936 ),
    inference(forward_subsumption_resolution,[],[f15729,f12393]) ).

fof(f15731,plain,
    ( ~ spl0_772
    | ~ spl0_773
    | ~ spl0_1936 ),
    inference(avatar_contradiction_clause,[],[f15730]) ).

fof(f15732,plain,
    ( ! [X0] :
        ( trans(X0,s158)
        | always3(X0) )
    | ~ spl0_1937 ),
    inference(resolution,[],[f10397,f934]) ).

fof(f15733,plain,
    ( node4(s158)
    | ~ spl0_1937 ),
    inference(resolution,[],[f10397,f937]) ).

fof(f15734,plain,
    ( $false
    | ~ spl0_772
    | ~ spl0_773
    | ~ spl0_1937 ),
    inference(forward_subsumption_resolution,[],[f15733,f15729]) ).

fof(f15735,plain,
    ( ~ spl0_772
    | ~ spl0_773
    | ~ spl0_1937 ),
    inference(avatar_contradiction_clause,[],[f15734]) ).

fof(f15737,definition,
    ( spl0_2408
  <=> node4(s157) ),
    introduced(definition,[new_symbols(definition,[spl0_2408])],[avatar_definition]) ).

fof(f15738,plain,
    ( node4(s157)
    | ~ spl0_2408 ),
    inference(avatar_component_clause,[],[f15737]) ).

fof(f15741,plain,
    ( ~ spl0_2408
    | ~ spl0_770
    | ~ spl0_771 ),
    inference(avatar_split_clause,[],[f15723,f4344,f4338,f15737]) ).

fof(f15744,plain,
    ( ! [X0] :
        ( trans(X0,s157)
        | always3(X0) )
    | ~ spl0_1939 ),
    inference(resolution,[],[f10406,f934]) ).

fof(f15745,plain,
    ( node4(s157)
    | ~ spl0_1939 ),
    inference(resolution,[],[f10406,f937]) ).

fof(f15748,plain,
    ( spl0_2408
    | ~ spl0_1939 ),
    inference(avatar_split_clause,[],[f15745,f10404,f15737]) ).

fof(f15750,definition,
    ( spl0_2409
  <=> node4(s156) ),
    introduced(definition,[new_symbols(definition,[spl0_2409])],[avatar_definition]) ).

fof(f15751,plain,
    ( node4(s156)
    | ~ spl0_2409 ),
    inference(avatar_component_clause,[],[f15750]) ).

fof(f15754,plain,
    ( ~ spl0_2409
    | ~ spl0_768
    | ~ spl0_769 ),
    inference(avatar_split_clause,[],[f15717,f4334,f4328,f15750]) ).

fof(f15755,plain,
    ( ! [X0] :
        ( trans(X0,s156)
        | always3(X0) )
    | ~ spl0_1941 ),
    inference(resolution,[],[f10415,f934]) ).

fof(f15756,plain,
    ( node4(s156)
    | ~ spl0_1941 ),
    inference(resolution,[],[f10415,f937]) ).

fof(f15759,plain,
    ( spl0_2409
    | ~ spl0_1941 ),
    inference(avatar_split_clause,[],[f15756,f10413,f15750]) ).

fof(f15761,definition,
    ( spl0_2410
  <=> node4(s155) ),
    introduced(definition,[new_symbols(definition,[spl0_2410])],[avatar_definition]) ).

fof(f15762,plain,
    ( node4(s155)
    | ~ spl0_2410 ),
    inference(avatar_component_clause,[],[f15761]) ).

fof(f15765,plain,
    ( ~ spl0_2410
    | ~ spl0_766
    | ~ spl0_767 ),
    inference(avatar_split_clause,[],[f15711,f4324,f4318,f15761]) ).

fof(f15766,plain,
    ( ! [X0] :
        ( trans(X0,s155)
        | always3(X0) )
    | ~ spl0_1943 ),
    inference(resolution,[],[f10424,f934]) ).

fof(f15767,plain,
    ( node4(s155)
    | ~ spl0_1943 ),
    inference(resolution,[],[f10424,f937]) ).

fof(f15770,plain,
    ( spl0_2410
    | ~ spl0_1943 ),
    inference(avatar_split_clause,[],[f15767,f10422,f15761]) ).

fof(f15772,definition,
    ( spl0_2411
  <=> node4(s154) ),
    introduced(definition,[new_symbols(definition,[spl0_2411])],[avatar_definition]) ).

fof(f15773,plain,
    ( node4(s154)
    | ~ spl0_2411 ),
    inference(avatar_component_clause,[],[f15772]) ).

fof(f15776,plain,
    ( ~ spl0_2411
    | ~ spl0_764
    | ~ spl0_765 ),
    inference(avatar_split_clause,[],[f15705,f4314,f4308,f15772]) ).

fof(f15777,plain,
    ( ! [X0] :
        ( trans(X0,s154)
        | always3(X0) )
    | ~ spl0_1945 ),
    inference(resolution,[],[f10433,f934]) ).

fof(f15778,plain,
    ( node4(s154)
    | ~ spl0_1945 ),
    inference(resolution,[],[f10433,f937]) ).

fof(f15781,plain,
    ( spl0_2411
    | ~ spl0_1945 ),
    inference(avatar_split_clause,[],[f15778,f10431,f15772]) ).

fof(f15783,definition,
    ( spl0_2412
  <=> node4(s153) ),
    introduced(definition,[new_symbols(definition,[spl0_2412])],[avatar_definition]) ).

fof(f15784,plain,
    ( node4(s153)
    | ~ spl0_2412 ),
    inference(avatar_component_clause,[],[f15783]) ).

fof(f15787,plain,
    ( ~ spl0_2412
    | ~ spl0_762
    | ~ spl0_763 ),
    inference(avatar_split_clause,[],[f15699,f4304,f4298,f15783]) ).

fof(f15788,plain,
    ( ! [X0] :
        ( trans(X0,s153)
        | always3(X0) )
    | ~ spl0_1947 ),
    inference(resolution,[],[f10442,f934]) ).

fof(f15789,plain,
    ( node4(s153)
    | ~ spl0_1947 ),
    inference(resolution,[],[f10442,f937]) ).

fof(f15792,plain,
    ( spl0_2412
    | ~ spl0_1947 ),
    inference(avatar_split_clause,[],[f15789,f10440,f15783]) ).

fof(f15794,definition,
    ( spl0_2413
  <=> node4(s152) ),
    introduced(definition,[new_symbols(definition,[spl0_2413])],[avatar_definition]) ).

fof(f15795,plain,
    ( node4(s152)
    | ~ spl0_2413 ),
    inference(avatar_component_clause,[],[f15794]) ).

fof(f15796,plain,
    ( ~ node4(s152)
    | spl0_2413 ),
    inference(avatar_component_clause,[],[f15794]) ).

fof(f15798,plain,
    ( ~ spl0_2413
    | ~ spl0_760
    | ~ spl0_761 ),
    inference(avatar_split_clause,[],[f15693,f4294,f4288,f15794]) ).

fof(f15799,plain,
    ( ! [X0] :
        ( trans(X0,s152)
        | always3(X0) )
    | ~ spl0_1949 ),
    inference(resolution,[],[f10451,f934]) ).

fof(f15800,plain,
    ( node4(s152)
    | ~ spl0_1949 ),
    inference(resolution,[],[f10451,f937]) ).

fof(f15801,plain,
    ( $false
    | ~ spl0_1949
    | spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f15800,f15796]) ).

fof(f15802,plain,
    ( ~ spl0_1949
    | spl0_2413 ),
    inference(avatar_contradiction_clause,[],[f15801]) ).

fof(f15809,definition,
    ( spl0_2414
  <=> node4(s158) ),
    introduced(definition,[new_symbols(definition,[spl0_2414])],[avatar_definition]) ).

fof(f15810,plain,
    ( node4(s158)
    | ~ spl0_2414 ),
    inference(avatar_component_clause,[],[f15809]) ).

fof(f15815,plain,
    ( spl0_2413
    | ~ spl0_1948 ),
    inference(avatar_split_clause,[],[f12405,f10445,f15794]) ).

fof(f15828,plain,
    ( ~ xuntil6(s159)
    | ~ node4(s159)
    | ~ spl0_774 ),
    inference(resolution,[],[f4360,f938]) ).

fof(f15829,plain,
    ( ~ node4(s159)
    | ~ spl0_774
    | ~ spl0_775 ),
    inference(forward_subsumption_resolution,[],[f15828,f4366]) ).

fof(f15832,plain,
    ( ~ xuntil6(s159)
    | ~ spl0_774
    | ~ spl0_1934 ),
    inference(forward_subsumption_resolution,[],[f15828,f12391]) ).

fof(f15833,plain,
    ( ~ spl0_775
    | ~ spl0_774
    | ~ spl0_1934 ),
    inference(avatar_split_clause,[],[f15832,f10382,f4358,f4364]) ).

fof(f15834,plain,
    ( ~ xuntil6(s160)
    | ~ node4(s160)
    | ~ spl0_776 ),
    inference(resolution,[],[f4370,f938]) ).

fof(f15835,plain,
    ( ~ node4(s160)
    | ~ spl0_776
    | ~ spl0_777 ),
    inference(forward_subsumption_resolution,[],[f15834,f4376]) ).

fof(f15838,plain,
    ( ~ xuntil6(s160)
    | ~ spl0_776
    | ~ spl0_1932 ),
    inference(forward_subsumption_resolution,[],[f15834,f12389]) ).

fof(f15839,plain,
    ( ~ spl0_777
    | ~ spl0_776
    | ~ spl0_1932 ),
    inference(avatar_split_clause,[],[f15838,f10373,f4368,f4374]) ).

fof(f15840,plain,
    ( ~ xuntil6(s161)
    | ~ node4(s161)
    | ~ spl0_778 ),
    inference(resolution,[],[f4380,f938]) ).

fof(f15841,plain,
    ( ~ node4(s161)
    | ~ spl0_778
    | ~ spl0_779 ),
    inference(forward_subsumption_resolution,[],[f15840,f4386]) ).

fof(f15844,plain,
    ( ~ xuntil6(s161)
    | ~ spl0_778
    | ~ spl0_1930 ),
    inference(forward_subsumption_resolution,[],[f15840,f12387]) ).

fof(f15845,plain,
    ( ~ spl0_779
    | ~ spl0_778
    | ~ spl0_1930 ),
    inference(avatar_split_clause,[],[f15844,f10364,f4378,f4384]) ).

fof(f15846,plain,
    ( ~ xuntil6(s162)
    | ~ node4(s162)
    | ~ spl0_780 ),
    inference(resolution,[],[f4390,f938]) ).

fof(f15847,plain,
    ( ~ node4(s162)
    | ~ spl0_780
    | ~ spl0_781 ),
    inference(forward_subsumption_resolution,[],[f15846,f4396]) ).

fof(f15850,plain,
    ( ~ xuntil6(s162)
    | ~ spl0_780
    | ~ spl0_1928 ),
    inference(forward_subsumption_resolution,[],[f15846,f12385]) ).

fof(f15851,plain,
    ( ~ spl0_781
    | ~ spl0_780
    | ~ spl0_1928 ),
    inference(avatar_split_clause,[],[f15850,f10355,f4388,f4394]) ).

fof(f15852,plain,
    ( ~ xuntil6(s163)
    | ~ node4(s163)
    | ~ spl0_782 ),
    inference(resolution,[],[f4400,f938]) ).

fof(f15853,plain,
    ( ~ node4(s163)
    | ~ spl0_782
    | ~ spl0_783 ),
    inference(forward_subsumption_resolution,[],[f15852,f4406]) ).

fof(f15854,plain,
    ( $false
    | ~ spl0_782
    | ~ spl0_783
    | ~ spl0_1926 ),
    inference(forward_subsumption_resolution,[],[f15853,f12383]) ).

fof(f15855,plain,
    ( ~ spl0_782
    | ~ spl0_783
    | ~ spl0_1926 ),
    inference(avatar_contradiction_clause,[],[f15854]) ).

fof(f15856,plain,
    ( ! [X0] :
        ( trans(X0,s163)
        | always3(X0) )
    | ~ spl0_1927 ),
    inference(resolution,[],[f10352,f934]) ).

fof(f15857,plain,
    ( node4(s163)
    | ~ spl0_1927 ),
    inference(resolution,[],[f10352,f937]) ).

fof(f15858,plain,
    ( $false
    | ~ spl0_782
    | ~ spl0_783
    | ~ spl0_1927 ),
    inference(forward_subsumption_resolution,[],[f15857,f15853]) ).

fof(f15859,plain,
    ( ~ spl0_782
    | ~ spl0_783
    | ~ spl0_1927 ),
    inference(avatar_contradiction_clause,[],[f15858]) ).

fof(f15861,definition,
    ( spl0_2415
  <=> node4(s162) ),
    introduced(definition,[new_symbols(definition,[spl0_2415])],[avatar_definition]) ).

fof(f15862,plain,
    ( node4(s162)
    | ~ spl0_2415 ),
    inference(avatar_component_clause,[],[f15861]) ).

fof(f15865,plain,
    ( ~ spl0_2415
    | ~ spl0_780
    | ~ spl0_781 ),
    inference(avatar_split_clause,[],[f15847,f4394,f4388,f15861]) ).

fof(f15868,plain,
    ( ! [X0] :
        ( trans(X0,s162)
        | always3(X0) )
    | ~ spl0_1929 ),
    inference(resolution,[],[f10361,f934]) ).

fof(f15869,plain,
    ( node4(s162)
    | ~ spl0_1929 ),
    inference(resolution,[],[f10361,f937]) ).

fof(f15872,plain,
    ( spl0_2415
    | ~ spl0_1929 ),
    inference(avatar_split_clause,[],[f15869,f10359,f15861]) ).

fof(f15874,definition,
    ( spl0_2416
  <=> node4(s161) ),
    introduced(definition,[new_symbols(definition,[spl0_2416])],[avatar_definition]) ).

fof(f15875,plain,
    ( node4(s161)
    | ~ spl0_2416 ),
    inference(avatar_component_clause,[],[f15874]) ).

fof(f15878,plain,
    ( ~ spl0_2416
    | ~ spl0_778
    | ~ spl0_779 ),
    inference(avatar_split_clause,[],[f15841,f4384,f4378,f15874]) ).

fof(f15879,plain,
    ( ! [X0] :
        ( trans(X0,s161)
        | always3(X0) )
    | ~ spl0_1931 ),
    inference(resolution,[],[f10370,f934]) ).

fof(f15880,plain,
    ( node4(s161)
    | ~ spl0_1931 ),
    inference(resolution,[],[f10370,f937]) ).

fof(f15883,plain,
    ( spl0_2416
    | ~ spl0_1931 ),
    inference(avatar_split_clause,[],[f15880,f10368,f15874]) ).

fof(f15885,definition,
    ( spl0_2417
  <=> node4(s160) ),
    introduced(definition,[new_symbols(definition,[spl0_2417])],[avatar_definition]) ).

fof(f15886,plain,
    ( node4(s160)
    | ~ spl0_2417 ),
    inference(avatar_component_clause,[],[f15885]) ).

fof(f15889,plain,
    ( ~ spl0_2417
    | ~ spl0_776
    | ~ spl0_777 ),
    inference(avatar_split_clause,[],[f15835,f4374,f4368,f15885]) ).

fof(f15890,plain,
    ( ! [X0] :
        ( trans(X0,s160)
        | always3(X0) )
    | ~ spl0_1933 ),
    inference(resolution,[],[f10379,f934]) ).

fof(f15891,plain,
    ( node4(s160)
    | ~ spl0_1933 ),
    inference(resolution,[],[f10379,f937]) ).

fof(f15894,plain,
    ( spl0_2417
    | ~ spl0_1933 ),
    inference(avatar_split_clause,[],[f15891,f10377,f15885]) ).

fof(f15896,definition,
    ( spl0_2418
  <=> node4(s159) ),
    introduced(definition,[new_symbols(definition,[spl0_2418])],[avatar_definition]) ).

fof(f15897,plain,
    ( node4(s159)
    | ~ spl0_2418 ),
    inference(avatar_component_clause,[],[f15896]) ).

fof(f15898,plain,
    ( ~ node4(s159)
    | spl0_2418 ),
    inference(avatar_component_clause,[],[f15896]) ).

fof(f15900,plain,
    ( ~ spl0_2418
    | ~ spl0_774
    | ~ spl0_775 ),
    inference(avatar_split_clause,[],[f15829,f4364,f4358,f15896]) ).

fof(f15901,plain,
    ( ! [X0] :
        ( trans(X0,s159)
        | always3(X0) )
    | ~ spl0_1935 ),
    inference(resolution,[],[f10388,f934]) ).

fof(f15902,plain,
    ( node4(s159)
    | ~ spl0_1935 ),
    inference(resolution,[],[f10388,f937]) ).

fof(f15903,plain,
    ( $false
    | ~ spl0_1935
    | spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f15902,f15898]) ).

fof(f15904,plain,
    ( ~ spl0_1935
    | spl0_2418 ),
    inference(avatar_contradiction_clause,[],[f15903]) ).

fof(f15909,definition,
    ( spl0_2419
  <=> node4(s163) ),
    introduced(definition,[new_symbols(definition,[spl0_2419])],[avatar_definition]) ).

fof(f15910,plain,
    ( node4(s163)
    | ~ spl0_2419 ),
    inference(avatar_component_clause,[],[f15909]) ).

fof(f15915,plain,
    ( spl0_2418
    | ~ spl0_1934 ),
    inference(avatar_split_clause,[],[f12391,f10382,f15896]) ).

fof(f15924,plain,
    ( ~ xuntil6(s164)
    | ~ node4(s164)
    | ~ spl0_784 ),
    inference(resolution,[],[f4410,f938]) ).

fof(f15925,plain,
    ( ~ node4(s164)
    | ~ spl0_784
    | ~ spl0_785 ),
    inference(forward_subsumption_resolution,[],[f15924,f4416]) ).

fof(f15928,plain,
    ( ~ xuntil6(s164)
    | ~ spl0_784
    | ~ spl0_1924 ),
    inference(forward_subsumption_resolution,[],[f15924,f12381]) ).

fof(f15929,plain,
    ( ~ spl0_785
    | ~ spl0_784
    | ~ spl0_1924 ),
    inference(avatar_split_clause,[],[f15928,f10337,f4408,f4414]) ).

fof(f15930,plain,
    ( ~ xuntil6(s165)
    | ~ node4(s165)
    | ~ spl0_786 ),
    inference(resolution,[],[f4420,f938]) ).

fof(f15931,plain,
    ( ~ node4(s165)
    | ~ spl0_786
    | ~ spl0_787 ),
    inference(forward_subsumption_resolution,[],[f15930,f4426]) ).

fof(f15934,plain,
    ( ~ xuntil6(s165)
    | ~ spl0_786
    | ~ spl0_1922 ),
    inference(forward_subsumption_resolution,[],[f15930,f12379]) ).

fof(f15935,plain,
    ( ~ spl0_787
    | ~ spl0_786
    | ~ spl0_1922 ),
    inference(avatar_split_clause,[],[f15934,f10328,f4418,f4424]) ).

fof(f15936,plain,
    ( ~ xuntil6(s166)
    | ~ node4(s166)
    | ~ spl0_788 ),
    inference(resolution,[],[f4430,f938]) ).

fof(f15937,plain,
    ( ~ node4(s166)
    | ~ spl0_788
    | ~ spl0_789 ),
    inference(forward_subsumption_resolution,[],[f15936,f4436]) ).

fof(f15940,plain,
    ( ~ xuntil6(s166)
    | ~ spl0_788
    | ~ spl0_1920 ),
    inference(forward_subsumption_resolution,[],[f15936,f12377]) ).

fof(f15941,plain,
    ( ~ spl0_789
    | ~ spl0_788
    | ~ spl0_1920 ),
    inference(avatar_split_clause,[],[f15940,f10319,f4428,f4434]) ).

fof(f15942,plain,
    ( ~ xuntil6(s167)
    | ~ node4(s167)
    | ~ spl0_790 ),
    inference(resolution,[],[f4440,f938]) ).

fof(f15943,plain,
    ( ~ node4(s167)
    | ~ spl0_790
    | ~ spl0_791 ),
    inference(forward_subsumption_resolution,[],[f15942,f4446]) ).

fof(f15946,plain,
    ( ~ xuntil6(s167)
    | ~ spl0_790
    | ~ spl0_1918 ),
    inference(forward_subsumption_resolution,[],[f15942,f12375]) ).

fof(f15947,plain,
    ( ~ spl0_791
    | ~ spl0_790
    | ~ spl0_1918 ),
    inference(avatar_split_clause,[],[f15946,f10310,f4438,f4444]) ).

fof(f15948,plain,
    ( ~ xuntil6(s168)
    | ~ node4(s168)
    | ~ spl0_792 ),
    inference(resolution,[],[f4450,f938]) ).

fof(f15949,plain,
    ( ~ node4(s168)
    | ~ spl0_792
    | ~ spl0_793 ),
    inference(forward_subsumption_resolution,[],[f15948,f4456]) ).

fof(f15952,plain,
    ( ~ xuntil6(s168)
    | ~ spl0_792
    | ~ spl0_1916 ),
    inference(forward_subsumption_resolution,[],[f15948,f12373]) ).

fof(f15953,plain,
    ( ~ spl0_793
    | ~ spl0_792
    | ~ spl0_1916 ),
    inference(avatar_split_clause,[],[f15952,f10301,f4448,f4454]) ).

fof(f15954,plain,
    ( ~ xuntil6(s169)
    | ~ node4(s169)
    | ~ spl0_794 ),
    inference(resolution,[],[f4460,f938]) ).

fof(f15955,plain,
    ( ~ node4(s169)
    | ~ spl0_794
    | ~ spl0_795 ),
    inference(forward_subsumption_resolution,[],[f15954,f4466]) ).

fof(f15958,plain,
    ( ~ xuntil6(s169)
    | ~ spl0_794
    | ~ spl0_1914 ),
    inference(forward_subsumption_resolution,[],[f15954,f12371]) ).

fof(f15959,plain,
    ( ~ spl0_795
    | ~ spl0_794
    | ~ spl0_1914 ),
    inference(avatar_split_clause,[],[f15958,f10292,f4458,f4464]) ).

fof(f15960,plain,
    ( ~ xuntil6(s170)
    | ~ node4(s170)
    | ~ spl0_796 ),
    inference(resolution,[],[f4470,f938]) ).

fof(f15961,plain,
    ( ~ node4(s170)
    | ~ spl0_796
    | ~ spl0_797 ),
    inference(forward_subsumption_resolution,[],[f15960,f4476]) ).

fof(f15964,plain,
    ( ~ xuntil6(s170)
    | ~ spl0_796
    | ~ spl0_1912 ),
    inference(forward_subsumption_resolution,[],[f15960,f12369]) ).

fof(f15965,plain,
    ( ~ spl0_797
    | ~ spl0_796
    | ~ spl0_1912 ),
    inference(avatar_split_clause,[],[f15964,f10283,f4468,f4474]) ).

fof(f15966,plain,
    ( ~ xuntil6(s171)
    | ~ node4(s171)
    | ~ spl0_798 ),
    inference(resolution,[],[f4480,f938]) ).

fof(f15967,plain,
    ( ~ node4(s171)
    | ~ spl0_798
    | ~ spl0_799 ),
    inference(forward_subsumption_resolution,[],[f15966,f4486]) ).

fof(f15970,plain,
    ( ~ xuntil6(s171)
    | ~ spl0_798
    | ~ spl0_1910 ),
    inference(forward_subsumption_resolution,[],[f15966,f12367]) ).

fof(f15971,plain,
    ( ~ spl0_799
    | ~ spl0_798
    | ~ spl0_1910 ),
    inference(avatar_split_clause,[],[f15970,f10274,f4478,f4484]) ).

fof(f15972,plain,
    ( ~ xuntil6(s172)
    | ~ node4(s172)
    | ~ spl0_800 ),
    inference(resolution,[],[f4490,f938]) ).

fof(f15973,plain,
    ( ~ node4(s172)
    | ~ spl0_800
    | ~ spl0_801 ),
    inference(forward_subsumption_resolution,[],[f15972,f4496]) ).

fof(f15976,plain,
    ( ~ xuntil6(s172)
    | ~ spl0_800
    | ~ spl0_1908 ),
    inference(forward_subsumption_resolution,[],[f15972,f12365]) ).

fof(f15977,plain,
    ( ~ spl0_801
    | ~ spl0_800
    | ~ spl0_1908 ),
    inference(avatar_split_clause,[],[f15976,f10265,f4488,f4494]) ).

fof(f15978,plain,
    ( ~ xuntil6(s173)
    | ~ node4(s173)
    | ~ spl0_802 ),
    inference(resolution,[],[f4500,f938]) ).

fof(f15979,plain,
    ( ~ node4(s173)
    | ~ spl0_802
    | ~ spl0_803 ),
    inference(forward_subsumption_resolution,[],[f15978,f4506]) ).

fof(f15982,plain,
    ( ~ xuntil6(s173)
    | ~ spl0_802
    | ~ spl0_1906 ),
    inference(forward_subsumption_resolution,[],[f15978,f12363]) ).

fof(f15983,plain,
    ( ~ spl0_803
    | ~ spl0_802
    | ~ spl0_1906 ),
    inference(avatar_split_clause,[],[f15982,f10256,f4498,f4504]) ).

fof(f15984,plain,
    ( ~ xuntil6(s174)
    | ~ node4(s174)
    | ~ spl0_804 ),
    inference(resolution,[],[f4510,f938]) ).

fof(f15985,plain,
    ( ~ node4(s174)
    | ~ spl0_804
    | ~ spl0_805 ),
    inference(forward_subsumption_resolution,[],[f15984,f4516]) ).

fof(f15986,plain,
    ( $false
    | ~ spl0_804
    | ~ spl0_805
    | ~ spl0_1904 ),
    inference(forward_subsumption_resolution,[],[f15985,f12361]) ).

fof(f15987,plain,
    ( ~ spl0_804
    | ~ spl0_805
    | ~ spl0_1904 ),
    inference(avatar_contradiction_clause,[],[f15986]) ).

fof(f15988,plain,
    ( ! [X0] :
        ( trans(X0,s174)
        | always3(X0) )
    | ~ spl0_1905 ),
    inference(resolution,[],[f10253,f934]) ).

fof(f15989,plain,
    ( node4(s174)
    | ~ spl0_1905 ),
    inference(resolution,[],[f10253,f937]) ).

fof(f15990,plain,
    ( $false
    | ~ spl0_804
    | ~ spl0_805
    | ~ spl0_1905 ),
    inference(forward_subsumption_resolution,[],[f15989,f15985]) ).

fof(f15991,plain,
    ( ~ spl0_804
    | ~ spl0_805
    | ~ spl0_1905 ),
    inference(avatar_contradiction_clause,[],[f15990]) ).

fof(f15993,definition,
    ( spl0_2420
  <=> node4(s173) ),
    introduced(definition,[new_symbols(definition,[spl0_2420])],[avatar_definition]) ).

fof(f15994,plain,
    ( node4(s173)
    | ~ spl0_2420 ),
    inference(avatar_component_clause,[],[f15993]) ).

fof(f15997,plain,
    ( ~ spl0_2420
    | ~ spl0_802
    | ~ spl0_803 ),
    inference(avatar_split_clause,[],[f15979,f4504,f4498,f15993]) ).

fof(f16000,plain,
    ( ! [X0] :
        ( trans(X0,s173)
        | always3(X0) )
    | ~ spl0_1907 ),
    inference(resolution,[],[f10262,f934]) ).

fof(f16001,plain,
    ( node4(s173)
    | ~ spl0_1907 ),
    inference(resolution,[],[f10262,f937]) ).

fof(f16004,plain,
    ( spl0_2420
    | ~ spl0_1907 ),
    inference(avatar_split_clause,[],[f16001,f10260,f15993]) ).

fof(f16006,definition,
    ( spl0_2421
  <=> node4(s172) ),
    introduced(definition,[new_symbols(definition,[spl0_2421])],[avatar_definition]) ).

fof(f16007,plain,
    ( node4(s172)
    | ~ spl0_2421 ),
    inference(avatar_component_clause,[],[f16006]) ).

fof(f16010,plain,
    ( ~ spl0_2421
    | ~ spl0_800
    | ~ spl0_801 ),
    inference(avatar_split_clause,[],[f15973,f4494,f4488,f16006]) ).

fof(f16011,plain,
    ( ! [X0] :
        ( trans(X0,s172)
        | always3(X0) )
    | ~ spl0_1909 ),
    inference(resolution,[],[f10271,f934]) ).

fof(f16012,plain,
    ( node4(s172)
    | ~ spl0_1909 ),
    inference(resolution,[],[f10271,f937]) ).

fof(f16015,plain,
    ( spl0_2421
    | ~ spl0_1909 ),
    inference(avatar_split_clause,[],[f16012,f10269,f16006]) ).

fof(f16017,definition,
    ( spl0_2422
  <=> node4(s171) ),
    introduced(definition,[new_symbols(definition,[spl0_2422])],[avatar_definition]) ).

fof(f16018,plain,
    ( node4(s171)
    | ~ spl0_2422 ),
    inference(avatar_component_clause,[],[f16017]) ).

fof(f16021,plain,
    ( ~ spl0_2422
    | ~ spl0_798
    | ~ spl0_799 ),
    inference(avatar_split_clause,[],[f15967,f4484,f4478,f16017]) ).

fof(f16022,plain,
    ( ! [X0] :
        ( trans(X0,s171)
        | always3(X0) )
    | ~ spl0_1911 ),
    inference(resolution,[],[f10280,f934]) ).

fof(f16023,plain,
    ( node4(s171)
    | ~ spl0_1911 ),
    inference(resolution,[],[f10280,f937]) ).

fof(f16026,plain,
    ( spl0_2422
    | ~ spl0_1911 ),
    inference(avatar_split_clause,[],[f16023,f10278,f16017]) ).

fof(f16028,definition,
    ( spl0_2423
  <=> node4(s170) ),
    introduced(definition,[new_symbols(definition,[spl0_2423])],[avatar_definition]) ).

fof(f16029,plain,
    ( node4(s170)
    | ~ spl0_2423 ),
    inference(avatar_component_clause,[],[f16028]) ).

fof(f16032,plain,
    ( ~ spl0_2423
    | ~ spl0_796
    | ~ spl0_797 ),
    inference(avatar_split_clause,[],[f15961,f4474,f4468,f16028]) ).

fof(f16033,plain,
    ( ! [X0] :
        ( trans(X0,s170)
        | always3(X0) )
    | ~ spl0_1913 ),
    inference(resolution,[],[f10289,f934]) ).

fof(f16034,plain,
    ( node4(s170)
    | ~ spl0_1913 ),
    inference(resolution,[],[f10289,f937]) ).

fof(f16037,plain,
    ( spl0_2423
    | ~ spl0_1913 ),
    inference(avatar_split_clause,[],[f16034,f10287,f16028]) ).

fof(f16039,definition,
    ( spl0_2424
  <=> node4(s169) ),
    introduced(definition,[new_symbols(definition,[spl0_2424])],[avatar_definition]) ).

fof(f16040,plain,
    ( node4(s169)
    | ~ spl0_2424 ),
    inference(avatar_component_clause,[],[f16039]) ).

fof(f16043,plain,
    ( ~ spl0_2424
    | ~ spl0_794
    | ~ spl0_795 ),
    inference(avatar_split_clause,[],[f15955,f4464,f4458,f16039]) ).

fof(f16044,plain,
    ( ! [X0] :
        ( trans(X0,s169)
        | always3(X0) )
    | ~ spl0_1915 ),
    inference(resolution,[],[f10298,f934]) ).

fof(f16045,plain,
    ( node4(s169)
    | ~ spl0_1915 ),
    inference(resolution,[],[f10298,f937]) ).

fof(f16048,plain,
    ( spl0_2424
    | ~ spl0_1915 ),
    inference(avatar_split_clause,[],[f16045,f10296,f16039]) ).

fof(f16050,definition,
    ( spl0_2425
  <=> node4(s168) ),
    introduced(definition,[new_symbols(definition,[spl0_2425])],[avatar_definition]) ).

fof(f16051,plain,
    ( node4(s168)
    | ~ spl0_2425 ),
    inference(avatar_component_clause,[],[f16050]) ).

fof(f16054,plain,
    ( ~ spl0_2425
    | ~ spl0_792
    | ~ spl0_793 ),
    inference(avatar_split_clause,[],[f15949,f4454,f4448,f16050]) ).

fof(f16055,plain,
    ( ! [X0] :
        ( trans(X0,s168)
        | always3(X0) )
    | ~ spl0_1917 ),
    inference(resolution,[],[f10307,f934]) ).

fof(f16056,plain,
    ( node4(s168)
    | ~ spl0_1917 ),
    inference(resolution,[],[f10307,f937]) ).

fof(f16059,plain,
    ( spl0_2425
    | ~ spl0_1917 ),
    inference(avatar_split_clause,[],[f16056,f10305,f16050]) ).

fof(f16061,definition,
    ( spl0_2426
  <=> node4(s167) ),
    introduced(definition,[new_symbols(definition,[spl0_2426])],[avatar_definition]) ).

fof(f16062,plain,
    ( node4(s167)
    | ~ spl0_2426 ),
    inference(avatar_component_clause,[],[f16061]) ).

fof(f16065,plain,
    ( ~ spl0_2426
    | ~ spl0_790
    | ~ spl0_791 ),
    inference(avatar_split_clause,[],[f15943,f4444,f4438,f16061]) ).

fof(f16066,plain,
    ( ! [X0] :
        ( trans(X0,s167)
        | always3(X0) )
    | ~ spl0_1919 ),
    inference(resolution,[],[f10316,f934]) ).

fof(f16067,plain,
    ( node4(s167)
    | ~ spl0_1919 ),
    inference(resolution,[],[f10316,f937]) ).

fof(f16070,plain,
    ( spl0_2426
    | ~ spl0_1919 ),
    inference(avatar_split_clause,[],[f16067,f10314,f16061]) ).

fof(f16072,definition,
    ( spl0_2427
  <=> node4(s166) ),
    introduced(definition,[new_symbols(definition,[spl0_2427])],[avatar_definition]) ).

fof(f16073,plain,
    ( node4(s166)
    | ~ spl0_2427 ),
    inference(avatar_component_clause,[],[f16072]) ).

fof(f16076,plain,
    ( ~ spl0_2427
    | ~ spl0_788
    | ~ spl0_789 ),
    inference(avatar_split_clause,[],[f15937,f4434,f4428,f16072]) ).

fof(f16077,plain,
    ( ! [X0] :
        ( trans(X0,s166)
        | always3(X0) )
    | ~ spl0_1921 ),
    inference(resolution,[],[f10325,f934]) ).

fof(f16078,plain,
    ( node4(s166)
    | ~ spl0_1921 ),
    inference(resolution,[],[f10325,f937]) ).

fof(f16081,plain,
    ( spl0_2427
    | ~ spl0_1921 ),
    inference(avatar_split_clause,[],[f16078,f10323,f16072]) ).

fof(f16083,definition,
    ( spl0_2428
  <=> node4(s165) ),
    introduced(definition,[new_symbols(definition,[spl0_2428])],[avatar_definition]) ).

fof(f16084,plain,
    ( node4(s165)
    | ~ spl0_2428 ),
    inference(avatar_component_clause,[],[f16083]) ).

fof(f16087,plain,
    ( ~ spl0_2428
    | ~ spl0_786
    | ~ spl0_787 ),
    inference(avatar_split_clause,[],[f15931,f4424,f4418,f16083]) ).

fof(f16088,plain,
    ( ! [X0] :
        ( trans(X0,s165)
        | always3(X0) )
    | ~ spl0_1923 ),
    inference(resolution,[],[f10334,f934]) ).

fof(f16089,plain,
    ( node4(s165)
    | ~ spl0_1923 ),
    inference(resolution,[],[f10334,f937]) ).

fof(f16092,plain,
    ( spl0_2428
    | ~ spl0_1923 ),
    inference(avatar_split_clause,[],[f16089,f10332,f16083]) ).

fof(f16094,definition,
    ( spl0_2429
  <=> node4(s164) ),
    introduced(definition,[new_symbols(definition,[spl0_2429])],[avatar_definition]) ).

fof(f16095,plain,
    ( node4(s164)
    | ~ spl0_2429 ),
    inference(avatar_component_clause,[],[f16094]) ).

fof(f16096,plain,
    ( ~ node4(s164)
    | spl0_2429 ),
    inference(avatar_component_clause,[],[f16094]) ).

fof(f16098,plain,
    ( ~ spl0_2429
    | ~ spl0_784
    | ~ spl0_785 ),
    inference(avatar_split_clause,[],[f15925,f4414,f4408,f16094]) ).

fof(f16099,plain,
    ( ! [X0] :
        ( trans(X0,s164)
        | always3(X0) )
    | ~ spl0_1925 ),
    inference(resolution,[],[f10343,f934]) ).

fof(f16100,plain,
    ( node4(s164)
    | ~ spl0_1925 ),
    inference(resolution,[],[f10343,f937]) ).

fof(f16101,plain,
    ( $false
    | ~ spl0_1925
    | spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f16100,f16096]) ).

fof(f16102,plain,
    ( ~ spl0_1925
    | spl0_2429 ),
    inference(avatar_contradiction_clause,[],[f16101]) ).

fof(f16113,definition,
    ( spl0_2430
  <=> node4(s174) ),
    introduced(definition,[new_symbols(definition,[spl0_2430])],[avatar_definition]) ).

fof(f16114,plain,
    ( node4(s174)
    | ~ spl0_2430 ),
    inference(avatar_component_clause,[],[f16113]) ).

fof(f16119,plain,
    ( spl0_2429
    | ~ spl0_1924 ),
    inference(avatar_split_clause,[],[f12381,f10337,f16094]) ).

fof(f16140,plain,
    ( ~ xuntil6(s175)
    | ~ node4(s175)
    | ~ spl0_806 ),
    inference(resolution,[],[f4520,f938]) ).

fof(f16141,plain,
    ( ~ node4(s175)
    | ~ spl0_806
    | ~ spl0_807 ),
    inference(forward_subsumption_resolution,[],[f16140,f4526]) ).

fof(f16144,plain,
    ( ~ xuntil6(s175)
    | ~ spl0_806
    | ~ spl0_1902 ),
    inference(forward_subsumption_resolution,[],[f16140,f12359]) ).

fof(f16145,plain,
    ( ~ spl0_807
    | ~ spl0_806
    | ~ spl0_1902 ),
    inference(avatar_split_clause,[],[f16144,f10238,f4518,f4524]) ).

fof(f16146,plain,
    ( ~ xuntil6(s176)
    | ~ node4(s176)
    | ~ spl0_808 ),
    inference(resolution,[],[f4530,f938]) ).

fof(f16147,plain,
    ( ~ node4(s176)
    | ~ spl0_808
    | ~ spl0_809 ),
    inference(forward_subsumption_resolution,[],[f16146,f4536]) ).

fof(f16150,plain,
    ( ~ xuntil6(s176)
    | ~ spl0_808
    | ~ spl0_1900 ),
    inference(forward_subsumption_resolution,[],[f16146,f12357]) ).

fof(f16151,plain,
    ( ~ spl0_809
    | ~ spl0_808
    | ~ spl0_1900 ),
    inference(avatar_split_clause,[],[f16150,f10229,f4528,f4534]) ).

fof(f16152,plain,
    ( ~ xuntil6(s177)
    | ~ node4(s177)
    | ~ spl0_810 ),
    inference(resolution,[],[f4540,f938]) ).

fof(f16153,plain,
    ( ~ node4(s177)
    | ~ spl0_810
    | ~ spl0_811 ),
    inference(forward_subsumption_resolution,[],[f16152,f4546]) ).

fof(f16156,plain,
    ( ~ xuntil6(s177)
    | ~ spl0_810
    | ~ spl0_1898 ),
    inference(forward_subsumption_resolution,[],[f16152,f12355]) ).

fof(f16157,plain,
    ( ~ spl0_811
    | ~ spl0_810
    | ~ spl0_1898 ),
    inference(avatar_split_clause,[],[f16156,f10220,f4538,f4544]) ).

fof(f16158,plain,
    ( ~ xuntil6(s178)
    | ~ node4(s178)
    | ~ spl0_812 ),
    inference(resolution,[],[f4550,f938]) ).

fof(f16159,plain,
    ( ~ node4(s178)
    | ~ spl0_812
    | ~ spl0_813 ),
    inference(forward_subsumption_resolution,[],[f16158,f4556]) ).

fof(f16162,plain,
    ( ~ xuntil6(s178)
    | ~ spl0_812
    | ~ spl0_1896 ),
    inference(forward_subsumption_resolution,[],[f16158,f12353]) ).

fof(f16163,plain,
    ( ~ spl0_813
    | ~ spl0_812
    | ~ spl0_1896 ),
    inference(avatar_split_clause,[],[f16162,f10211,f4548,f4554]) ).

fof(f16164,plain,
    ( ~ xuntil6(s179)
    | ~ node4(s179)
    | ~ spl0_814 ),
    inference(resolution,[],[f4560,f938]) ).

fof(f16165,plain,
    ( ~ node4(s179)
    | ~ spl0_814
    | ~ spl0_815 ),
    inference(forward_subsumption_resolution,[],[f16164,f4566]) ).

fof(f16168,plain,
    ( ~ xuntil6(s179)
    | ~ spl0_814
    | ~ spl0_1894 ),
    inference(forward_subsumption_resolution,[],[f16164,f12351]) ).

fof(f16169,plain,
    ( ~ spl0_815
    | ~ spl0_814
    | ~ spl0_1894 ),
    inference(avatar_split_clause,[],[f16168,f10202,f4558,f4564]) ).

fof(f16170,plain,
    ( ~ xuntil6(s180)
    | ~ node4(s180)
    | ~ spl0_816 ),
    inference(resolution,[],[f4570,f938]) ).

fof(f16171,plain,
    ( ~ node4(s180)
    | ~ spl0_816
    | ~ spl0_817 ),
    inference(forward_subsumption_resolution,[],[f16170,f4576]) ).

fof(f16174,plain,
    ( ~ xuntil6(s180)
    | ~ spl0_816
    | ~ spl0_1892 ),
    inference(forward_subsumption_resolution,[],[f16170,f12349]) ).

fof(f16175,plain,
    ( ~ spl0_817
    | ~ spl0_816
    | ~ spl0_1892 ),
    inference(avatar_split_clause,[],[f16174,f10193,f4568,f4574]) ).

fof(f16176,plain,
    ( ~ xuntil6(s181)
    | ~ node4(s181)
    | ~ spl0_818 ),
    inference(resolution,[],[f4580,f938]) ).

fof(f16177,plain,
    ( ~ node4(s181)
    | ~ spl0_818
    | ~ spl0_819 ),
    inference(forward_subsumption_resolution,[],[f16176,f4586]) ).

fof(f16180,plain,
    ( ~ xuntil6(s181)
    | ~ spl0_818
    | ~ spl0_1890 ),
    inference(forward_subsumption_resolution,[],[f16176,f12347]) ).

fof(f16181,plain,
    ( ~ spl0_819
    | ~ spl0_818
    | ~ spl0_1890 ),
    inference(avatar_split_clause,[],[f16180,f10184,f4578,f4584]) ).

fof(f16182,plain,
    ( ~ xuntil6(s182)
    | ~ node4(s182)
    | ~ spl0_820 ),
    inference(resolution,[],[f4590,f938]) ).

fof(f16183,plain,
    ( ~ node4(s182)
    | ~ spl0_820
    | ~ spl0_821 ),
    inference(forward_subsumption_resolution,[],[f16182,f4596]) ).

fof(f16186,plain,
    ( ~ xuntil6(s182)
    | ~ spl0_820
    | ~ spl0_1888 ),
    inference(forward_subsumption_resolution,[],[f16182,f12345]) ).

fof(f16187,plain,
    ( ~ spl0_821
    | ~ spl0_820
    | ~ spl0_1888 ),
    inference(avatar_split_clause,[],[f16186,f10175,f4588,f4594]) ).

fof(f16188,plain,
    ( ~ xuntil6(s183)
    | ~ node4(s183)
    | ~ spl0_822 ),
    inference(resolution,[],[f4600,f938]) ).

fof(f16189,plain,
    ( ~ node4(s183)
    | ~ spl0_822
    | ~ spl0_823 ),
    inference(forward_subsumption_resolution,[],[f16188,f4606]) ).

fof(f16192,plain,
    ( ~ xuntil6(s183)
    | ~ spl0_822
    | ~ spl0_1886 ),
    inference(forward_subsumption_resolution,[],[f16188,f12343]) ).

fof(f16193,plain,
    ( ~ spl0_823
    | ~ spl0_822
    | ~ spl0_1886 ),
    inference(avatar_split_clause,[],[f16192,f10166,f4598,f4604]) ).

fof(f16194,plain,
    ( ~ xuntil6(s184)
    | ~ node4(s184)
    | ~ spl0_824 ),
    inference(resolution,[],[f4610,f938]) ).

fof(f16195,plain,
    ( ~ node4(s184)
    | ~ spl0_824
    | ~ spl0_825 ),
    inference(forward_subsumption_resolution,[],[f16194,f4616]) ).

fof(f16198,plain,
    ( ~ xuntil6(s184)
    | ~ spl0_824
    | ~ spl0_1884 ),
    inference(forward_subsumption_resolution,[],[f16194,f12341]) ).

fof(f16199,plain,
    ( ~ spl0_825
    | ~ spl0_824
    | ~ spl0_1884 ),
    inference(avatar_split_clause,[],[f16198,f10157,f4608,f4614]) ).

fof(f16200,plain,
    ( ~ xuntil6(s185)
    | ~ node4(s185)
    | ~ spl0_826 ),
    inference(resolution,[],[f4620,f938]) ).

fof(f16201,plain,
    ( ~ node4(s185)
    | ~ spl0_826
    | ~ spl0_827 ),
    inference(forward_subsumption_resolution,[],[f16200,f4626]) ).

fof(f16204,plain,
    ( ~ xuntil6(s185)
    | ~ spl0_826
    | ~ spl0_1882 ),
    inference(forward_subsumption_resolution,[],[f16200,f12339]) ).

fof(f16205,plain,
    ( ~ spl0_827
    | ~ spl0_826
    | ~ spl0_1882 ),
    inference(avatar_split_clause,[],[f16204,f10148,f4618,f4624]) ).

fof(f16206,plain,
    ( ~ xuntil6(s186)
    | ~ node4(s186)
    | ~ spl0_828 ),
    inference(resolution,[],[f4630,f938]) ).

fof(f16207,plain,
    ( ~ node4(s186)
    | ~ spl0_828
    | ~ spl0_829 ),
    inference(forward_subsumption_resolution,[],[f16206,f4636]) ).

fof(f16210,plain,
    ( ~ xuntil6(s186)
    | ~ spl0_828
    | ~ spl0_1880 ),
    inference(forward_subsumption_resolution,[],[f16206,f12337]) ).

fof(f16211,plain,
    ( ~ spl0_829
    | ~ spl0_828
    | ~ spl0_1880 ),
    inference(avatar_split_clause,[],[f16210,f10139,f4628,f4634]) ).

fof(f16212,plain,
    ( ~ xuntil6(s187)
    | ~ node4(s187)
    | ~ spl0_830 ),
    inference(resolution,[],[f4640,f938]) ).

fof(f16213,plain,
    ( ~ node4(s187)
    | ~ spl0_830
    | ~ spl0_831 ),
    inference(forward_subsumption_resolution,[],[f16212,f4646]) ).

fof(f16214,plain,
    ( $false
    | ~ spl0_830
    | ~ spl0_831
    | ~ spl0_1878 ),
    inference(forward_subsumption_resolution,[],[f16213,f12335]) ).

fof(f16215,plain,
    ( ~ spl0_830
    | ~ spl0_831
    | ~ spl0_1878 ),
    inference(avatar_contradiction_clause,[],[f16214]) ).

fof(f16216,plain,
    ( ! [X0] :
        ( trans(X0,s187)
        | always3(X0) )
    | ~ spl0_1879 ),
    inference(resolution,[],[f10136,f934]) ).

fof(f16217,plain,
    ( node4(s187)
    | ~ spl0_1879 ),
    inference(resolution,[],[f10136,f937]) ).

fof(f16218,plain,
    ( $false
    | ~ spl0_830
    | ~ spl0_831
    | ~ spl0_1879 ),
    inference(forward_subsumption_resolution,[],[f16217,f16213]) ).

fof(f16219,plain,
    ( ~ spl0_830
    | ~ spl0_831
    | ~ spl0_1879 ),
    inference(avatar_contradiction_clause,[],[f16218]) ).

fof(f16221,definition,
    ( spl0_2431
  <=> node4(s186) ),
    introduced(definition,[new_symbols(definition,[spl0_2431])],[avatar_definition]) ).

fof(f16222,plain,
    ( node4(s186)
    | ~ spl0_2431 ),
    inference(avatar_component_clause,[],[f16221]) ).

fof(f16225,plain,
    ( ~ spl0_2431
    | ~ spl0_828
    | ~ spl0_829 ),
    inference(avatar_split_clause,[],[f16207,f4634,f4628,f16221]) ).

fof(f16228,plain,
    ( ! [X0] :
        ( trans(X0,s186)
        | always3(X0) )
    | ~ spl0_1881 ),
    inference(resolution,[],[f10145,f934]) ).

fof(f16229,plain,
    ( node4(s186)
    | ~ spl0_1881 ),
    inference(resolution,[],[f10145,f937]) ).

fof(f16232,plain,
    ( spl0_2431
    | ~ spl0_1881 ),
    inference(avatar_split_clause,[],[f16229,f10143,f16221]) ).

fof(f16234,definition,
    ( spl0_2432
  <=> node4(s185) ),
    introduced(definition,[new_symbols(definition,[spl0_2432])],[avatar_definition]) ).

fof(f16235,plain,
    ( node4(s185)
    | ~ spl0_2432 ),
    inference(avatar_component_clause,[],[f16234]) ).

fof(f16238,plain,
    ( ~ spl0_2432
    | ~ spl0_826
    | ~ spl0_827 ),
    inference(avatar_split_clause,[],[f16201,f4624,f4618,f16234]) ).

fof(f16239,plain,
    ( ! [X0] :
        ( trans(X0,s185)
        | always3(X0) )
    | ~ spl0_1883 ),
    inference(resolution,[],[f10154,f934]) ).

fof(f16240,plain,
    ( node4(s185)
    | ~ spl0_1883 ),
    inference(resolution,[],[f10154,f937]) ).

fof(f16243,plain,
    ( spl0_2432
    | ~ spl0_1883 ),
    inference(avatar_split_clause,[],[f16240,f10152,f16234]) ).

fof(f16245,definition,
    ( spl0_2433
  <=> node4(s184) ),
    introduced(definition,[new_symbols(definition,[spl0_2433])],[avatar_definition]) ).

fof(f16246,plain,
    ( node4(s184)
    | ~ spl0_2433 ),
    inference(avatar_component_clause,[],[f16245]) ).

fof(f16249,plain,
    ( ~ spl0_2433
    | ~ spl0_824
    | ~ spl0_825 ),
    inference(avatar_split_clause,[],[f16195,f4614,f4608,f16245]) ).

fof(f16250,plain,
    ( ! [X0] :
        ( trans(X0,s184)
        | always3(X0) )
    | ~ spl0_1885 ),
    inference(resolution,[],[f10163,f934]) ).

fof(f16251,plain,
    ( node4(s184)
    | ~ spl0_1885 ),
    inference(resolution,[],[f10163,f937]) ).

fof(f16254,plain,
    ( spl0_2433
    | ~ spl0_1885 ),
    inference(avatar_split_clause,[],[f16251,f10161,f16245]) ).

fof(f16256,definition,
    ( spl0_2434
  <=> node4(s183) ),
    introduced(definition,[new_symbols(definition,[spl0_2434])],[avatar_definition]) ).

fof(f16257,plain,
    ( node4(s183)
    | ~ spl0_2434 ),
    inference(avatar_component_clause,[],[f16256]) ).

fof(f16260,plain,
    ( ~ spl0_2434
    | ~ spl0_822
    | ~ spl0_823 ),
    inference(avatar_split_clause,[],[f16189,f4604,f4598,f16256]) ).

fof(f16261,plain,
    ( ! [X0] :
        ( trans(X0,s183)
        | always3(X0) )
    | ~ spl0_1887 ),
    inference(resolution,[],[f10172,f934]) ).

fof(f16262,plain,
    ( node4(s183)
    | ~ spl0_1887 ),
    inference(resolution,[],[f10172,f937]) ).

fof(f16265,plain,
    ( spl0_2434
    | ~ spl0_1887 ),
    inference(avatar_split_clause,[],[f16262,f10170,f16256]) ).

fof(f16267,definition,
    ( spl0_2435
  <=> node4(s182) ),
    introduced(definition,[new_symbols(definition,[spl0_2435])],[avatar_definition]) ).

fof(f16268,plain,
    ( node4(s182)
    | ~ spl0_2435 ),
    inference(avatar_component_clause,[],[f16267]) ).

fof(f16271,plain,
    ( ~ spl0_2435
    | ~ spl0_820
    | ~ spl0_821 ),
    inference(avatar_split_clause,[],[f16183,f4594,f4588,f16267]) ).

fof(f16272,plain,
    ( ! [X0] :
        ( trans(X0,s182)
        | always3(X0) )
    | ~ spl0_1889 ),
    inference(resolution,[],[f10181,f934]) ).

fof(f16273,plain,
    ( node4(s182)
    | ~ spl0_1889 ),
    inference(resolution,[],[f10181,f937]) ).

fof(f16276,plain,
    ( spl0_2435
    | ~ spl0_1889 ),
    inference(avatar_split_clause,[],[f16273,f10179,f16267]) ).

fof(f16278,definition,
    ( spl0_2436
  <=> node4(s181) ),
    introduced(definition,[new_symbols(definition,[spl0_2436])],[avatar_definition]) ).

fof(f16279,plain,
    ( node4(s181)
    | ~ spl0_2436 ),
    inference(avatar_component_clause,[],[f16278]) ).

fof(f16282,plain,
    ( ~ spl0_2436
    | ~ spl0_818
    | ~ spl0_819 ),
    inference(avatar_split_clause,[],[f16177,f4584,f4578,f16278]) ).

fof(f16283,plain,
    ( ! [X0] :
        ( trans(X0,s181)
        | always3(X0) )
    | ~ spl0_1891 ),
    inference(resolution,[],[f10190,f934]) ).

fof(f16284,plain,
    ( node4(s181)
    | ~ spl0_1891 ),
    inference(resolution,[],[f10190,f937]) ).

fof(f16287,plain,
    ( spl0_2436
    | ~ spl0_1891 ),
    inference(avatar_split_clause,[],[f16284,f10188,f16278]) ).

fof(f16289,definition,
    ( spl0_2437
  <=> node4(s180) ),
    introduced(definition,[new_symbols(definition,[spl0_2437])],[avatar_definition]) ).

fof(f16290,plain,
    ( node4(s180)
    | ~ spl0_2437 ),
    inference(avatar_component_clause,[],[f16289]) ).

fof(f16293,plain,
    ( ~ spl0_2437
    | ~ spl0_816
    | ~ spl0_817 ),
    inference(avatar_split_clause,[],[f16171,f4574,f4568,f16289]) ).

fof(f16294,plain,
    ( ! [X0] :
        ( trans(X0,s180)
        | always3(X0) )
    | ~ spl0_1893 ),
    inference(resolution,[],[f10199,f934]) ).

fof(f16295,plain,
    ( node4(s180)
    | ~ spl0_1893 ),
    inference(resolution,[],[f10199,f937]) ).

fof(f16298,plain,
    ( spl0_2437
    | ~ spl0_1893 ),
    inference(avatar_split_clause,[],[f16295,f10197,f16289]) ).

fof(f16300,definition,
    ( spl0_2438
  <=> node4(s179) ),
    introduced(definition,[new_symbols(definition,[spl0_2438])],[avatar_definition]) ).

fof(f16301,plain,
    ( node4(s179)
    | ~ spl0_2438 ),
    inference(avatar_component_clause,[],[f16300]) ).

fof(f16304,plain,
    ( ~ spl0_2438
    | ~ spl0_814
    | ~ spl0_815 ),
    inference(avatar_split_clause,[],[f16165,f4564,f4558,f16300]) ).

fof(f16305,plain,
    ( ! [X0] :
        ( trans(X0,s179)
        | always3(X0) )
    | ~ spl0_1895 ),
    inference(resolution,[],[f10208,f934]) ).

fof(f16306,plain,
    ( node4(s179)
    | ~ spl0_1895 ),
    inference(resolution,[],[f10208,f937]) ).

fof(f16309,plain,
    ( spl0_2438
    | ~ spl0_1895 ),
    inference(avatar_split_clause,[],[f16306,f10206,f16300]) ).

fof(f16311,definition,
    ( spl0_2439
  <=> node4(s178) ),
    introduced(definition,[new_symbols(definition,[spl0_2439])],[avatar_definition]) ).

fof(f16312,plain,
    ( node4(s178)
    | ~ spl0_2439 ),
    inference(avatar_component_clause,[],[f16311]) ).

fof(f16315,plain,
    ( ~ spl0_2439
    | ~ spl0_812
    | ~ spl0_813 ),
    inference(avatar_split_clause,[],[f16159,f4554,f4548,f16311]) ).

fof(f16316,plain,
    ( ! [X0] :
        ( trans(X0,s178)
        | always3(X0) )
    | ~ spl0_1897 ),
    inference(resolution,[],[f10217,f934]) ).

fof(f16317,plain,
    ( node4(s178)
    | ~ spl0_1897 ),
    inference(resolution,[],[f10217,f937]) ).

fof(f16320,plain,
    ( spl0_2439
    | ~ spl0_1897 ),
    inference(avatar_split_clause,[],[f16317,f10215,f16311]) ).

fof(f16322,definition,
    ( spl0_2440
  <=> node4(s177) ),
    introduced(definition,[new_symbols(definition,[spl0_2440])],[avatar_definition]) ).

fof(f16323,plain,
    ( node4(s177)
    | ~ spl0_2440 ),
    inference(avatar_component_clause,[],[f16322]) ).

fof(f16326,plain,
    ( ~ spl0_2440
    | ~ spl0_810
    | ~ spl0_811 ),
    inference(avatar_split_clause,[],[f16153,f4544,f4538,f16322]) ).

fof(f16327,plain,
    ( ! [X0] :
        ( trans(X0,s177)
        | always3(X0) )
    | ~ spl0_1899 ),
    inference(resolution,[],[f10226,f934]) ).

fof(f16328,plain,
    ( node4(s177)
    | ~ spl0_1899 ),
    inference(resolution,[],[f10226,f937]) ).

fof(f16331,plain,
    ( spl0_2440
    | ~ spl0_1899 ),
    inference(avatar_split_clause,[],[f16328,f10224,f16322]) ).

fof(f16333,definition,
    ( spl0_2441
  <=> node4(s176) ),
    introduced(definition,[new_symbols(definition,[spl0_2441])],[avatar_definition]) ).

fof(f16334,plain,
    ( node4(s176)
    | ~ spl0_2441 ),
    inference(avatar_component_clause,[],[f16333]) ).

fof(f16337,plain,
    ( ~ spl0_2441
    | ~ spl0_808
    | ~ spl0_809 ),
    inference(avatar_split_clause,[],[f16147,f4534,f4528,f16333]) ).

fof(f16338,plain,
    ( ! [X0] :
        ( trans(X0,s176)
        | always3(X0) )
    | ~ spl0_1901 ),
    inference(resolution,[],[f10235,f934]) ).

fof(f16339,plain,
    ( node4(s176)
    | ~ spl0_1901 ),
    inference(resolution,[],[f10235,f937]) ).

fof(f16342,plain,
    ( spl0_2441
    | ~ spl0_1901 ),
    inference(avatar_split_clause,[],[f16339,f10233,f16333]) ).

fof(f16344,definition,
    ( spl0_2442
  <=> node4(s175) ),
    introduced(definition,[new_symbols(definition,[spl0_2442])],[avatar_definition]) ).

fof(f16345,plain,
    ( node4(s175)
    | ~ spl0_2442 ),
    inference(avatar_component_clause,[],[f16344]) ).

fof(f16346,plain,
    ( ~ node4(s175)
    | spl0_2442 ),
    inference(avatar_component_clause,[],[f16344]) ).

fof(f16348,plain,
    ( ~ spl0_2442
    | ~ spl0_806
    | ~ spl0_807 ),
    inference(avatar_split_clause,[],[f16141,f4524,f4518,f16344]) ).

fof(f16349,plain,
    ( ! [X0] :
        ( trans(X0,s175)
        | always3(X0) )
    | ~ spl0_1903 ),
    inference(resolution,[],[f10244,f934]) ).

fof(f16350,plain,
    ( node4(s175)
    | ~ spl0_1903 ),
    inference(resolution,[],[f10244,f937]) ).

fof(f16351,plain,
    ( $false
    | ~ spl0_1903
    | spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f16350,f16346]) ).

fof(f16352,plain,
    ( ~ spl0_1903
    | spl0_2442 ),
    inference(avatar_contradiction_clause,[],[f16351]) ).

fof(f16365,definition,
    ( spl0_2443
  <=> node4(s187) ),
    introduced(definition,[new_symbols(definition,[spl0_2443])],[avatar_definition]) ).

fof(f16366,plain,
    ( node4(s187)
    | ~ spl0_2443 ),
    inference(avatar_component_clause,[],[f16365]) ).

fof(f16371,plain,
    ( spl0_2442
    | ~ spl0_1902 ),
    inference(avatar_split_clause,[],[f12359,f10238,f16344]) ).

fof(f16396,plain,
    ( ~ xuntil6(s188)
    | ~ node4(s188)
    | ~ spl0_832 ),
    inference(resolution,[],[f4650,f938]) ).

fof(f16397,plain,
    ( ~ node4(s188)
    | ~ spl0_832
    | ~ spl0_833 ),
    inference(forward_subsumption_resolution,[],[f16396,f4656]) ).

fof(f16400,plain,
    ( ~ xuntil6(s188)
    | ~ spl0_832
    | ~ spl0_1876 ),
    inference(forward_subsumption_resolution,[],[f16396,f12333]) ).

fof(f16401,plain,
    ( ~ spl0_833
    | ~ spl0_832
    | ~ spl0_1876 ),
    inference(avatar_split_clause,[],[f16400,f10121,f4648,f4654]) ).

fof(f16402,plain,
    ( ~ xuntil6(s189)
    | ~ node4(s189)
    | ~ spl0_834 ),
    inference(resolution,[],[f4660,f938]) ).

fof(f16403,plain,
    ( ~ node4(s189)
    | ~ spl0_834
    | ~ spl0_835 ),
    inference(forward_subsumption_resolution,[],[f16402,f4666]) ).

fof(f16404,plain,
    ( $false
    | ~ spl0_834
    | ~ spl0_835
    | ~ spl0_1874 ),
    inference(forward_subsumption_resolution,[],[f16403,f12331]) ).

fof(f16405,plain,
    ( ~ spl0_834
    | ~ spl0_835
    | ~ spl0_1874 ),
    inference(avatar_contradiction_clause,[],[f16404]) ).

fof(f16406,plain,
    ( ! [X0] :
        ( trans(X0,s189)
        | always3(X0) )
    | ~ spl0_1875 ),
    inference(resolution,[],[f10118,f934]) ).

fof(f16407,plain,
    ( node4(s189)
    | ~ spl0_1875 ),
    inference(resolution,[],[f10118,f937]) ).

fof(f16408,plain,
    ( $false
    | ~ spl0_834
    | ~ spl0_835
    | ~ spl0_1875 ),
    inference(forward_subsumption_resolution,[],[f16407,f16403]) ).

fof(f16409,plain,
    ( ~ spl0_834
    | ~ spl0_835
    | ~ spl0_1875 ),
    inference(avatar_contradiction_clause,[],[f16408]) ).

fof(f16411,definition,
    ( spl0_2444
  <=> node4(s188) ),
    introduced(definition,[new_symbols(definition,[spl0_2444])],[avatar_definition]) ).

fof(f16412,plain,
    ( node4(s188)
    | ~ spl0_2444 ),
    inference(avatar_component_clause,[],[f16411]) ).

fof(f16413,plain,
    ( ~ node4(s188)
    | spl0_2444 ),
    inference(avatar_component_clause,[],[f16411]) ).

fof(f16415,plain,
    ( ~ spl0_2444
    | ~ spl0_832
    | ~ spl0_833 ),
    inference(avatar_split_clause,[],[f16397,f4654,f4648,f16411]) ).

fof(f16418,plain,
    ( ! [X0] :
        ( trans(X0,s188)
        | always3(X0) )
    | ~ spl0_1877 ),
    inference(resolution,[],[f10127,f934]) ).

fof(f16419,plain,
    ( node4(s188)
    | ~ spl0_1877 ),
    inference(resolution,[],[f10127,f937]) ).

fof(f16420,plain,
    ( $false
    | ~ spl0_1877
    | spl0_2444 ),
    inference(forward_subsumption_resolution,[],[f16419,f16413]) ).

fof(f16421,plain,
    ( ~ spl0_1877
    | spl0_2444 ),
    inference(avatar_contradiction_clause,[],[f16420]) ).

fof(f16423,definition,
    ( spl0_2445
  <=> node4(s189) ),
    introduced(definition,[new_symbols(definition,[spl0_2445])],[avatar_definition]) ).

fof(f16424,plain,
    ( node4(s189)
    | ~ spl0_2445 ),
    inference(avatar_component_clause,[],[f16423]) ).

fof(f16429,plain,
    ( spl0_2444
    | ~ spl0_1876 ),
    inference(avatar_split_clause,[],[f12333,f10121,f16411]) ).

fof(f16432,plain,
    ( ~ xuntil6(s190)
    | ~ node4(s190)
    | ~ spl0_836 ),
    inference(resolution,[],[f4670,f938]) ).

fof(f16433,plain,
    ( ~ node4(s190)
    | ~ spl0_836
    | ~ spl0_837 ),
    inference(forward_subsumption_resolution,[],[f16432,f4676]) ).

fof(f16434,plain,
    ( $false
    | ~ spl0_836
    | ~ spl0_837
    | ~ spl0_1872 ),
    inference(forward_subsumption_resolution,[],[f16433,f12329]) ).

fof(f16435,plain,
    ( ~ spl0_836
    | ~ spl0_837
    | ~ spl0_1872 ),
    inference(avatar_contradiction_clause,[],[f16434]) ).

fof(f16436,plain,
    ( ! [X0] :
        ( trans(X0,s190)
        | always3(X0) )
    | ~ spl0_1873 ),
    inference(resolution,[],[f10109,f934]) ).

fof(f16437,plain,
    ( node4(s190)
    | ~ spl0_1873 ),
    inference(resolution,[],[f10109,f937]) ).

fof(f16438,plain,
    ( $false
    | ~ spl0_836
    | ~ spl0_837
    | ~ spl0_1873 ),
    inference(forward_subsumption_resolution,[],[f16437,f16433]) ).

fof(f16439,plain,
    ( ~ spl0_836
    | ~ spl0_837
    | ~ spl0_1873 ),
    inference(avatar_contradiction_clause,[],[f16438]) ).

fof(f16441,definition,
    ( spl0_2446
  <=> node4(s190) ),
    introduced(definition,[new_symbols(definition,[spl0_2446])],[avatar_definition]) ).

fof(f16442,plain,
    ( node4(s190)
    | ~ spl0_2446 ),
    inference(avatar_component_clause,[],[f16441]) ).

fof(f16445,plain,
    ( spl0_2446
    | ~ spl0_1873 ),
    inference(avatar_split_clause,[],[f16437,f10107,f16441]) ).

fof(f16446,plain,
    ( ~ xuntil6(s191)
    | ~ node4(s191)
    | ~ spl0_838 ),
    inference(resolution,[],[f4680,f938]) ).

fof(f16447,plain,
    ( ~ node4(s191)
    | ~ spl0_838
    | ~ spl0_839 ),
    inference(forward_subsumption_resolution,[],[f16446,f4686]) ).

fof(f16450,plain,
    ( ~ xuntil6(s191)
    | ~ spl0_838
    | ~ spl0_1870 ),
    inference(forward_subsumption_resolution,[],[f16446,f12327]) ).

fof(f16451,plain,
    ( ~ spl0_839
    | ~ spl0_838
    | ~ spl0_1870 ),
    inference(avatar_split_clause,[],[f16450,f10094,f4678,f4684]) ).

fof(f16452,plain,
    ( ~ xuntil6(s192)
    | ~ node4(s192)
    | ~ spl0_840 ),
    inference(resolution,[],[f4690,f938]) ).

fof(f16453,plain,
    ( ~ node4(s192)
    | ~ spl0_840
    | ~ spl0_841 ),
    inference(forward_subsumption_resolution,[],[f16452,f4696]) ).

fof(f16456,plain,
    ( ~ xuntil6(s192)
    | ~ spl0_840
    | ~ spl0_1868 ),
    inference(forward_subsumption_resolution,[],[f16452,f12325]) ).

fof(f16457,plain,
    ( ~ spl0_841
    | ~ spl0_840
    | ~ spl0_1868 ),
    inference(avatar_split_clause,[],[f16456,f10085,f4688,f4694]) ).

fof(f16458,plain,
    ( ~ xuntil6(s193)
    | ~ node4(s193)
    | ~ spl0_842 ),
    inference(resolution,[],[f4700,f938]) ).

fof(f16459,plain,
    ( ~ node4(s193)
    | ~ spl0_842
    | ~ spl0_843 ),
    inference(forward_subsumption_resolution,[],[f16458,f4706]) ).

fof(f16462,plain,
    ( ~ xuntil6(s193)
    | ~ spl0_842
    | ~ spl0_1866 ),
    inference(forward_subsumption_resolution,[],[f16458,f12323]) ).

fof(f16463,plain,
    ( ~ spl0_843
    | ~ spl0_842
    | ~ spl0_1866 ),
    inference(avatar_split_clause,[],[f16462,f10076,f4698,f4704]) ).

fof(f16464,plain,
    ( ~ xuntil6(s194)
    | ~ node4(s194)
    | ~ spl0_844 ),
    inference(resolution,[],[f4710,f938]) ).

fof(f16465,plain,
    ( ~ node4(s194)
    | ~ spl0_844
    | ~ spl0_845 ),
    inference(forward_subsumption_resolution,[],[f16464,f4716]) ).

fof(f16468,plain,
    ( ~ xuntil6(s194)
    | ~ spl0_844
    | ~ spl0_1864 ),
    inference(forward_subsumption_resolution,[],[f16464,f12321]) ).

fof(f16469,plain,
    ( ~ spl0_845
    | ~ spl0_844
    | ~ spl0_1864 ),
    inference(avatar_split_clause,[],[f16468,f10067,f4708,f4714]) ).

fof(f16470,plain,
    ( ~ xuntil6(s195)
    | ~ node4(s195)
    | ~ spl0_846 ),
    inference(resolution,[],[f4720,f938]) ).

fof(f16471,plain,
    ( ~ node4(s195)
    | ~ spl0_846
    | ~ spl0_847 ),
    inference(forward_subsumption_resolution,[],[f16470,f4726]) ).

fof(f16474,plain,
    ( ~ xuntil6(s195)
    | ~ spl0_846
    | ~ spl0_1862 ),
    inference(forward_subsumption_resolution,[],[f16470,f12319]) ).

fof(f16475,plain,
    ( ~ spl0_847
    | ~ spl0_846
    | ~ spl0_1862 ),
    inference(avatar_split_clause,[],[f16474,f10058,f4718,f4724]) ).

fof(f16476,plain,
    ( ~ xuntil6(s196)
    | ~ node4(s196)
    | ~ spl0_848 ),
    inference(resolution,[],[f4730,f938]) ).

fof(f16477,plain,
    ( ~ node4(s196)
    | ~ spl0_848
    | ~ spl0_849 ),
    inference(forward_subsumption_resolution,[],[f16476,f4736]) ).

fof(f16478,plain,
    ( $false
    | ~ spl0_848
    | ~ spl0_849
    | ~ spl0_1860 ),
    inference(forward_subsumption_resolution,[],[f16477,f12317]) ).

fof(f16479,plain,
    ( ~ spl0_848
    | ~ spl0_849
    | ~ spl0_1860 ),
    inference(avatar_contradiction_clause,[],[f16478]) ).

fof(f16480,plain,
    ( ! [X0] :
        ( trans(X0,s196)
        | always3(X0) )
    | ~ spl0_1861 ),
    inference(resolution,[],[f10055,f934]) ).

fof(f16481,plain,
    ( node4(s196)
    | ~ spl0_1861 ),
    inference(resolution,[],[f10055,f937]) ).

fof(f16482,plain,
    ( $false
    | ~ spl0_848
    | ~ spl0_849
    | ~ spl0_1861 ),
    inference(forward_subsumption_resolution,[],[f16481,f16477]) ).

fof(f16483,plain,
    ( ~ spl0_848
    | ~ spl0_849
    | ~ spl0_1861 ),
    inference(avatar_contradiction_clause,[],[f16482]) ).

fof(f16485,definition,
    ( spl0_2447
  <=> node4(s195) ),
    introduced(definition,[new_symbols(definition,[spl0_2447])],[avatar_definition]) ).

fof(f16486,plain,
    ( node4(s195)
    | ~ spl0_2447 ),
    inference(avatar_component_clause,[],[f16485]) ).

fof(f16489,plain,
    ( ~ spl0_2447
    | ~ spl0_846
    | ~ spl0_847 ),
    inference(avatar_split_clause,[],[f16471,f4724,f4718,f16485]) ).

fof(f16492,plain,
    ( ! [X0] :
        ( trans(X0,s195)
        | always3(X0) )
    | ~ spl0_1863 ),
    inference(resolution,[],[f10064,f934]) ).

fof(f16493,plain,
    ( node4(s195)
    | ~ spl0_1863 ),
    inference(resolution,[],[f10064,f937]) ).

fof(f16496,plain,
    ( spl0_2447
    | ~ spl0_1863 ),
    inference(avatar_split_clause,[],[f16493,f10062,f16485]) ).

fof(f16498,definition,
    ( spl0_2448
  <=> node4(s194) ),
    introduced(definition,[new_symbols(definition,[spl0_2448])],[avatar_definition]) ).

fof(f16499,plain,
    ( node4(s194)
    | ~ spl0_2448 ),
    inference(avatar_component_clause,[],[f16498]) ).

fof(f16502,plain,
    ( ~ spl0_2448
    | ~ spl0_844
    | ~ spl0_845 ),
    inference(avatar_split_clause,[],[f16465,f4714,f4708,f16498]) ).

fof(f16503,plain,
    ( ! [X0] :
        ( trans(X0,s194)
        | always3(X0) )
    | ~ spl0_1865 ),
    inference(resolution,[],[f10073,f934]) ).

fof(f16504,plain,
    ( node4(s194)
    | ~ spl0_1865 ),
    inference(resolution,[],[f10073,f937]) ).

fof(f16507,plain,
    ( spl0_2448
    | ~ spl0_1865 ),
    inference(avatar_split_clause,[],[f16504,f10071,f16498]) ).

fof(f16509,definition,
    ( spl0_2449
  <=> node4(s193) ),
    introduced(definition,[new_symbols(definition,[spl0_2449])],[avatar_definition]) ).

fof(f16510,plain,
    ( node4(s193)
    | ~ spl0_2449 ),
    inference(avatar_component_clause,[],[f16509]) ).

fof(f16513,plain,
    ( ~ spl0_2449
    | ~ spl0_842
    | ~ spl0_843 ),
    inference(avatar_split_clause,[],[f16459,f4704,f4698,f16509]) ).

fof(f16514,plain,
    ( ! [X0] :
        ( trans(X0,s193)
        | always3(X0) )
    | ~ spl0_1867 ),
    inference(resolution,[],[f10082,f934]) ).

fof(f16515,plain,
    ( node4(s193)
    | ~ spl0_1867 ),
    inference(resolution,[],[f10082,f937]) ).

fof(f16518,plain,
    ( spl0_2449
    | ~ spl0_1867 ),
    inference(avatar_split_clause,[],[f16515,f10080,f16509]) ).

fof(f16520,definition,
    ( spl0_2450
  <=> node4(s192) ),
    introduced(definition,[new_symbols(definition,[spl0_2450])],[avatar_definition]) ).

fof(f16521,plain,
    ( node4(s192)
    | ~ spl0_2450 ),
    inference(avatar_component_clause,[],[f16520]) ).

fof(f16524,plain,
    ( ~ spl0_2450
    | ~ spl0_840
    | ~ spl0_841 ),
    inference(avatar_split_clause,[],[f16453,f4694,f4688,f16520]) ).

fof(f16525,plain,
    ( ! [X0] :
        ( trans(X0,s192)
        | always3(X0) )
    | ~ spl0_1869 ),
    inference(resolution,[],[f10091,f934]) ).

fof(f16526,plain,
    ( node4(s192)
    | ~ spl0_1869 ),
    inference(resolution,[],[f10091,f937]) ).

fof(f16529,plain,
    ( spl0_2450
    | ~ spl0_1869 ),
    inference(avatar_split_clause,[],[f16526,f10089,f16520]) ).

fof(f16531,definition,
    ( spl0_2451
  <=> node4(s191) ),
    introduced(definition,[new_symbols(definition,[spl0_2451])],[avatar_definition]) ).

fof(f16532,plain,
    ( node4(s191)
    | ~ spl0_2451 ),
    inference(avatar_component_clause,[],[f16531]) ).

fof(f16533,plain,
    ( ~ node4(s191)
    | spl0_2451 ),
    inference(avatar_component_clause,[],[f16531]) ).

fof(f16535,plain,
    ( ~ spl0_2451
    | ~ spl0_838
    | ~ spl0_839 ),
    inference(avatar_split_clause,[],[f16447,f4684,f4678,f16531]) ).

fof(f16536,plain,
    ( ! [X0] :
        ( trans(X0,s191)
        | always3(X0) )
    | ~ spl0_1871 ),
    inference(resolution,[],[f10100,f934]) ).

fof(f16537,plain,
    ( node4(s191)
    | ~ spl0_1871 ),
    inference(resolution,[],[f10100,f937]) ).

fof(f16538,plain,
    ( $false
    | ~ spl0_1871
    | spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f16537,f16533]) ).

fof(f16539,plain,
    ( ~ spl0_1871
    | spl0_2451 ),
    inference(avatar_contradiction_clause,[],[f16538]) ).

fof(f16545,definition,
    ( spl0_2452
  <=> node4(s196) ),
    introduced(definition,[new_symbols(definition,[spl0_2452])],[avatar_definition]) ).

fof(f16546,plain,
    ( node4(s196)
    | ~ spl0_2452 ),
    inference(avatar_component_clause,[],[f16545]) ).

fof(f16551,plain,
    ( spl0_2451
    | ~ spl0_1870 ),
    inference(avatar_split_clause,[],[f12327,f10094,f16531]) ).

fof(f16562,plain,
    ( ~ xuntil6(s197)
    | ~ node4(s197)
    | ~ spl0_850 ),
    inference(resolution,[],[f4740,f938]) ).

fof(f16563,plain,
    ( ~ node4(s197)
    | ~ spl0_850
    | ~ spl0_851 ),
    inference(forward_subsumption_resolution,[],[f16562,f4746]) ).

fof(f16566,plain,
    ( ~ xuntil6(s197)
    | ~ spl0_850
    | ~ spl0_1858 ),
    inference(forward_subsumption_resolution,[],[f16562,f12315]) ).

fof(f16567,plain,
    ( ~ spl0_851
    | ~ spl0_850
    | ~ spl0_1858 ),
    inference(avatar_split_clause,[],[f16566,f10040,f4738,f4744]) ).

fof(f16568,plain,
    ( ~ xuntil6(s198)
    | ~ node4(s198)
    | ~ spl0_852 ),
    inference(resolution,[],[f4750,f938]) ).

fof(f16569,plain,
    ( ~ node4(s198)
    | ~ spl0_852
    | ~ spl0_853 ),
    inference(forward_subsumption_resolution,[],[f16568,f4756]) ).

fof(f16572,plain,
    ( ~ xuntil6(s198)
    | ~ spl0_852
    | ~ spl0_1856 ),
    inference(forward_subsumption_resolution,[],[f16568,f12313]) ).

fof(f16573,plain,
    ( ~ spl0_853
    | ~ spl0_852
    | ~ spl0_1856 ),
    inference(avatar_split_clause,[],[f16572,f10031,f4748,f4754]) ).

fof(f16574,plain,
    ( ~ xuntil6(s199)
    | ~ node4(s199)
    | ~ spl0_854 ),
    inference(resolution,[],[f4760,f938]) ).

fof(f16575,plain,
    ( ~ node4(s199)
    | ~ spl0_854
    | ~ spl0_855 ),
    inference(forward_subsumption_resolution,[],[f16574,f4766]) ).

fof(f16578,plain,
    ( ~ xuntil6(s199)
    | ~ spl0_854
    | ~ spl0_1854 ),
    inference(forward_subsumption_resolution,[],[f16574,f12311]) ).

fof(f16579,plain,
    ( ~ spl0_855
    | ~ spl0_854
    | ~ spl0_1854 ),
    inference(avatar_split_clause,[],[f16578,f10022,f4758,f4764]) ).

fof(f16580,plain,
    ( ~ xuntil6(s200)
    | ~ node4(s200)
    | ~ spl0_856 ),
    inference(resolution,[],[f4770,f938]) ).

fof(f16581,plain,
    ( ~ node4(s200)
    | ~ spl0_856
    | ~ spl0_857 ),
    inference(forward_subsumption_resolution,[],[f16580,f4776]) ).

fof(f16584,plain,
    ( ~ xuntil6(s200)
    | ~ spl0_856
    | ~ spl0_1852 ),
    inference(forward_subsumption_resolution,[],[f16580,f12309]) ).

fof(f16585,plain,
    ( ~ spl0_857
    | ~ spl0_856
    | ~ spl0_1852 ),
    inference(avatar_split_clause,[],[f16584,f10013,f4768,f4774]) ).

fof(f16586,plain,
    ( ~ xuntil6(s201)
    | ~ node4(s201)
    | ~ spl0_858 ),
    inference(resolution,[],[f4780,f938]) ).

fof(f16587,plain,
    ( ~ node4(s201)
    | ~ spl0_858
    | ~ spl0_859 ),
    inference(forward_subsumption_resolution,[],[f16586,f4786]) ).

fof(f16590,plain,
    ( ~ xuntil6(s201)
    | ~ spl0_858
    | ~ spl0_1850 ),
    inference(forward_subsumption_resolution,[],[f16586,f12307]) ).

fof(f16591,plain,
    ( ~ spl0_859
    | ~ spl0_858
    | ~ spl0_1850 ),
    inference(avatar_split_clause,[],[f16590,f10004,f4778,f4784]) ).

fof(f16592,plain,
    ( ~ xuntil6(s202)
    | ~ node4(s202)
    | ~ spl0_860 ),
    inference(resolution,[],[f4790,f938]) ).

fof(f16593,plain,
    ( ~ node4(s202)
    | ~ spl0_860
    | ~ spl0_861 ),
    inference(forward_subsumption_resolution,[],[f16592,f4796]) ).

fof(f16594,plain,
    ( $false
    | ~ spl0_860
    | ~ spl0_861
    | ~ spl0_1848 ),
    inference(forward_subsumption_resolution,[],[f16593,f12305]) ).

fof(f16595,plain,
    ( ~ spl0_860
    | ~ spl0_861
    | ~ spl0_1848 ),
    inference(avatar_contradiction_clause,[],[f16594]) ).

fof(f16596,plain,
    ( ! [X0] :
        ( trans(X0,s202)
        | always3(X0) )
    | ~ spl0_1849 ),
    inference(resolution,[],[f10001,f934]) ).

fof(f16597,plain,
    ( node4(s202)
    | ~ spl0_1849 ),
    inference(resolution,[],[f10001,f937]) ).

fof(f16598,plain,
    ( $false
    | ~ spl0_860
    | ~ spl0_861
    | ~ spl0_1849 ),
    inference(forward_subsumption_resolution,[],[f16597,f16593]) ).

fof(f16599,plain,
    ( ~ spl0_860
    | ~ spl0_861
    | ~ spl0_1849 ),
    inference(avatar_contradiction_clause,[],[f16598]) ).

fof(f16601,definition,
    ( spl0_2453
  <=> node4(s201) ),
    introduced(definition,[new_symbols(definition,[spl0_2453])],[avatar_definition]) ).

fof(f16602,plain,
    ( node4(s201)
    | ~ spl0_2453 ),
    inference(avatar_component_clause,[],[f16601]) ).

fof(f16605,plain,
    ( ~ spl0_2453
    | ~ spl0_858
    | ~ spl0_859 ),
    inference(avatar_split_clause,[],[f16587,f4784,f4778,f16601]) ).

fof(f16608,plain,
    ( ! [X0] :
        ( trans(X0,s201)
        | always3(X0) )
    | ~ spl0_1851 ),
    inference(resolution,[],[f10010,f934]) ).

fof(f16609,plain,
    ( node4(s201)
    | ~ spl0_1851 ),
    inference(resolution,[],[f10010,f937]) ).

fof(f16612,plain,
    ( spl0_2453
    | ~ spl0_1851 ),
    inference(avatar_split_clause,[],[f16609,f10008,f16601]) ).

fof(f16614,definition,
    ( spl0_2454
  <=> node4(s200) ),
    introduced(definition,[new_symbols(definition,[spl0_2454])],[avatar_definition]) ).

fof(f16615,plain,
    ( node4(s200)
    | ~ spl0_2454 ),
    inference(avatar_component_clause,[],[f16614]) ).

fof(f16618,plain,
    ( ~ spl0_2454
    | ~ spl0_856
    | ~ spl0_857 ),
    inference(avatar_split_clause,[],[f16581,f4774,f4768,f16614]) ).

fof(f16619,plain,
    ( ! [X0] :
        ( trans(X0,s200)
        | always3(X0) )
    | ~ spl0_1853 ),
    inference(resolution,[],[f10019,f934]) ).

fof(f16620,plain,
    ( node4(s200)
    | ~ spl0_1853 ),
    inference(resolution,[],[f10019,f937]) ).

fof(f16623,plain,
    ( spl0_2454
    | ~ spl0_1853 ),
    inference(avatar_split_clause,[],[f16620,f10017,f16614]) ).

fof(f16625,definition,
    ( spl0_2455
  <=> node4(s199) ),
    introduced(definition,[new_symbols(definition,[spl0_2455])],[avatar_definition]) ).

fof(f16626,plain,
    ( node4(s199)
    | ~ spl0_2455 ),
    inference(avatar_component_clause,[],[f16625]) ).

fof(f16629,plain,
    ( ~ spl0_2455
    | ~ spl0_854
    | ~ spl0_855 ),
    inference(avatar_split_clause,[],[f16575,f4764,f4758,f16625]) ).

fof(f16630,plain,
    ( ! [X0] :
        ( trans(X0,s199)
        | always3(X0) )
    | ~ spl0_1855 ),
    inference(resolution,[],[f10028,f934]) ).

fof(f16631,plain,
    ( node4(s199)
    | ~ spl0_1855 ),
    inference(resolution,[],[f10028,f937]) ).

fof(f16634,plain,
    ( spl0_2455
    | ~ spl0_1855 ),
    inference(avatar_split_clause,[],[f16631,f10026,f16625]) ).

fof(f16636,definition,
    ( spl0_2456
  <=> node4(s198) ),
    introduced(definition,[new_symbols(definition,[spl0_2456])],[avatar_definition]) ).

fof(f16637,plain,
    ( node4(s198)
    | ~ spl0_2456 ),
    inference(avatar_component_clause,[],[f16636]) ).

fof(f16640,plain,
    ( ~ spl0_2456
    | ~ spl0_852
    | ~ spl0_853 ),
    inference(avatar_split_clause,[],[f16569,f4754,f4748,f16636]) ).

fof(f16641,plain,
    ( ! [X0] :
        ( trans(X0,s198)
        | always3(X0) )
    | ~ spl0_1857 ),
    inference(resolution,[],[f10037,f934]) ).

fof(f16642,plain,
    ( node4(s198)
    | ~ spl0_1857 ),
    inference(resolution,[],[f10037,f937]) ).

fof(f16645,plain,
    ( spl0_2456
    | ~ spl0_1857 ),
    inference(avatar_split_clause,[],[f16642,f10035,f16636]) ).

fof(f16647,definition,
    ( spl0_2457
  <=> node4(s197) ),
    introduced(definition,[new_symbols(definition,[spl0_2457])],[avatar_definition]) ).

fof(f16648,plain,
    ( node4(s197)
    | ~ spl0_2457 ),
    inference(avatar_component_clause,[],[f16647]) ).

fof(f16649,plain,
    ( ~ node4(s197)
    | spl0_2457 ),
    inference(avatar_component_clause,[],[f16647]) ).

fof(f16651,plain,
    ( ~ spl0_2457
    | ~ spl0_850
    | ~ spl0_851 ),
    inference(avatar_split_clause,[],[f16563,f4744,f4738,f16647]) ).

fof(f16652,plain,
    ( ! [X0] :
        ( trans(X0,s197)
        | always3(X0) )
    | ~ spl0_1859 ),
    inference(resolution,[],[f10046,f934]) ).

fof(f16653,plain,
    ( node4(s197)
    | ~ spl0_1859 ),
    inference(resolution,[],[f10046,f937]) ).

fof(f16654,plain,
    ( $false
    | ~ spl0_1859
    | spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f16653,f16649]) ).

fof(f16655,plain,
    ( ~ spl0_1859
    | spl0_2457 ),
    inference(avatar_contradiction_clause,[],[f16654]) ).

fof(f16661,definition,
    ( spl0_2458
  <=> node4(s202) ),
    introduced(definition,[new_symbols(definition,[spl0_2458])],[avatar_definition]) ).

fof(f16662,plain,
    ( node4(s202)
    | ~ spl0_2458 ),
    inference(avatar_component_clause,[],[f16661]) ).

fof(f16667,plain,
    ( spl0_2457
    | ~ spl0_1858 ),
    inference(avatar_split_clause,[],[f12315,f10040,f16647]) ).

fof(f16678,plain,
    ( ~ xuntil6(s203)
    | ~ node4(s203)
    | ~ spl0_862 ),
    inference(resolution,[],[f4800,f938]) ).

fof(f16679,plain,
    ( ~ node4(s203)
    | ~ spl0_862
    | ~ spl0_863 ),
    inference(forward_subsumption_resolution,[],[f16678,f4806]) ).

fof(f16682,plain,
    ( ~ xuntil6(s203)
    | ~ spl0_862
    | ~ spl0_1846 ),
    inference(forward_subsumption_resolution,[],[f16678,f12303]) ).

fof(f16683,plain,
    ( ~ spl0_863
    | ~ spl0_862
    | ~ spl0_1846 ),
    inference(avatar_split_clause,[],[f16682,f9986,f4798,f4804]) ).

fof(f16684,plain,
    ( ~ xuntil6(s204)
    | ~ node4(s204)
    | ~ spl0_864 ),
    inference(resolution,[],[f4810,f938]) ).

fof(f16685,plain,
    ( ~ node4(s204)
    | ~ spl0_864
    | ~ spl0_865 ),
    inference(forward_subsumption_resolution,[],[f16684,f4816]) ).

fof(f16688,plain,
    ( ~ xuntil6(s204)
    | ~ spl0_864
    | ~ spl0_1844 ),
    inference(forward_subsumption_resolution,[],[f16684,f12301]) ).

fof(f16689,plain,
    ( ~ spl0_865
    | ~ spl0_864
    | ~ spl0_1844 ),
    inference(avatar_split_clause,[],[f16688,f9977,f4808,f4814]) ).

fof(f16690,plain,
    ( ~ xuntil6(s205)
    | ~ node4(s205)
    | ~ spl0_866 ),
    inference(resolution,[],[f4820,f938]) ).

fof(f16691,plain,
    ( ~ node4(s205)
    | ~ spl0_866
    | ~ spl0_867 ),
    inference(forward_subsumption_resolution,[],[f16690,f4826]) ).

fof(f16694,plain,
    ( ~ xuntil6(s205)
    | ~ spl0_866
    | ~ spl0_1842 ),
    inference(forward_subsumption_resolution,[],[f16690,f12299]) ).

fof(f16695,plain,
    ( ~ spl0_867
    | ~ spl0_866
    | ~ spl0_1842 ),
    inference(avatar_split_clause,[],[f16694,f9968,f4818,f4824]) ).

fof(f16696,plain,
    ( ~ xuntil6(s206)
    | ~ node4(s206)
    | ~ spl0_868 ),
    inference(resolution,[],[f4830,f938]) ).

fof(f16697,plain,
    ( ~ node4(s206)
    | ~ spl0_868
    | ~ spl0_869 ),
    inference(forward_subsumption_resolution,[],[f16696,f4836]) ).

fof(f16700,plain,
    ( ~ xuntil6(s206)
    | ~ spl0_868
    | ~ spl0_1840 ),
    inference(forward_subsumption_resolution,[],[f16696,f12297]) ).

fof(f16701,plain,
    ( ~ spl0_869
    | ~ spl0_868
    | ~ spl0_1840 ),
    inference(avatar_split_clause,[],[f16700,f9959,f4828,f4834]) ).

fof(f16702,plain,
    ( ~ xuntil6(s207)
    | ~ node4(s207)
    | ~ spl0_870 ),
    inference(resolution,[],[f4840,f938]) ).

fof(f16703,plain,
    ( ~ node4(s207)
    | ~ spl0_870
    | ~ spl0_871 ),
    inference(forward_subsumption_resolution,[],[f16702,f4846]) ).

fof(f16706,plain,
    ( ~ xuntil6(s207)
    | ~ spl0_870
    | ~ spl0_1838 ),
    inference(forward_subsumption_resolution,[],[f16702,f12295]) ).

fof(f16707,plain,
    ( ~ spl0_871
    | ~ spl0_870
    | ~ spl0_1838 ),
    inference(avatar_split_clause,[],[f16706,f9950,f4838,f4844]) ).

fof(f16708,plain,
    ( ~ xuntil6(s208)
    | ~ node4(s208)
    | ~ spl0_872 ),
    inference(resolution,[],[f4850,f938]) ).

fof(f16709,plain,
    ( ~ node4(s208)
    | ~ spl0_872
    | ~ spl0_873 ),
    inference(forward_subsumption_resolution,[],[f16708,f4856]) ).

fof(f16710,plain,
    ( $false
    | ~ spl0_872
    | ~ spl0_873
    | ~ spl0_1836 ),
    inference(forward_subsumption_resolution,[],[f16709,f12293]) ).

fof(f16711,plain,
    ( ~ spl0_872
    | ~ spl0_873
    | ~ spl0_1836 ),
    inference(avatar_contradiction_clause,[],[f16710]) ).

fof(f16712,plain,
    ( ! [X0] :
        ( trans(X0,s208)
        | always3(X0) )
    | ~ spl0_1837 ),
    inference(resolution,[],[f9947,f934]) ).

fof(f16713,plain,
    ( node4(s208)
    | ~ spl0_1837 ),
    inference(resolution,[],[f9947,f937]) ).

fof(f16714,plain,
    ( $false
    | ~ spl0_872
    | ~ spl0_873
    | ~ spl0_1837 ),
    inference(forward_subsumption_resolution,[],[f16713,f16709]) ).

fof(f16715,plain,
    ( ~ spl0_872
    | ~ spl0_873
    | ~ spl0_1837 ),
    inference(avatar_contradiction_clause,[],[f16714]) ).

fof(f16717,definition,
    ( spl0_2459
  <=> node4(s207) ),
    introduced(definition,[new_symbols(definition,[spl0_2459])],[avatar_definition]) ).

fof(f16718,plain,
    ( node4(s207)
    | ~ spl0_2459 ),
    inference(avatar_component_clause,[],[f16717]) ).

fof(f16721,plain,
    ( ~ spl0_2459
    | ~ spl0_870
    | ~ spl0_871 ),
    inference(avatar_split_clause,[],[f16703,f4844,f4838,f16717]) ).

fof(f16724,plain,
    ( ! [X0] :
        ( trans(X0,s207)
        | always3(X0) )
    | ~ spl0_1839 ),
    inference(resolution,[],[f9956,f934]) ).

fof(f16725,plain,
    ( node4(s207)
    | ~ spl0_1839 ),
    inference(resolution,[],[f9956,f937]) ).

fof(f16728,plain,
    ( spl0_2459
    | ~ spl0_1839 ),
    inference(avatar_split_clause,[],[f16725,f9954,f16717]) ).

fof(f16730,definition,
    ( spl0_2460
  <=> node4(s206) ),
    introduced(definition,[new_symbols(definition,[spl0_2460])],[avatar_definition]) ).

fof(f16731,plain,
    ( node4(s206)
    | ~ spl0_2460 ),
    inference(avatar_component_clause,[],[f16730]) ).

fof(f16734,plain,
    ( ~ spl0_2460
    | ~ spl0_868
    | ~ spl0_869 ),
    inference(avatar_split_clause,[],[f16697,f4834,f4828,f16730]) ).

fof(f16735,plain,
    ( ! [X0] :
        ( trans(X0,s206)
        | always3(X0) )
    | ~ spl0_1841 ),
    inference(resolution,[],[f9965,f934]) ).

fof(f16736,plain,
    ( node4(s206)
    | ~ spl0_1841 ),
    inference(resolution,[],[f9965,f937]) ).

fof(f16739,plain,
    ( spl0_2460
    | ~ spl0_1841 ),
    inference(avatar_split_clause,[],[f16736,f9963,f16730]) ).

fof(f16741,definition,
    ( spl0_2461
  <=> node4(s205) ),
    introduced(definition,[new_symbols(definition,[spl0_2461])],[avatar_definition]) ).

fof(f16742,plain,
    ( node4(s205)
    | ~ spl0_2461 ),
    inference(avatar_component_clause,[],[f16741]) ).

fof(f16745,plain,
    ( ~ spl0_2461
    | ~ spl0_866
    | ~ spl0_867 ),
    inference(avatar_split_clause,[],[f16691,f4824,f4818,f16741]) ).

fof(f16746,plain,
    ( ! [X0] :
        ( trans(X0,s205)
        | always3(X0) )
    | ~ spl0_1843 ),
    inference(resolution,[],[f9974,f934]) ).

fof(f16747,plain,
    ( node4(s205)
    | ~ spl0_1843 ),
    inference(resolution,[],[f9974,f937]) ).

fof(f16750,plain,
    ( spl0_2461
    | ~ spl0_1843 ),
    inference(avatar_split_clause,[],[f16747,f9972,f16741]) ).

fof(f16752,definition,
    ( spl0_2462
  <=> node4(s204) ),
    introduced(definition,[new_symbols(definition,[spl0_2462])],[avatar_definition]) ).

fof(f16753,plain,
    ( node4(s204)
    | ~ spl0_2462 ),
    inference(avatar_component_clause,[],[f16752]) ).

fof(f16756,plain,
    ( ~ spl0_2462
    | ~ spl0_864
    | ~ spl0_865 ),
    inference(avatar_split_clause,[],[f16685,f4814,f4808,f16752]) ).

fof(f16757,plain,
    ( ! [X0] :
        ( trans(X0,s204)
        | always3(X0) )
    | ~ spl0_1845 ),
    inference(resolution,[],[f9983,f934]) ).

fof(f16758,plain,
    ( node4(s204)
    | ~ spl0_1845 ),
    inference(resolution,[],[f9983,f937]) ).

fof(f16761,plain,
    ( spl0_2462
    | ~ spl0_1845 ),
    inference(avatar_split_clause,[],[f16758,f9981,f16752]) ).

fof(f16763,definition,
    ( spl0_2463
  <=> node4(s203) ),
    introduced(definition,[new_symbols(definition,[spl0_2463])],[avatar_definition]) ).

fof(f16764,plain,
    ( node4(s203)
    | ~ spl0_2463 ),
    inference(avatar_component_clause,[],[f16763]) ).

fof(f16767,plain,
    ( ~ spl0_2463
    | ~ spl0_862
    | ~ spl0_863 ),
    inference(avatar_split_clause,[],[f16679,f4804,f4798,f16763]) ).

fof(f16768,plain,
    ( ! [X0] :
        ( trans(X0,s203)
        | always3(X0) )
    | ~ spl0_1847 ),
    inference(resolution,[],[f9992,f934]) ).

fof(f16769,plain,
    ( node4(s203)
    | ~ spl0_1847 ),
    inference(resolution,[],[f9992,f937]) ).

fof(f16777,definition,
    ( spl0_2464
  <=> node4(s208) ),
    introduced(definition,[new_symbols(definition,[spl0_2464])],[avatar_definition]) ).

fof(f16778,plain,
    ( node4(s208)
    | ~ spl0_2464 ),
    inference(avatar_component_clause,[],[f16777]) ).

fof(f16781,plain,
    ( spl0_2463
    | ~ spl0_1847 ),
    inference(avatar_split_clause,[],[f16769,f9990,f16763]) ).

fof(f16792,plain,
    ( ~ xuntil6(s209)
    | ~ node4(s209)
    | ~ spl0_874 ),
    inference(resolution,[],[f4860,f938]) ).

fof(f16793,plain,
    ( ~ node4(s209)
    | ~ spl0_874
    | ~ spl0_875 ),
    inference(forward_subsumption_resolution,[],[f16792,f4866]) ).

fof(f16796,plain,
    ( ~ xuntil6(s209)
    | ~ spl0_874
    | ~ spl0_1834 ),
    inference(forward_subsumption_resolution,[],[f16792,f12291]) ).

fof(f16797,plain,
    ( ~ spl0_875
    | ~ spl0_874
    | ~ spl0_1834 ),
    inference(avatar_split_clause,[],[f16796,f9932,f4858,f4864]) ).

fof(f16798,plain,
    ( ~ xuntil6(s210)
    | ~ node4(s210)
    | ~ spl0_876 ),
    inference(resolution,[],[f4870,f938]) ).

fof(f16799,plain,
    ( ~ node4(s210)
    | ~ spl0_876
    | ~ spl0_877 ),
    inference(forward_subsumption_resolution,[],[f16798,f4876]) ).

fof(f16802,plain,
    ( ~ xuntil6(s210)
    | ~ spl0_876
    | ~ spl0_1832 ),
    inference(forward_subsumption_resolution,[],[f16798,f12289]) ).

fof(f16803,plain,
    ( ~ spl0_877
    | ~ spl0_876
    | ~ spl0_1832 ),
    inference(avatar_split_clause,[],[f16802,f9923,f4868,f4874]) ).

fof(f16804,plain,
    ( ~ xuntil6(s211)
    | ~ node4(s211)
    | ~ spl0_878 ),
    inference(resolution,[],[f4880,f938]) ).

fof(f16805,plain,
    ( ~ node4(s211)
    | ~ spl0_878
    | ~ spl0_879 ),
    inference(forward_subsumption_resolution,[],[f16804,f4886]) ).

fof(f16808,plain,
    ( ~ xuntil6(s211)
    | ~ spl0_878
    | ~ spl0_1830 ),
    inference(forward_subsumption_resolution,[],[f16804,f12287]) ).

fof(f16809,plain,
    ( ~ spl0_879
    | ~ spl0_878
    | ~ spl0_1830 ),
    inference(avatar_split_clause,[],[f16808,f9914,f4878,f4884]) ).

fof(f16810,plain,
    ( ~ xuntil6(s212)
    | ~ node4(s212)
    | ~ spl0_880 ),
    inference(resolution,[],[f4890,f938]) ).

fof(f16811,plain,
    ( ~ node4(s212)
    | ~ spl0_880
    | ~ spl0_881 ),
    inference(forward_subsumption_resolution,[],[f16810,f4896]) ).

fof(f16814,plain,
    ( ~ xuntil6(s212)
    | ~ spl0_880
    | ~ spl0_1828 ),
    inference(forward_subsumption_resolution,[],[f16810,f12285]) ).

fof(f16815,plain,
    ( ~ spl0_881
    | ~ spl0_880
    | ~ spl0_1828 ),
    inference(avatar_split_clause,[],[f16814,f9905,f4888,f4894]) ).

fof(f16816,plain,
    ( ~ xuntil6(s213)
    | ~ node4(s213)
    | ~ spl0_882 ),
    inference(resolution,[],[f4900,f938]) ).

fof(f16817,plain,
    ( ~ node4(s213)
    | ~ spl0_882
    | ~ spl0_883 ),
    inference(forward_subsumption_resolution,[],[f16816,f4906]) ).

fof(f16818,plain,
    ( $false
    | ~ spl0_882
    | ~ spl0_883
    | ~ spl0_1826 ),
    inference(forward_subsumption_resolution,[],[f16817,f12283]) ).

fof(f16819,plain,
    ( ~ spl0_882
    | ~ spl0_883
    | ~ spl0_1826 ),
    inference(avatar_contradiction_clause,[],[f16818]) ).

fof(f16820,plain,
    ( ! [X0] :
        ( trans(X0,s213)
        | always3(X0) )
    | ~ spl0_1827 ),
    inference(resolution,[],[f9902,f934]) ).

fof(f16821,plain,
    ( node4(s213)
    | ~ spl0_1827 ),
    inference(resolution,[],[f9902,f937]) ).

fof(f16822,plain,
    ( $false
    | ~ spl0_882
    | ~ spl0_883
    | ~ spl0_1827 ),
    inference(forward_subsumption_resolution,[],[f16821,f16817]) ).

fof(f16823,plain,
    ( ~ spl0_882
    | ~ spl0_883
    | ~ spl0_1827 ),
    inference(avatar_contradiction_clause,[],[f16822]) ).

fof(f16825,definition,
    ( spl0_2465
  <=> node4(s212) ),
    introduced(definition,[new_symbols(definition,[spl0_2465])],[avatar_definition]) ).

fof(f16826,plain,
    ( node4(s212)
    | ~ spl0_2465 ),
    inference(avatar_component_clause,[],[f16825]) ).

fof(f16829,plain,
    ( ~ spl0_2465
    | ~ spl0_880
    | ~ spl0_881 ),
    inference(avatar_split_clause,[],[f16811,f4894,f4888,f16825]) ).

fof(f16832,plain,
    ( ! [X0] :
        ( trans(X0,s212)
        | always3(X0) )
    | ~ spl0_1829 ),
    inference(resolution,[],[f9911,f934]) ).

fof(f16833,plain,
    ( node4(s212)
    | ~ spl0_1829 ),
    inference(resolution,[],[f9911,f937]) ).

fof(f16836,plain,
    ( spl0_2465
    | ~ spl0_1829 ),
    inference(avatar_split_clause,[],[f16833,f9909,f16825]) ).

fof(f16838,definition,
    ( spl0_2466
  <=> node4(s211) ),
    introduced(definition,[new_symbols(definition,[spl0_2466])],[avatar_definition]) ).

fof(f16839,plain,
    ( node4(s211)
    | ~ spl0_2466 ),
    inference(avatar_component_clause,[],[f16838]) ).

fof(f16842,plain,
    ( ~ spl0_2466
    | ~ spl0_878
    | ~ spl0_879 ),
    inference(avatar_split_clause,[],[f16805,f4884,f4878,f16838]) ).

fof(f16843,plain,
    ( ! [X0] :
        ( trans(X0,s211)
        | always3(X0) )
    | ~ spl0_1831 ),
    inference(resolution,[],[f9920,f934]) ).

fof(f16844,plain,
    ( node4(s211)
    | ~ spl0_1831 ),
    inference(resolution,[],[f9920,f937]) ).

fof(f16847,plain,
    ( spl0_2466
    | ~ spl0_1831 ),
    inference(avatar_split_clause,[],[f16844,f9918,f16838]) ).

fof(f16849,definition,
    ( spl0_2467
  <=> node4(s210) ),
    introduced(definition,[new_symbols(definition,[spl0_2467])],[avatar_definition]) ).

fof(f16850,plain,
    ( node4(s210)
    | ~ spl0_2467 ),
    inference(avatar_component_clause,[],[f16849]) ).

fof(f16853,plain,
    ( ~ spl0_2467
    | ~ spl0_876
    | ~ spl0_877 ),
    inference(avatar_split_clause,[],[f16799,f4874,f4868,f16849]) ).

fof(f16854,plain,
    ( ! [X0] :
        ( trans(X0,s210)
        | always3(X0) )
    | ~ spl0_1833 ),
    inference(resolution,[],[f9929,f934]) ).

fof(f16855,plain,
    ( node4(s210)
    | ~ spl0_1833 ),
    inference(resolution,[],[f9929,f937]) ).

fof(f16858,plain,
    ( spl0_2467
    | ~ spl0_1833 ),
    inference(avatar_split_clause,[],[f16855,f9927,f16849]) ).

fof(f16860,definition,
    ( spl0_2468
  <=> node4(s209) ),
    introduced(definition,[new_symbols(definition,[spl0_2468])],[avatar_definition]) ).

fof(f16861,plain,
    ( node4(s209)
    | ~ spl0_2468 ),
    inference(avatar_component_clause,[],[f16860]) ).

fof(f16864,plain,
    ( ~ spl0_2468
    | ~ spl0_874
    | ~ spl0_875 ),
    inference(avatar_split_clause,[],[f16793,f4864,f4858,f16860]) ).

fof(f16865,plain,
    ( ! [X0] :
        ( trans(X0,s209)
        | always3(X0) )
    | ~ spl0_1835 ),
    inference(resolution,[],[f9938,f934]) ).

fof(f16866,plain,
    ( node4(s209)
    | ~ spl0_1835 ),
    inference(resolution,[],[f9938,f937]) ).

fof(f16873,definition,
    ( spl0_2469
  <=> node4(s213) ),
    introduced(definition,[new_symbols(definition,[spl0_2469])],[avatar_definition]) ).

fof(f16874,plain,
    ( node4(s213)
    | ~ spl0_2469 ),
    inference(avatar_component_clause,[],[f16873]) ).

fof(f16877,plain,
    ( spl0_2468
    | ~ spl0_1835 ),
    inference(avatar_split_clause,[],[f16866,f9936,f16860]) ).

fof(f16886,plain,
    ( ~ xuntil6(s214)
    | ~ node4(s214)
    | ~ spl0_884 ),
    inference(resolution,[],[f4910,f938]) ).

fof(f16887,plain,
    ( ~ node4(s214)
    | ~ spl0_884
    | ~ spl0_885 ),
    inference(forward_subsumption_resolution,[],[f16886,f4916]) ).

fof(f16890,plain,
    ( ~ xuntil6(s214)
    | ~ spl0_884
    | ~ spl0_1824 ),
    inference(forward_subsumption_resolution,[],[f16886,f12281]) ).

fof(f16891,plain,
    ( ~ spl0_885
    | ~ spl0_884
    | ~ spl0_1824 ),
    inference(avatar_split_clause,[],[f16890,f9887,f4908,f4914]) ).

fof(f16892,plain,
    ( ~ xuntil6(s215)
    | ~ node4(s215)
    | ~ spl0_886 ),
    inference(resolution,[],[f4920,f938]) ).

fof(f16893,plain,
    ( ~ node4(s215)
    | ~ spl0_886
    | ~ spl0_887 ),
    inference(forward_subsumption_resolution,[],[f16892,f4926]) ).

fof(f16896,plain,
    ( ~ xuntil6(s215)
    | ~ spl0_886
    | ~ spl0_1822 ),
    inference(forward_subsumption_resolution,[],[f16892,f12279]) ).

fof(f16897,plain,
    ( ~ spl0_887
    | ~ spl0_886
    | ~ spl0_1822 ),
    inference(avatar_split_clause,[],[f16896,f9878,f4918,f4924]) ).

fof(f16898,plain,
    ( ~ xuntil6(s216)
    | ~ node4(s216)
    | ~ spl0_888 ),
    inference(resolution,[],[f4930,f938]) ).

fof(f16899,plain,
    ( ~ node4(s216)
    | ~ spl0_888
    | ~ spl0_889 ),
    inference(forward_subsumption_resolution,[],[f16898,f4936]) ).

fof(f16902,plain,
    ( ~ xuntil6(s216)
    | ~ spl0_888
    | ~ spl0_1820 ),
    inference(forward_subsumption_resolution,[],[f16898,f12277]) ).

fof(f16903,plain,
    ( ~ spl0_889
    | ~ spl0_888
    | ~ spl0_1820 ),
    inference(avatar_split_clause,[],[f16902,f9869,f4928,f4934]) ).

fof(f16904,plain,
    ( ~ xuntil6(s217)
    | ~ node4(s217)
    | ~ spl0_890 ),
    inference(resolution,[],[f4940,f938]) ).

fof(f16905,plain,
    ( ~ node4(s217)
    | ~ spl0_890
    | ~ spl0_891 ),
    inference(forward_subsumption_resolution,[],[f16904,f4946]) ).

fof(f16908,plain,
    ( ~ xuntil6(s217)
    | ~ spl0_890
    | ~ spl0_1818 ),
    inference(forward_subsumption_resolution,[],[f16904,f12275]) ).

fof(f16909,plain,
    ( ~ spl0_891
    | ~ spl0_890
    | ~ spl0_1818 ),
    inference(avatar_split_clause,[],[f16908,f9860,f4938,f4944]) ).

fof(f16910,plain,
    ( ~ xuntil6(s218)
    | ~ node4(s218)
    | ~ spl0_892 ),
    inference(resolution,[],[f4950,f938]) ).

fof(f16911,plain,
    ( ~ node4(s218)
    | ~ spl0_892
    | ~ spl0_893 ),
    inference(forward_subsumption_resolution,[],[f16910,f4956]) ).

fof(f16912,plain,
    ( $false
    | ~ spl0_892
    | ~ spl0_893
    | ~ spl0_1816 ),
    inference(forward_subsumption_resolution,[],[f16911,f12273]) ).

fof(f16913,plain,
    ( ~ spl0_892
    | ~ spl0_893
    | ~ spl0_1816 ),
    inference(avatar_contradiction_clause,[],[f16912]) ).

fof(f16914,plain,
    ( ! [X0] :
        ( trans(X0,s218)
        | always3(X0) )
    | ~ spl0_1817 ),
    inference(resolution,[],[f9857,f934]) ).

fof(f16915,plain,
    ( node4(s218)
    | ~ spl0_1817 ),
    inference(resolution,[],[f9857,f937]) ).

fof(f16916,plain,
    ( $false
    | ~ spl0_892
    | ~ spl0_893
    | ~ spl0_1817 ),
    inference(forward_subsumption_resolution,[],[f16915,f16911]) ).

fof(f16917,plain,
    ( ~ spl0_892
    | ~ spl0_893
    | ~ spl0_1817 ),
    inference(avatar_contradiction_clause,[],[f16916]) ).

fof(f16919,definition,
    ( spl0_2470
  <=> node4(s217) ),
    introduced(definition,[new_symbols(definition,[spl0_2470])],[avatar_definition]) ).

fof(f16920,plain,
    ( node4(s217)
    | ~ spl0_2470 ),
    inference(avatar_component_clause,[],[f16919]) ).

fof(f16923,plain,
    ( ~ spl0_2470
    | ~ spl0_890
    | ~ spl0_891 ),
    inference(avatar_split_clause,[],[f16905,f4944,f4938,f16919]) ).

fof(f16926,plain,
    ( ! [X0] :
        ( trans(X0,s217)
        | always3(X0) )
    | ~ spl0_1819 ),
    inference(resolution,[],[f9866,f934]) ).

fof(f16927,plain,
    ( node4(s217)
    | ~ spl0_1819 ),
    inference(resolution,[],[f9866,f937]) ).

fof(f16930,plain,
    ( spl0_2470
    | ~ spl0_1819 ),
    inference(avatar_split_clause,[],[f16927,f9864,f16919]) ).

fof(f16932,definition,
    ( spl0_2471
  <=> node4(s216) ),
    introduced(definition,[new_symbols(definition,[spl0_2471])],[avatar_definition]) ).

fof(f16933,plain,
    ( node4(s216)
    | ~ spl0_2471 ),
    inference(avatar_component_clause,[],[f16932]) ).

fof(f16936,plain,
    ( ~ spl0_2471
    | ~ spl0_888
    | ~ spl0_889 ),
    inference(avatar_split_clause,[],[f16899,f4934,f4928,f16932]) ).

fof(f16937,plain,
    ( ! [X0] :
        ( trans(X0,s216)
        | always3(X0) )
    | ~ spl0_1821 ),
    inference(resolution,[],[f9875,f934]) ).

fof(f16938,plain,
    ( node4(s216)
    | ~ spl0_1821 ),
    inference(resolution,[],[f9875,f937]) ).

fof(f16941,plain,
    ( spl0_2471
    | ~ spl0_1821 ),
    inference(avatar_split_clause,[],[f16938,f9873,f16932]) ).

fof(f16943,definition,
    ( spl0_2472
  <=> node4(s215) ),
    introduced(definition,[new_symbols(definition,[spl0_2472])],[avatar_definition]) ).

fof(f16944,plain,
    ( node4(s215)
    | ~ spl0_2472 ),
    inference(avatar_component_clause,[],[f16943]) ).

fof(f16947,plain,
    ( ~ spl0_2472
    | ~ spl0_886
    | ~ spl0_887 ),
    inference(avatar_split_clause,[],[f16893,f4924,f4918,f16943]) ).

fof(f16948,plain,
    ( ! [X0] :
        ( trans(X0,s215)
        | always3(X0) )
    | ~ spl0_1823 ),
    inference(resolution,[],[f9884,f934]) ).

fof(f16949,plain,
    ( node4(s215)
    | ~ spl0_1823 ),
    inference(resolution,[],[f9884,f937]) ).

fof(f16952,plain,
    ( spl0_2472
    | ~ spl0_1823 ),
    inference(avatar_split_clause,[],[f16949,f9882,f16943]) ).

fof(f16954,definition,
    ( spl0_2473
  <=> node4(s214) ),
    introduced(definition,[new_symbols(definition,[spl0_2473])],[avatar_definition]) ).

fof(f16955,plain,
    ( node4(s214)
    | ~ spl0_2473 ),
    inference(avatar_component_clause,[],[f16954]) ).

fof(f16958,plain,
    ( ~ spl0_2473
    | ~ spl0_884
    | ~ spl0_885 ),
    inference(avatar_split_clause,[],[f16887,f4914,f4908,f16954]) ).

fof(f16959,plain,
    ( ! [X0] :
        ( trans(X0,s214)
        | always3(X0) )
    | ~ spl0_1825 ),
    inference(resolution,[],[f9893,f934]) ).

fof(f16960,plain,
    ( node4(s214)
    | ~ spl0_1825 ),
    inference(resolution,[],[f9893,f937]) ).

fof(f16967,definition,
    ( spl0_2474
  <=> node4(s218) ),
    introduced(definition,[new_symbols(definition,[spl0_2474])],[avatar_definition]) ).

fof(f16968,plain,
    ( node4(s218)
    | ~ spl0_2474 ),
    inference(avatar_component_clause,[],[f16967]) ).

fof(f16971,plain,
    ( spl0_2473
    | ~ spl0_1825 ),
    inference(avatar_split_clause,[],[f16960,f9891,f16954]) ).

fof(f16980,plain,
    ( ~ xuntil6(s219)
    | ~ node4(s219)
    | ~ spl0_894 ),
    inference(resolution,[],[f4960,f938]) ).

fof(f16981,plain,
    ( ~ node4(s219)
    | ~ spl0_894
    | ~ spl0_895 ),
    inference(forward_subsumption_resolution,[],[f16980,f4966]) ).

fof(f16984,plain,
    ( ~ xuntil6(s219)
    | ~ spl0_894
    | ~ spl0_1814 ),
    inference(forward_subsumption_resolution,[],[f16980,f12271]) ).

fof(f16985,plain,
    ( ~ spl0_895
    | ~ spl0_894
    | ~ spl0_1814 ),
    inference(avatar_split_clause,[],[f16984,f9842,f4958,f4964]) ).

fof(f16986,plain,
    ( ~ xuntil6(s220)
    | ~ node4(s220)
    | ~ spl0_896 ),
    inference(resolution,[],[f4970,f938]) ).

fof(f16987,plain,
    ( ~ node4(s220)
    | ~ spl0_896
    | ~ spl0_897 ),
    inference(forward_subsumption_resolution,[],[f16986,f4976]) ).

fof(f16990,plain,
    ( ~ xuntil6(s220)
    | ~ spl0_896
    | ~ spl0_1812 ),
    inference(forward_subsumption_resolution,[],[f16986,f12269]) ).

fof(f16991,plain,
    ( ~ spl0_897
    | ~ spl0_896
    | ~ spl0_1812 ),
    inference(avatar_split_clause,[],[f16990,f9833,f4968,f4974]) ).

fof(f16992,plain,
    ( ~ xuntil6(s221)
    | ~ node4(s221)
    | ~ spl0_898 ),
    inference(resolution,[],[f4980,f938]) ).

fof(f16993,plain,
    ( ~ node4(s221)
    | ~ spl0_898
    | ~ spl0_899 ),
    inference(forward_subsumption_resolution,[],[f16992,f4986]) ).

fof(f16996,plain,
    ( ~ xuntil6(s221)
    | ~ spl0_898
    | ~ spl0_1810 ),
    inference(forward_subsumption_resolution,[],[f16992,f12267]) ).

fof(f16997,plain,
    ( ~ spl0_899
    | ~ spl0_898
    | ~ spl0_1810 ),
    inference(avatar_split_clause,[],[f16996,f9824,f4978,f4984]) ).

fof(f16998,plain,
    ( ~ xuntil6(s222)
    | ~ node4(s222)
    | ~ spl0_900 ),
    inference(resolution,[],[f4990,f938]) ).

fof(f16999,plain,
    ( ~ node4(s222)
    | ~ spl0_900
    | ~ spl0_901 ),
    inference(forward_subsumption_resolution,[],[f16998,f4996]) ).

fof(f17002,plain,
    ( ~ xuntil6(s222)
    | ~ spl0_900
    | ~ spl0_1808 ),
    inference(forward_subsumption_resolution,[],[f16998,f12265]) ).

fof(f17003,plain,
    ( ~ spl0_901
    | ~ spl0_900
    | ~ spl0_1808 ),
    inference(avatar_split_clause,[],[f17002,f9815,f4988,f4994]) ).

fof(f17004,plain,
    ( ~ xuntil6(s223)
    | ~ node4(s223)
    | ~ spl0_902 ),
    inference(resolution,[],[f5000,f938]) ).

fof(f17005,plain,
    ( ~ node4(s223)
    | ~ spl0_902
    | ~ spl0_903 ),
    inference(forward_subsumption_resolution,[],[f17004,f5006]) ).

fof(f17008,plain,
    ( ~ xuntil6(s223)
    | ~ spl0_902
    | ~ spl0_1806 ),
    inference(forward_subsumption_resolution,[],[f17004,f12263]) ).

fof(f17009,plain,
    ( ~ spl0_903
    | ~ spl0_902
    | ~ spl0_1806 ),
    inference(avatar_split_clause,[],[f17008,f9806,f4998,f5004]) ).

fof(f17010,plain,
    ( ~ xuntil6(s224)
    | ~ node4(s224)
    | ~ spl0_904 ),
    inference(resolution,[],[f5010,f938]) ).

fof(f17011,plain,
    ( ~ node4(s224)
    | ~ spl0_904
    | ~ spl0_905 ),
    inference(forward_subsumption_resolution,[],[f17010,f5016]) ).

fof(f17014,plain,
    ( ~ xuntil6(s224)
    | ~ spl0_904
    | ~ spl0_1804 ),
    inference(forward_subsumption_resolution,[],[f17010,f12261]) ).

fof(f17015,plain,
    ( ~ spl0_905
    | ~ spl0_904
    | ~ spl0_1804 ),
    inference(avatar_split_clause,[],[f17014,f9797,f5008,f5014]) ).

fof(f17016,plain,
    ( ~ xuntil6(s225)
    | ~ node4(s225)
    | ~ spl0_906 ),
    inference(resolution,[],[f5020,f938]) ).

fof(f17017,plain,
    ( ~ node4(s225)
    | ~ spl0_906
    | ~ spl0_907 ),
    inference(forward_subsumption_resolution,[],[f17016,f5026]) ).

fof(f17018,plain,
    ( $false
    | ~ spl0_906
    | ~ spl0_907
    | ~ spl0_1802 ),
    inference(forward_subsumption_resolution,[],[f17017,f12259]) ).

fof(f17019,plain,
    ( ~ spl0_906
    | ~ spl0_907
    | ~ spl0_1802 ),
    inference(avatar_contradiction_clause,[],[f17018]) ).

fof(f17020,plain,
    ( ! [X0] :
        ( trans(X0,s225)
        | always3(X0) )
    | ~ spl0_1803 ),
    inference(resolution,[],[f9794,f934]) ).

fof(f17021,plain,
    ( node4(s225)
    | ~ spl0_1803 ),
    inference(resolution,[],[f9794,f937]) ).

fof(f17022,plain,
    ( $false
    | ~ spl0_906
    | ~ spl0_907
    | ~ spl0_1803 ),
    inference(forward_subsumption_resolution,[],[f17021,f17017]) ).

fof(f17023,plain,
    ( ~ spl0_906
    | ~ spl0_907
    | ~ spl0_1803 ),
    inference(avatar_contradiction_clause,[],[f17022]) ).

fof(f17025,definition,
    ( spl0_2475
  <=> node4(s224) ),
    introduced(definition,[new_symbols(definition,[spl0_2475])],[avatar_definition]) ).

fof(f17026,plain,
    ( node4(s224)
    | ~ spl0_2475 ),
    inference(avatar_component_clause,[],[f17025]) ).

fof(f17029,plain,
    ( ~ spl0_2475
    | ~ spl0_904
    | ~ spl0_905 ),
    inference(avatar_split_clause,[],[f17011,f5014,f5008,f17025]) ).

fof(f17032,plain,
    ( ! [X0] :
        ( trans(X0,s224)
        | always3(X0) )
    | ~ spl0_1805 ),
    inference(resolution,[],[f9803,f934]) ).

fof(f17033,plain,
    ( node4(s224)
    | ~ spl0_1805 ),
    inference(resolution,[],[f9803,f937]) ).

fof(f17036,plain,
    ( spl0_2475
    | ~ spl0_1805 ),
    inference(avatar_split_clause,[],[f17033,f9801,f17025]) ).

fof(f17038,definition,
    ( spl0_2476
  <=> node4(s223) ),
    introduced(definition,[new_symbols(definition,[spl0_2476])],[avatar_definition]) ).

fof(f17039,plain,
    ( node4(s223)
    | ~ spl0_2476 ),
    inference(avatar_component_clause,[],[f17038]) ).

fof(f17042,plain,
    ( ~ spl0_2476
    | ~ spl0_902
    | ~ spl0_903 ),
    inference(avatar_split_clause,[],[f17005,f5004,f4998,f17038]) ).

fof(f17043,plain,
    ( ! [X0] :
        ( trans(X0,s223)
        | always3(X0) )
    | ~ spl0_1807 ),
    inference(resolution,[],[f9812,f934]) ).

fof(f17044,plain,
    ( node4(s223)
    | ~ spl0_1807 ),
    inference(resolution,[],[f9812,f937]) ).

fof(f17047,plain,
    ( spl0_2476
    | ~ spl0_1807 ),
    inference(avatar_split_clause,[],[f17044,f9810,f17038]) ).

fof(f17049,definition,
    ( spl0_2477
  <=> node4(s222) ),
    introduced(definition,[new_symbols(definition,[spl0_2477])],[avatar_definition]) ).

fof(f17050,plain,
    ( node4(s222)
    | ~ spl0_2477 ),
    inference(avatar_component_clause,[],[f17049]) ).

fof(f17053,plain,
    ( ~ spl0_2477
    | ~ spl0_900
    | ~ spl0_901 ),
    inference(avatar_split_clause,[],[f16999,f4994,f4988,f17049]) ).

fof(f17054,plain,
    ( ! [X0] :
        ( trans(X0,s222)
        | always3(X0) )
    | ~ spl0_1809 ),
    inference(resolution,[],[f9821,f934]) ).

fof(f17055,plain,
    ( node4(s222)
    | ~ spl0_1809 ),
    inference(resolution,[],[f9821,f937]) ).

fof(f17058,plain,
    ( spl0_2477
    | ~ spl0_1809 ),
    inference(avatar_split_clause,[],[f17055,f9819,f17049]) ).

fof(f17060,definition,
    ( spl0_2478
  <=> node4(s221) ),
    introduced(definition,[new_symbols(definition,[spl0_2478])],[avatar_definition]) ).

fof(f17061,plain,
    ( node4(s221)
    | ~ spl0_2478 ),
    inference(avatar_component_clause,[],[f17060]) ).

fof(f17064,plain,
    ( ~ spl0_2478
    | ~ spl0_898
    | ~ spl0_899 ),
    inference(avatar_split_clause,[],[f16993,f4984,f4978,f17060]) ).

fof(f17065,plain,
    ( ! [X0] :
        ( trans(X0,s221)
        | always3(X0) )
    | ~ spl0_1811 ),
    inference(resolution,[],[f9830,f934]) ).

fof(f17066,plain,
    ( node4(s221)
    | ~ spl0_1811 ),
    inference(resolution,[],[f9830,f937]) ).

fof(f17069,plain,
    ( spl0_2478
    | ~ spl0_1811 ),
    inference(avatar_split_clause,[],[f17066,f9828,f17060]) ).

fof(f17071,definition,
    ( spl0_2479
  <=> node4(s220) ),
    introduced(definition,[new_symbols(definition,[spl0_2479])],[avatar_definition]) ).

fof(f17072,plain,
    ( node4(s220)
    | ~ spl0_2479 ),
    inference(avatar_component_clause,[],[f17071]) ).

fof(f17075,plain,
    ( ~ spl0_2479
    | ~ spl0_896
    | ~ spl0_897 ),
    inference(avatar_split_clause,[],[f16987,f4974,f4968,f17071]) ).

fof(f17076,plain,
    ( ! [X0] :
        ( trans(X0,s220)
        | always3(X0) )
    | ~ spl0_1813 ),
    inference(resolution,[],[f9839,f934]) ).

fof(f17077,plain,
    ( node4(s220)
    | ~ spl0_1813 ),
    inference(resolution,[],[f9839,f937]) ).

fof(f17080,plain,
    ( spl0_2479
    | ~ spl0_1813 ),
    inference(avatar_split_clause,[],[f17077,f9837,f17071]) ).

fof(f17082,definition,
    ( spl0_2480
  <=> node4(s219) ),
    introduced(definition,[new_symbols(definition,[spl0_2480])],[avatar_definition]) ).

fof(f17083,plain,
    ( node4(s219)
    | ~ spl0_2480 ),
    inference(avatar_component_clause,[],[f17082]) ).

fof(f17086,plain,
    ( ~ spl0_2480
    | ~ spl0_894
    | ~ spl0_895 ),
    inference(avatar_split_clause,[],[f16981,f4964,f4958,f17082]) ).

fof(f17087,plain,
    ( ! [X0] :
        ( trans(X0,s219)
        | always3(X0) )
    | ~ spl0_1815 ),
    inference(resolution,[],[f9848,f934]) ).

fof(f17088,plain,
    ( node4(s219)
    | ~ spl0_1815 ),
    inference(resolution,[],[f9848,f937]) ).

fof(f17097,definition,
    ( spl0_2481
  <=> node4(s225) ),
    introduced(definition,[new_symbols(definition,[spl0_2481])],[avatar_definition]) ).

fof(f17098,plain,
    ( node4(s225)
    | ~ spl0_2481 ),
    inference(avatar_component_clause,[],[f17097]) ).

fof(f17101,plain,
    ( spl0_2480
    | ~ spl0_1815 ),
    inference(avatar_split_clause,[],[f17088,f9846,f17082]) ).

fof(f17114,plain,
    ( ~ xuntil6(s226)
    | ~ node4(s226)
    | ~ spl0_908 ),
    inference(resolution,[],[f5030,f938]) ).

fof(f17115,plain,
    ( ~ node4(s226)
    | ~ spl0_908
    | ~ spl0_909 ),
    inference(forward_subsumption_resolution,[],[f17114,f5036]) ).

fof(f17116,plain,
    ( $false
    | ~ spl0_908
    | ~ spl0_909
    | ~ spl0_1800 ),
    inference(forward_subsumption_resolution,[],[f17115,f12257]) ).

fof(f17117,plain,
    ( ~ spl0_908
    | ~ spl0_909
    | ~ spl0_1800 ),
    inference(avatar_contradiction_clause,[],[f17116]) ).

fof(f17118,plain,
    ( ! [X0] :
        ( trans(X0,s226)
        | always3(X0) )
    | ~ spl0_1801 ),
    inference(resolution,[],[f9785,f934]) ).

fof(f17119,plain,
    ( node4(s226)
    | ~ spl0_1801 ),
    inference(resolution,[],[f9785,f937]) ).

fof(f17120,plain,
    ( $false
    | ~ spl0_908
    | ~ spl0_909
    | ~ spl0_1801 ),
    inference(forward_subsumption_resolution,[],[f17119,f17115]) ).

fof(f17121,plain,
    ( ~ spl0_908
    | ~ spl0_909
    | ~ spl0_1801 ),
    inference(avatar_contradiction_clause,[],[f17120]) ).

fof(f17123,definition,
    ( spl0_2482
  <=> node4(s226) ),
    introduced(definition,[new_symbols(definition,[spl0_2482])],[avatar_definition]) ).

fof(f17124,plain,
    ( node4(s226)
    | ~ spl0_2482 ),
    inference(avatar_component_clause,[],[f17123]) ).

fof(f17127,plain,
    ( spl0_2482
    | ~ spl0_1801 ),
    inference(avatar_split_clause,[],[f17119,f9783,f17123]) ).

fof(f17128,plain,
    ( ~ xuntil6(s227)
    | ~ node4(s227)
    | ~ spl0_910 ),
    inference(resolution,[],[f5040,f938]) ).

fof(f17129,plain,
    ( ~ node4(s227)
    | ~ spl0_910
    | ~ spl0_911 ),
    inference(forward_subsumption_resolution,[],[f17128,f5046]) ).

fof(f17132,plain,
    ( ~ xuntil6(s227)
    | ~ spl0_910
    | ~ spl0_1798 ),
    inference(forward_subsumption_resolution,[],[f17128,f12255]) ).

fof(f17133,plain,
    ( ~ spl0_911
    | ~ spl0_910
    | ~ spl0_1798 ),
    inference(avatar_split_clause,[],[f17132,f9770,f5038,f5044]) ).

fof(f17134,plain,
    ( ~ xuntil6(s228)
    | ~ node4(s228)
    | ~ spl0_912 ),
    inference(resolution,[],[f5050,f938]) ).

fof(f17135,plain,
    ( ~ node4(s228)
    | ~ spl0_912
    | ~ spl0_913 ),
    inference(forward_subsumption_resolution,[],[f17134,f5056]) ).

fof(f17136,plain,
    ( $false
    | ~ spl0_912
    | ~ spl0_913
    | ~ spl0_1796 ),
    inference(forward_subsumption_resolution,[],[f17135,f12253]) ).

fof(f17137,plain,
    ( ~ spl0_912
    | ~ spl0_913
    | ~ spl0_1796 ),
    inference(avatar_contradiction_clause,[],[f17136]) ).

fof(f17138,plain,
    ( ! [X0] :
        ( trans(X0,s228)
        | always3(X0) )
    | ~ spl0_1797 ),
    inference(resolution,[],[f9767,f934]) ).

fof(f17139,plain,
    ( node4(s228)
    | ~ spl0_1797 ),
    inference(resolution,[],[f9767,f937]) ).

fof(f17140,plain,
    ( $false
    | ~ spl0_912
    | ~ spl0_913
    | ~ spl0_1797 ),
    inference(forward_subsumption_resolution,[],[f17139,f17135]) ).

fof(f17141,plain,
    ( ~ spl0_912
    | ~ spl0_913
    | ~ spl0_1797 ),
    inference(avatar_contradiction_clause,[],[f17140]) ).

fof(f17143,definition,
    ( spl0_2483
  <=> node4(s227) ),
    introduced(definition,[new_symbols(definition,[spl0_2483])],[avatar_definition]) ).

fof(f17144,plain,
    ( node4(s227)
    | ~ spl0_2483 ),
    inference(avatar_component_clause,[],[f17143]) ).

fof(f17147,plain,
    ( ~ spl0_2483
    | ~ spl0_910
    | ~ spl0_911 ),
    inference(avatar_split_clause,[],[f17129,f5044,f5038,f17143]) ).

fof(f17150,plain,
    ( ! [X0] :
        ( trans(X0,s227)
        | always3(X0) )
    | ~ spl0_1799 ),
    inference(resolution,[],[f9776,f934]) ).

fof(f17151,plain,
    ( node4(s227)
    | ~ spl0_1799 ),
    inference(resolution,[],[f9776,f937]) ).

fof(f17155,definition,
    ( spl0_2484
  <=> node4(s228) ),
    introduced(definition,[new_symbols(definition,[spl0_2484])],[avatar_definition]) ).

fof(f17156,plain,
    ( node4(s228)
    | ~ spl0_2484 ),
    inference(avatar_component_clause,[],[f17155]) ).

fof(f17159,plain,
    ( spl0_2483
    | ~ spl0_1799 ),
    inference(avatar_split_clause,[],[f17151,f9774,f17143]) ).

fof(f17162,plain,
    ( ~ xuntil6(s229)
    | ~ node4(s229)
    | ~ spl0_914 ),
    inference(resolution,[],[f5060,f938]) ).

fof(f17163,plain,
    ( ~ node4(s229)
    | ~ spl0_914
    | ~ spl0_915 ),
    inference(forward_subsumption_resolution,[],[f17162,f5066]) ).

fof(f17166,plain,
    ( ~ xuntil6(s229)
    | ~ spl0_914
    | ~ spl0_1794 ),
    inference(forward_subsumption_resolution,[],[f17162,f12251]) ).

fof(f17167,plain,
    ( ~ spl0_915
    | ~ spl0_914
    | ~ spl0_1794 ),
    inference(avatar_split_clause,[],[f17166,f9752,f5058,f5064]) ).

fof(f17168,plain,
    ( ~ xuntil6(s230)
    | ~ node4(s230)
    | ~ spl0_916 ),
    inference(resolution,[],[f5070,f938]) ).

fof(f17169,plain,
    ( ~ node4(s230)
    | ~ spl0_916
    | ~ spl0_917 ),
    inference(forward_subsumption_resolution,[],[f17168,f5076]) ).

fof(f17172,plain,
    ( ~ xuntil6(s230)
    | ~ spl0_916
    | ~ spl0_1792 ),
    inference(forward_subsumption_resolution,[],[f17168,f12249]) ).

fof(f17173,plain,
    ( ~ spl0_917
    | ~ spl0_916
    | ~ spl0_1792 ),
    inference(avatar_split_clause,[],[f17172,f9743,f5068,f5074]) ).

fof(f17174,plain,
    ( ~ xuntil6(s231)
    | ~ node4(s231)
    | ~ spl0_918 ),
    inference(resolution,[],[f5080,f938]) ).

fof(f17175,plain,
    ( ~ node4(s231)
    | ~ spl0_918
    | ~ spl0_919 ),
    inference(forward_subsumption_resolution,[],[f17174,f5086]) ).

fof(f17178,plain,
    ( ~ xuntil6(s231)
    | ~ spl0_918
    | ~ spl0_1790 ),
    inference(forward_subsumption_resolution,[],[f17174,f12247]) ).

fof(f17179,plain,
    ( ~ spl0_919
    | ~ spl0_918
    | ~ spl0_1790 ),
    inference(avatar_split_clause,[],[f17178,f9734,f5078,f5084]) ).

fof(f17180,plain,
    ( ~ xuntil6(s232)
    | ~ node4(s232)
    | ~ spl0_920 ),
    inference(resolution,[],[f5090,f938]) ).

fof(f17181,plain,
    ( ~ node4(s232)
    | ~ spl0_920
    | ~ spl0_921 ),
    inference(forward_subsumption_resolution,[],[f17180,f5096]) ).

fof(f17184,plain,
    ( ~ xuntil6(s232)
    | ~ spl0_920
    | ~ spl0_1788 ),
    inference(forward_subsumption_resolution,[],[f17180,f12245]) ).

fof(f17185,plain,
    ( ~ spl0_921
    | ~ spl0_920
    | ~ spl0_1788 ),
    inference(avatar_split_clause,[],[f17184,f9725,f5088,f5094]) ).

fof(f17186,plain,
    ( ~ xuntil6(s233)
    | ~ node4(s233)
    | ~ spl0_922 ),
    inference(resolution,[],[f5100,f938]) ).

fof(f17187,plain,
    ( ~ node4(s233)
    | ~ spl0_922
    | ~ spl0_923 ),
    inference(forward_subsumption_resolution,[],[f17186,f5106]) ).

fof(f17190,plain,
    ( ~ xuntil6(s233)
    | ~ spl0_922
    | ~ spl0_1786 ),
    inference(forward_subsumption_resolution,[],[f17186,f12243]) ).

fof(f17191,plain,
    ( ~ spl0_923
    | ~ spl0_922
    | ~ spl0_1786 ),
    inference(avatar_split_clause,[],[f17190,f9716,f5098,f5104]) ).

fof(f17192,plain,
    ( ~ xuntil6(s234)
    | ~ node4(s234)
    | ~ spl0_924 ),
    inference(resolution,[],[f5110,f938]) ).

fof(f17193,plain,
    ( ~ node4(s234)
    | ~ spl0_924
    | ~ spl0_925 ),
    inference(forward_subsumption_resolution,[],[f17192,f5116]) ).

fof(f17196,plain,
    ( ~ xuntil6(s234)
    | ~ spl0_924
    | ~ spl0_1784 ),
    inference(forward_subsumption_resolution,[],[f17192,f12241]) ).

fof(f17197,plain,
    ( ~ spl0_925
    | ~ spl0_924
    | ~ spl0_1784 ),
    inference(avatar_split_clause,[],[f17196,f9707,f5108,f5114]) ).

fof(f17198,plain,
    ( ~ xuntil6(s235)
    | ~ node4(s235)
    | ~ spl0_926 ),
    inference(resolution,[],[f5120,f938]) ).

fof(f17199,plain,
    ( ~ node4(s235)
    | ~ spl0_926
    | ~ spl0_927 ),
    inference(forward_subsumption_resolution,[],[f17198,f5126]) ).

fof(f17202,plain,
    ( ~ xuntil6(s235)
    | ~ spl0_926
    | ~ spl0_1782 ),
    inference(forward_subsumption_resolution,[],[f17198,f12239]) ).

fof(f17203,plain,
    ( ~ spl0_927
    | ~ spl0_926
    | ~ spl0_1782 ),
    inference(avatar_split_clause,[],[f17202,f9698,f5118,f5124]) ).

fof(f17204,plain,
    ( ~ xuntil6(s236)
    | ~ node4(s236)
    | ~ spl0_928 ),
    inference(resolution,[],[f5130,f938]) ).

fof(f17205,plain,
    ( ~ node4(s236)
    | ~ spl0_928
    | ~ spl0_929 ),
    inference(forward_subsumption_resolution,[],[f17204,f5136]) ).

fof(f17208,plain,
    ( ~ xuntil6(s236)
    | ~ spl0_928
    | ~ spl0_1780 ),
    inference(forward_subsumption_resolution,[],[f17204,f12237]) ).

fof(f17209,plain,
    ( ~ spl0_929
    | ~ spl0_928
    | ~ spl0_1780 ),
    inference(avatar_split_clause,[],[f17208,f9689,f5128,f5134]) ).

fof(f17210,plain,
    ( ~ xuntil6(s237)
    | ~ node4(s237)
    | ~ spl0_930 ),
    inference(resolution,[],[f5140,f938]) ).

fof(f17211,plain,
    ( ~ node4(s237)
    | ~ spl0_930
    | ~ spl0_931 ),
    inference(forward_subsumption_resolution,[],[f17210,f5146]) ).

fof(f17214,plain,
    ( ~ xuntil6(s237)
    | ~ spl0_930
    | ~ spl0_1778 ),
    inference(forward_subsumption_resolution,[],[f17210,f12235]) ).

fof(f17215,plain,
    ( ~ spl0_931
    | ~ spl0_930
    | ~ spl0_1778 ),
    inference(avatar_split_clause,[],[f17214,f9680,f5138,f5144]) ).

fof(f17216,plain,
    ( ~ xuntil6(s238)
    | ~ node4(s238)
    | ~ spl0_932 ),
    inference(resolution,[],[f5150,f938]) ).

fof(f17217,plain,
    ( ~ node4(s238)
    | ~ spl0_932
    | ~ spl0_933 ),
    inference(forward_subsumption_resolution,[],[f17216,f5156]) ).

fof(f17220,plain,
    ( ~ xuntil6(s238)
    | ~ spl0_932
    | ~ spl0_1776 ),
    inference(forward_subsumption_resolution,[],[f17216,f12233]) ).

fof(f17221,plain,
    ( ~ spl0_933
    | ~ spl0_932
    | ~ spl0_1776 ),
    inference(avatar_split_clause,[],[f17220,f9671,f5148,f5154]) ).

fof(f17222,plain,
    ( ~ xuntil6(s239)
    | ~ node4(s239)
    | ~ spl0_934 ),
    inference(resolution,[],[f5160,f938]) ).

fof(f17223,plain,
    ( ~ node4(s239)
    | ~ spl0_934
    | ~ spl0_935 ),
    inference(forward_subsumption_resolution,[],[f17222,f5166]) ).

fof(f17224,plain,
    ( $false
    | ~ spl0_934
    | ~ spl0_935
    | ~ spl0_1774 ),
    inference(forward_subsumption_resolution,[],[f17223,f12231]) ).

fof(f17225,plain,
    ( ~ spl0_934
    | ~ spl0_935
    | ~ spl0_1774 ),
    inference(avatar_contradiction_clause,[],[f17224]) ).

fof(f17226,plain,
    ( ! [X0] :
        ( trans(X0,s239)
        | always3(X0) )
    | ~ spl0_1775 ),
    inference(resolution,[],[f9668,f934]) ).

fof(f17227,plain,
    ( node4(s239)
    | ~ spl0_1775 ),
    inference(resolution,[],[f9668,f937]) ).

fof(f17228,plain,
    ( $false
    | ~ spl0_934
    | ~ spl0_935
    | ~ spl0_1775 ),
    inference(forward_subsumption_resolution,[],[f17227,f17223]) ).

fof(f17229,plain,
    ( ~ spl0_934
    | ~ spl0_935
    | ~ spl0_1775 ),
    inference(avatar_contradiction_clause,[],[f17228]) ).

fof(f17231,definition,
    ( spl0_2485
  <=> node4(s238) ),
    introduced(definition,[new_symbols(definition,[spl0_2485])],[avatar_definition]) ).

fof(f17232,plain,
    ( node4(s238)
    | ~ spl0_2485 ),
    inference(avatar_component_clause,[],[f17231]) ).

fof(f17235,plain,
    ( ~ spl0_2485
    | ~ spl0_932
    | ~ spl0_933 ),
    inference(avatar_split_clause,[],[f17217,f5154,f5148,f17231]) ).

fof(f17238,plain,
    ( ! [X0] :
        ( trans(X0,s238)
        | always3(X0) )
    | ~ spl0_1777 ),
    inference(resolution,[],[f9677,f934]) ).

fof(f17239,plain,
    ( node4(s238)
    | ~ spl0_1777 ),
    inference(resolution,[],[f9677,f937]) ).

fof(f17242,plain,
    ( spl0_2485
    | ~ spl0_1777 ),
    inference(avatar_split_clause,[],[f17239,f9675,f17231]) ).

fof(f17244,definition,
    ( spl0_2486
  <=> node4(s237) ),
    introduced(definition,[new_symbols(definition,[spl0_2486])],[avatar_definition]) ).

fof(f17245,plain,
    ( node4(s237)
    | ~ spl0_2486 ),
    inference(avatar_component_clause,[],[f17244]) ).

fof(f17248,plain,
    ( ~ spl0_2486
    | ~ spl0_930
    | ~ spl0_931 ),
    inference(avatar_split_clause,[],[f17211,f5144,f5138,f17244]) ).

fof(f17249,plain,
    ( ! [X0] :
        ( trans(X0,s237)
        | always3(X0) )
    | ~ spl0_1779 ),
    inference(resolution,[],[f9686,f934]) ).

fof(f17250,plain,
    ( node4(s237)
    | ~ spl0_1779 ),
    inference(resolution,[],[f9686,f937]) ).

fof(f17253,plain,
    ( spl0_2486
    | ~ spl0_1779 ),
    inference(avatar_split_clause,[],[f17250,f9684,f17244]) ).

fof(f17255,definition,
    ( spl0_2487
  <=> node4(s236) ),
    introduced(definition,[new_symbols(definition,[spl0_2487])],[avatar_definition]) ).

fof(f17256,plain,
    ( node4(s236)
    | ~ spl0_2487 ),
    inference(avatar_component_clause,[],[f17255]) ).

fof(f17259,plain,
    ( ~ spl0_2487
    | ~ spl0_928
    | ~ spl0_929 ),
    inference(avatar_split_clause,[],[f17205,f5134,f5128,f17255]) ).

fof(f17260,plain,
    ( ! [X0] :
        ( trans(X0,s236)
        | always3(X0) )
    | ~ spl0_1781 ),
    inference(resolution,[],[f9695,f934]) ).

fof(f17261,plain,
    ( node4(s236)
    | ~ spl0_1781 ),
    inference(resolution,[],[f9695,f937]) ).

fof(f17264,plain,
    ( spl0_2487
    | ~ spl0_1781 ),
    inference(avatar_split_clause,[],[f17261,f9693,f17255]) ).

fof(f17266,definition,
    ( spl0_2488
  <=> node4(s235) ),
    introduced(definition,[new_symbols(definition,[spl0_2488])],[avatar_definition]) ).

fof(f17267,plain,
    ( node4(s235)
    | ~ spl0_2488 ),
    inference(avatar_component_clause,[],[f17266]) ).

fof(f17270,plain,
    ( ~ spl0_2488
    | ~ spl0_926
    | ~ spl0_927 ),
    inference(avatar_split_clause,[],[f17199,f5124,f5118,f17266]) ).

fof(f17271,plain,
    ( ! [X0] :
        ( trans(X0,s235)
        | always3(X0) )
    | ~ spl0_1783 ),
    inference(resolution,[],[f9704,f934]) ).

fof(f17272,plain,
    ( node4(s235)
    | ~ spl0_1783 ),
    inference(resolution,[],[f9704,f937]) ).

fof(f17275,plain,
    ( spl0_2488
    | ~ spl0_1783 ),
    inference(avatar_split_clause,[],[f17272,f9702,f17266]) ).

fof(f17277,definition,
    ( spl0_2489
  <=> node4(s234) ),
    introduced(definition,[new_symbols(definition,[spl0_2489])],[avatar_definition]) ).

fof(f17278,plain,
    ( node4(s234)
    | ~ spl0_2489 ),
    inference(avatar_component_clause,[],[f17277]) ).

fof(f17279,plain,
    ( ~ node4(s234)
    | spl0_2489 ),
    inference(avatar_component_clause,[],[f17277]) ).

fof(f17281,plain,
    ( ~ spl0_2489
    | ~ spl0_924
    | ~ spl0_925 ),
    inference(avatar_split_clause,[],[f17193,f5114,f5108,f17277]) ).

fof(f17282,plain,
    ( ! [X0] :
        ( trans(X0,s234)
        | always3(X0) )
    | ~ spl0_1785 ),
    inference(resolution,[],[f9713,f934]) ).

fof(f17283,plain,
    ( node4(s234)
    | ~ spl0_1785 ),
    inference(resolution,[],[f9713,f937]) ).

fof(f17286,plain,
    ( $false
    | ~ spl0_1784
    | spl0_2489 ),
    inference(forward_subsumption_resolution,[],[f12241,f17279]) ).

fof(f17287,plain,
    ( ~ spl0_1784
    | spl0_2489 ),
    inference(avatar_contradiction_clause,[],[f17286]) ).

fof(f17289,definition,
    ( spl0_2490
  <=> node4(s233) ),
    introduced(definition,[new_symbols(definition,[spl0_2490])],[avatar_definition]) ).

fof(f17290,plain,
    ( node4(s233)
    | ~ spl0_2490 ),
    inference(avatar_component_clause,[],[f17289]) ).

fof(f17291,plain,
    ( ~ node4(s233)
    | spl0_2490 ),
    inference(avatar_component_clause,[],[f17289]) ).

fof(f17293,plain,
    ( spl0_2489
    | ~ spl0_1785 ),
    inference(avatar_split_clause,[],[f17283,f9711,f17277]) ).

fof(f17294,plain,
    ( ~ spl0_2490
    | ~ spl0_922
    | ~ spl0_923 ),
    inference(avatar_split_clause,[],[f17187,f5104,f5098,f17289]) ).

fof(f17297,plain,
    ( ! [X0] :
        ( trans(X0,s233)
        | always3(X0) )
    | ~ spl0_1787 ),
    inference(resolution,[],[f9722,f934]) ).

fof(f17298,plain,
    ( node4(s233)
    | ~ spl0_1787 ),
    inference(resolution,[],[f9722,f937]) ).

fof(f17301,plain,
    ( $false
    | ~ spl0_1786
    | spl0_2490 ),
    inference(forward_subsumption_resolution,[],[f12243,f17291]) ).

fof(f17302,plain,
    ( ~ spl0_1786
    | spl0_2490 ),
    inference(avatar_contradiction_clause,[],[f17301]) ).

fof(f17304,definition,
    ( spl0_2491
  <=> node4(s232) ),
    introduced(definition,[new_symbols(definition,[spl0_2491])],[avatar_definition]) ).

fof(f17305,plain,
    ( node4(s232)
    | ~ spl0_2491 ),
    inference(avatar_component_clause,[],[f17304]) ).

fof(f17308,plain,
    ( spl0_2490
    | ~ spl0_1787 ),
    inference(avatar_split_clause,[],[f17298,f9720,f17289]) ).

fof(f17309,plain,
    ( ~ spl0_2491
    | ~ spl0_920
    | ~ spl0_921 ),
    inference(avatar_split_clause,[],[f17181,f5094,f5088,f17304]) ).

fof(f17312,plain,
    ( ! [X0] :
        ( trans(X0,s232)
        | always3(X0) )
    | ~ spl0_1789 ),
    inference(resolution,[],[f9731,f934]) ).

fof(f17313,plain,
    ( node4(s232)
    | ~ spl0_1789 ),
    inference(resolution,[],[f9731,f937]) ).

fof(f17316,plain,
    ( spl0_2491
    | ~ spl0_1789 ),
    inference(avatar_split_clause,[],[f17313,f9729,f17304]) ).

fof(f17318,definition,
    ( spl0_2492
  <=> node4(s231) ),
    introduced(definition,[new_symbols(definition,[spl0_2492])],[avatar_definition]) ).

fof(f17319,plain,
    ( node4(s231)
    | ~ spl0_2492 ),
    inference(avatar_component_clause,[],[f17318]) ).

fof(f17322,plain,
    ( ~ spl0_2492
    | ~ spl0_918
    | ~ spl0_919 ),
    inference(avatar_split_clause,[],[f17175,f5084,f5078,f17318]) ).

fof(f17323,plain,
    ( ! [X0] :
        ( trans(X0,s231)
        | always3(X0) )
    | ~ spl0_1791 ),
    inference(resolution,[],[f9740,f934]) ).

fof(f17324,plain,
    ( node4(s231)
    | ~ spl0_1791 ),
    inference(resolution,[],[f9740,f937]) ).

fof(f17327,plain,
    ( spl0_2492
    | ~ spl0_1791 ),
    inference(avatar_split_clause,[],[f17324,f9738,f17318]) ).

fof(f17329,definition,
    ( spl0_2493
  <=> node4(s230) ),
    introduced(definition,[new_symbols(definition,[spl0_2493])],[avatar_definition]) ).

fof(f17330,plain,
    ( node4(s230)
    | ~ spl0_2493 ),
    inference(avatar_component_clause,[],[f17329]) ).

fof(f17333,plain,
    ( ~ spl0_2493
    | ~ spl0_916
    | ~ spl0_917 ),
    inference(avatar_split_clause,[],[f17169,f5074,f5068,f17329]) ).

fof(f17334,plain,
    ( ! [X0] :
        ( trans(X0,s230)
        | always3(X0) )
    | ~ spl0_1793 ),
    inference(resolution,[],[f9749,f934]) ).

fof(f17335,plain,
    ( node4(s230)
    | ~ spl0_1793 ),
    inference(resolution,[],[f9749,f937]) ).

fof(f17338,plain,
    ( spl0_2493
    | ~ spl0_1793 ),
    inference(avatar_split_clause,[],[f17335,f9747,f17329]) ).

fof(f17340,definition,
    ( spl0_2494
  <=> node4(s229) ),
    introduced(definition,[new_symbols(definition,[spl0_2494])],[avatar_definition]) ).

fof(f17341,plain,
    ( node4(s229)
    | ~ spl0_2494 ),
    inference(avatar_component_clause,[],[f17340]) ).

fof(f17344,plain,
    ( ~ spl0_2494
    | ~ spl0_914
    | ~ spl0_915 ),
    inference(avatar_split_clause,[],[f17163,f5064,f5058,f17340]) ).

fof(f17345,plain,
    ( ! [X0] :
        ( trans(X0,s229)
        | always3(X0) )
    | ~ spl0_1795 ),
    inference(resolution,[],[f9758,f934]) ).

fof(f17346,plain,
    ( node4(s229)
    | ~ spl0_1795 ),
    inference(resolution,[],[f9758,f937]) ).

fof(f17359,definition,
    ( spl0_2495
  <=> node4(s239) ),
    introduced(definition,[new_symbols(definition,[spl0_2495])],[avatar_definition]) ).

fof(f17360,plain,
    ( node4(s239)
    | ~ spl0_2495 ),
    inference(avatar_component_clause,[],[f17359]) ).

fof(f17363,plain,
    ( spl0_2494
    | ~ spl0_1795 ),
    inference(avatar_split_clause,[],[f17346,f9756,f17340]) ).

fof(f17384,plain,
    ( ~ xuntil6(s240)
    | ~ node4(s240)
    | ~ spl0_936 ),
    inference(resolution,[],[f5170,f938]) ).

fof(f17385,plain,
    ( ~ node4(s240)
    | ~ spl0_936
    | ~ spl0_937 ),
    inference(forward_subsumption_resolution,[],[f17384,f5176]) ).

fof(f17388,plain,
    ( ~ xuntil6(s240)
    | ~ spl0_936
    | ~ spl0_1772 ),
    inference(forward_subsumption_resolution,[],[f17384,f12229]) ).

fof(f17389,plain,
    ( ~ spl0_937
    | ~ spl0_936
    | ~ spl0_1772 ),
    inference(avatar_split_clause,[],[f17388,f9653,f5168,f5174]) ).

fof(f17390,plain,
    ( ~ xuntil6(s241)
    | ~ node4(s241)
    | ~ spl0_938 ),
    inference(resolution,[],[f5180,f938]) ).

fof(f17391,plain,
    ( ~ node4(s241)
    | ~ spl0_938
    | ~ spl0_939 ),
    inference(forward_subsumption_resolution,[],[f17390,f5186]) ).

fof(f17394,plain,
    ( ~ xuntil6(s241)
    | ~ spl0_938
    | ~ spl0_1770 ),
    inference(forward_subsumption_resolution,[],[f17390,f12227]) ).

fof(f17395,plain,
    ( ~ spl0_939
    | ~ spl0_938
    | ~ spl0_1770 ),
    inference(avatar_split_clause,[],[f17394,f9644,f5178,f5184]) ).

fof(f17396,plain,
    ( ~ xuntil6(s242)
    | ~ node4(s242)
    | ~ spl0_940 ),
    inference(resolution,[],[f5190,f938]) ).

fof(f17397,plain,
    ( ~ node4(s242)
    | ~ spl0_940
    | ~ spl0_941 ),
    inference(forward_subsumption_resolution,[],[f17396,f5196]) ).

fof(f17400,plain,
    ( ~ xuntil6(s242)
    | ~ spl0_940
    | ~ spl0_1768 ),
    inference(forward_subsumption_resolution,[],[f17396,f12225]) ).

fof(f17401,plain,
    ( ~ spl0_941
    | ~ spl0_940
    | ~ spl0_1768 ),
    inference(avatar_split_clause,[],[f17400,f9635,f5188,f5194]) ).

fof(f17402,plain,
    ( ~ xuntil6(s243)
    | ~ node4(s243)
    | ~ spl0_942 ),
    inference(resolution,[],[f5200,f938]) ).

fof(f17403,plain,
    ( ~ node4(s243)
    | ~ spl0_942
    | ~ spl0_943 ),
    inference(forward_subsumption_resolution,[],[f17402,f5206]) ).

fof(f17406,plain,
    ( ~ xuntil6(s243)
    | ~ spl0_942
    | ~ spl0_1766 ),
    inference(forward_subsumption_resolution,[],[f17402,f12223]) ).

fof(f17407,plain,
    ( ~ spl0_943
    | ~ spl0_942
    | ~ spl0_1766 ),
    inference(avatar_split_clause,[],[f17406,f9626,f5198,f5204]) ).

fof(f17408,plain,
    ( ~ xuntil6(s244)
    | ~ node4(s244)
    | ~ spl0_944 ),
    inference(resolution,[],[f5210,f938]) ).

fof(f17409,plain,
    ( ~ node4(s244)
    | ~ spl0_944
    | ~ spl0_945 ),
    inference(forward_subsumption_resolution,[],[f17408,f5216]) ).

fof(f17412,plain,
    ( ~ xuntil6(s244)
    | ~ spl0_944
    | ~ spl0_1764 ),
    inference(forward_subsumption_resolution,[],[f17408,f12221]) ).

fof(f17413,plain,
    ( ~ spl0_945
    | ~ spl0_944
    | ~ spl0_1764 ),
    inference(avatar_split_clause,[],[f17412,f9617,f5208,f5214]) ).

fof(f17414,plain,
    ( ~ xuntil6(s245)
    | ~ node4(s245)
    | ~ spl0_946 ),
    inference(resolution,[],[f5220,f938]) ).

fof(f17415,plain,
    ( ~ node4(s245)
    | ~ spl0_946
    | ~ spl0_947 ),
    inference(forward_subsumption_resolution,[],[f17414,f5226]) ).

fof(f17418,plain,
    ( ~ xuntil6(s245)
    | ~ spl0_946
    | ~ spl0_1762 ),
    inference(forward_subsumption_resolution,[],[f17414,f12219]) ).

fof(f17419,plain,
    ( ~ spl0_947
    | ~ spl0_946
    | ~ spl0_1762 ),
    inference(avatar_split_clause,[],[f17418,f9608,f5218,f5224]) ).

fof(f17420,plain,
    ( ~ xuntil6(s246)
    | ~ node4(s246)
    | ~ spl0_948 ),
    inference(resolution,[],[f5230,f938]) ).

fof(f17421,plain,
    ( ~ node4(s246)
    | ~ spl0_948
    | ~ spl0_949 ),
    inference(forward_subsumption_resolution,[],[f17420,f5236]) ).

fof(f17424,plain,
    ( ~ xuntil6(s246)
    | ~ spl0_948
    | ~ spl0_1760 ),
    inference(forward_subsumption_resolution,[],[f17420,f12217]) ).

fof(f17425,plain,
    ( ~ spl0_949
    | ~ spl0_948
    | ~ spl0_1760 ),
    inference(avatar_split_clause,[],[f17424,f9599,f5228,f5234]) ).

fof(f17426,plain,
    ( ~ xuntil6(s247)
    | ~ node4(s247)
    | ~ spl0_950 ),
    inference(resolution,[],[f5240,f938]) ).

fof(f17427,plain,
    ( ~ node4(s247)
    | ~ spl0_950
    | ~ spl0_951 ),
    inference(forward_subsumption_resolution,[],[f17426,f5246]) ).

fof(f17430,plain,
    ( ~ xuntil6(s247)
    | ~ spl0_950
    | ~ spl0_1758 ),
    inference(forward_subsumption_resolution,[],[f17426,f12215]) ).

fof(f17431,plain,
    ( ~ spl0_951
    | ~ spl0_950
    | ~ spl0_1758 ),
    inference(avatar_split_clause,[],[f17430,f9590,f5238,f5244]) ).

fof(f17432,plain,
    ( ~ xuntil6(s248)
    | ~ node4(s248)
    | ~ spl0_952 ),
    inference(resolution,[],[f5250,f938]) ).

fof(f17433,plain,
    ( ~ node4(s248)
    | ~ spl0_952
    | ~ spl0_953 ),
    inference(forward_subsumption_resolution,[],[f17432,f5256]) ).

fof(f17436,plain,
    ( ~ xuntil6(s248)
    | ~ spl0_952
    | ~ spl0_1756 ),
    inference(forward_subsumption_resolution,[],[f17432,f12213]) ).

fof(f17437,plain,
    ( ~ spl0_953
    | ~ spl0_952
    | ~ spl0_1756 ),
    inference(avatar_split_clause,[],[f17436,f9581,f5248,f5254]) ).

fof(f17438,plain,
    ( ~ xuntil6(s249)
    | ~ node4(s249)
    | ~ spl0_954 ),
    inference(resolution,[],[f5260,f938]) ).

fof(f17439,plain,
    ( ~ node4(s249)
    | ~ spl0_954
    | ~ spl0_955 ),
    inference(forward_subsumption_resolution,[],[f17438,f5266]) ).

fof(f17440,plain,
    ( $false
    | ~ spl0_954
    | ~ spl0_955
    | ~ spl0_1754 ),
    inference(forward_subsumption_resolution,[],[f17439,f12211]) ).

fof(f17441,plain,
    ( ~ spl0_954
    | ~ spl0_955
    | ~ spl0_1754 ),
    inference(avatar_contradiction_clause,[],[f17440]) ).

fof(f17442,plain,
    ( ! [X0] :
        ( trans(X0,s249)
        | always3(X0) )
    | ~ spl0_1755 ),
    inference(resolution,[],[f9578,f934]) ).

fof(f17443,plain,
    ( node4(s249)
    | ~ spl0_1755 ),
    inference(resolution,[],[f9578,f937]) ).

fof(f17444,plain,
    ( $false
    | ~ spl0_954
    | ~ spl0_955
    | ~ spl0_1755 ),
    inference(forward_subsumption_resolution,[],[f17443,f17439]) ).

fof(f17445,plain,
    ( ~ spl0_954
    | ~ spl0_955
    | ~ spl0_1755 ),
    inference(avatar_contradiction_clause,[],[f17444]) ).

fof(f17447,definition,
    ( spl0_2496
  <=> node4(s248) ),
    introduced(definition,[new_symbols(definition,[spl0_2496])],[avatar_definition]) ).

fof(f17448,plain,
    ( node4(s248)
    | ~ spl0_2496 ),
    inference(avatar_component_clause,[],[f17447]) ).

fof(f17451,plain,
    ( ~ spl0_2496
    | ~ spl0_952
    | ~ spl0_953 ),
    inference(avatar_split_clause,[],[f17433,f5254,f5248,f17447]) ).

fof(f17454,plain,
    ( ! [X0] :
        ( trans(X0,s248)
        | always3(X0) )
    | ~ spl0_1757 ),
    inference(resolution,[],[f9587,f934]) ).

fof(f17455,plain,
    ( node4(s248)
    | ~ spl0_1757 ),
    inference(resolution,[],[f9587,f937]) ).

fof(f17458,plain,
    ( spl0_2496
    | ~ spl0_1757 ),
    inference(avatar_split_clause,[],[f17455,f9585,f17447]) ).

fof(f17460,definition,
    ( spl0_2497
  <=> node4(s247) ),
    introduced(definition,[new_symbols(definition,[spl0_2497])],[avatar_definition]) ).

fof(f17461,plain,
    ( node4(s247)
    | ~ spl0_2497 ),
    inference(avatar_component_clause,[],[f17460]) ).

fof(f17462,plain,
    ( ~ node4(s247)
    | spl0_2497 ),
    inference(avatar_component_clause,[],[f17460]) ).

fof(f17464,plain,
    ( ~ spl0_2497
    | ~ spl0_950
    | ~ spl0_951 ),
    inference(avatar_split_clause,[],[f17427,f5244,f5238,f17460]) ).

fof(f17465,plain,
    ( ! [X0] :
        ( trans(X0,s247)
        | always3(X0) )
    | ~ spl0_1759 ),
    inference(resolution,[],[f9596,f934]) ).

fof(f17466,plain,
    ( node4(s247)
    | ~ spl0_1759 ),
    inference(resolution,[],[f9596,f937]) ).

fof(f17467,plain,
    ( $false
    | ~ spl0_1759
    | spl0_2497 ),
    inference(forward_subsumption_resolution,[],[f17466,f17462]) ).

fof(f17468,plain,
    ( ~ spl0_1759
    | spl0_2497 ),
    inference(avatar_contradiction_clause,[],[f17467]) ).

fof(f17472,definition,
    ( spl0_2498
  <=> node4(s246) ),
    introduced(definition,[new_symbols(definition,[spl0_2498])],[avatar_definition]) ).

fof(f17473,plain,
    ( node4(s246)
    | ~ spl0_2498 ),
    inference(avatar_component_clause,[],[f17472]) ).

fof(f17476,plain,
    ( spl0_2497
    | ~ spl0_1758 ),
    inference(avatar_split_clause,[],[f12215,f9590,f17460]) ).

fof(f17477,plain,
    ( ~ spl0_2498
    | ~ spl0_948
    | ~ spl0_949 ),
    inference(avatar_split_clause,[],[f17421,f5234,f5228,f17472]) ).

fof(f17480,plain,
    ( ! [X0] :
        ( trans(X0,s246)
        | always3(X0) )
    | ~ spl0_1761 ),
    inference(resolution,[],[f9605,f934]) ).

fof(f17481,plain,
    ( node4(s246)
    | ~ spl0_1761 ),
    inference(resolution,[],[f9605,f937]) ).

fof(f17484,plain,
    ( spl0_2498
    | ~ spl0_1761 ),
    inference(avatar_split_clause,[],[f17481,f9603,f17472]) ).

fof(f17486,definition,
    ( spl0_2499
  <=> node4(s245) ),
    introduced(definition,[new_symbols(definition,[spl0_2499])],[avatar_definition]) ).

fof(f17487,plain,
    ( node4(s245)
    | ~ spl0_2499 ),
    inference(avatar_component_clause,[],[f17486]) ).

fof(f17490,plain,
    ( ~ spl0_2499
    | ~ spl0_946
    | ~ spl0_947 ),
    inference(avatar_split_clause,[],[f17415,f5224,f5218,f17486]) ).

fof(f17491,plain,
    ( ! [X0] :
        ( trans(X0,s245)
        | always3(X0) )
    | ~ spl0_1763 ),
    inference(resolution,[],[f9614,f934]) ).

fof(f17492,plain,
    ( node4(s245)
    | ~ spl0_1763 ),
    inference(resolution,[],[f9614,f937]) ).

fof(f17495,plain,
    ( spl0_2499
    | ~ spl0_1763 ),
    inference(avatar_split_clause,[],[f17492,f9612,f17486]) ).

fof(f17497,definition,
    ( spl0_2500
  <=> node4(s242) ),
    introduced(definition,[new_symbols(definition,[spl0_2500])],[avatar_definition]) ).

fof(f17498,plain,
    ( node4(s242)
    | ~ spl0_2500 ),
    inference(avatar_component_clause,[],[f17497]) ).

fof(f17499,plain,
    ( ~ node4(s242)
    | spl0_2500 ),
    inference(avatar_component_clause,[],[f17497]) ).

fof(f17501,plain,
    ( ~ spl0_2500
    | ~ spl0_940
    | ~ spl0_941 ),
    inference(avatar_split_clause,[],[f17397,f5194,f5188,f17497]) ).

fof(f17502,plain,
    ( ! [X0] :
        ( trans(X0,s242)
        | always3(X0) )
    | ~ spl0_1769 ),
    inference(resolution,[],[f9641,f934]) ).

fof(f17503,plain,
    ( node4(s242)
    | ~ spl0_1769 ),
    inference(resolution,[],[f9641,f937]) ).

fof(f17504,plain,
    ( $false
    | ~ spl0_1769
    | spl0_2500 ),
    inference(forward_subsumption_resolution,[],[f17503,f17499]) ).

fof(f17505,plain,
    ( ~ spl0_1769
    | spl0_2500 ),
    inference(avatar_contradiction_clause,[],[f17504]) ).

fof(f17510,plain,
    ( spl0_2500
    | ~ spl0_1768 ),
    inference(avatar_split_clause,[],[f12225,f9635,f17497]) ).

fof(f17515,plain,
    ( ! [X0] :
        ( trans(X0,s244)
        | always3(X0) )
    | ~ spl0_1765 ),
    inference(resolution,[],[f9623,f934]) ).

fof(f17516,plain,
    ( node4(s244)
    | ~ spl0_1765 ),
    inference(resolution,[],[f9623,f937]) ).

fof(f17517,plain,
    ( $false
    | ~ spl0_944
    | ~ spl0_945
    | ~ spl0_1765 ),
    inference(forward_subsumption_resolution,[],[f17516,f17409]) ).

fof(f17518,plain,
    ( ~ spl0_944
    | ~ spl0_945
    | ~ spl0_1765 ),
    inference(avatar_contradiction_clause,[],[f17517]) ).

fof(f17520,definition,
    ( spl0_2501
  <=> node4(s243) ),
    introduced(definition,[new_symbols(definition,[spl0_2501])],[avatar_definition]) ).

fof(f17521,plain,
    ( node4(s243)
    | ~ spl0_2501 ),
    inference(avatar_component_clause,[],[f17520]) ).

fof(f17522,plain,
    ( ~ node4(s243)
    | spl0_2501 ),
    inference(avatar_component_clause,[],[f17520]) ).

fof(f17525,plain,
    ( ~ spl0_2501
    | ~ spl0_942
    | ~ spl0_943 ),
    inference(avatar_split_clause,[],[f17403,f5204,f5198,f17520]) ).

fof(f17528,plain,
    ( ! [X0] :
        ( trans(X0,s243)
        | always3(X0) )
    | ~ spl0_1767 ),
    inference(resolution,[],[f9632,f934]) ).

fof(f17529,plain,
    ( node4(s243)
    | ~ spl0_1767 ),
    inference(resolution,[],[f9632,f937]) ).

fof(f17532,plain,
    ( $false
    | ~ spl0_1766
    | spl0_2501 ),
    inference(forward_subsumption_resolution,[],[f12223,f17522]) ).

fof(f17533,plain,
    ( ~ spl0_1766
    | spl0_2501 ),
    inference(avatar_contradiction_clause,[],[f17532]) ).

fof(f17535,definition,
    ( spl0_2502
  <=> node4(s240) ),
    introduced(definition,[new_symbols(definition,[spl0_2502])],[avatar_definition]) ).

fof(f17536,plain,
    ( node4(s240)
    | ~ spl0_2502 ),
    inference(avatar_component_clause,[],[f17535]) ).

fof(f17539,plain,
    ( spl0_2501
    | ~ spl0_1767 ),
    inference(avatar_split_clause,[],[f17529,f9630,f17520]) ).

fof(f17540,plain,
    ( ~ spl0_2502
    | ~ spl0_936
    | ~ spl0_937 ),
    inference(avatar_split_clause,[],[f17385,f5174,f5168,f17535]) ).

fof(f17545,plain,
    ( ! [X0] :
        ( trans(X0,s240)
        | always3(X0) )
    | ~ spl0_1773 ),
    inference(resolution,[],[f9659,f934]) ).

fof(f17546,plain,
    ( node4(s240)
    | ~ spl0_1773 ),
    inference(resolution,[],[f9659,f937]) ).

fof(f17550,plain,
    ( spl0_2502
    | ~ spl0_1773 ),
    inference(avatar_split_clause,[],[f17546,f9657,f17535]) ).

fof(f17553,plain,
    ( ! [X0] :
        ( trans(X0,s241)
        | always3(X0) )
    | ~ spl0_1771 ),
    inference(resolution,[],[f9650,f934]) ).

fof(f17554,plain,
    ( node4(s241)
    | ~ spl0_1771 ),
    inference(resolution,[],[f9650,f937]) ).

fof(f17555,plain,
    ( $false
    | ~ spl0_938
    | ~ spl0_939
    | ~ spl0_1771 ),
    inference(forward_subsumption_resolution,[],[f17554,f17391]) ).

fof(f17556,plain,
    ( ~ spl0_938
    | ~ spl0_939
    | ~ spl0_1771 ),
    inference(avatar_contradiction_clause,[],[f17555]) ).

fof(f17561,definition,
    ( spl0_2503
  <=> node4(s244) ),
    introduced(definition,[new_symbols(definition,[spl0_2503])],[avatar_definition]) ).

fof(f17562,plain,
    ( node4(s244)
    | ~ spl0_2503 ),
    inference(avatar_component_clause,[],[f17561]) ).

fof(f17571,definition,
    ( spl0_2504
  <=> node4(s249) ),
    introduced(definition,[new_symbols(definition,[spl0_2504])],[avatar_definition]) ).

fof(f17572,plain,
    ( node4(s249)
    | ~ spl0_2504 ),
    inference(avatar_component_clause,[],[f17571]) ).

fof(f17576,definition,
    ( spl0_2505
  <=> node4(s241) ),
    introduced(definition,[new_symbols(definition,[spl0_2505])],[avatar_definition]) ).

fof(f17577,plain,
    ( node4(s241)
    | ~ spl0_2505 ),
    inference(avatar_component_clause,[],[f17576]) ).

fof(f17581,plain,
    ( spl0_2505
    | ~ spl0_1771 ),
    inference(avatar_split_clause,[],[f17554,f9648,f17576]) ).

fof(f17598,plain,
    ( ~ xuntil6(s250)
    | ~ node4(s250)
    | ~ spl0_956 ),
    inference(resolution,[],[f5270,f938]) ).

fof(f17599,plain,
    ( ~ node4(s250)
    | ~ spl0_956
    | ~ spl0_957 ),
    inference(forward_subsumption_resolution,[],[f17598,f5276]) ).

fof(f17602,plain,
    ( ~ xuntil6(s250)
    | ~ spl0_956
    | ~ spl0_1752 ),
    inference(forward_subsumption_resolution,[],[f17598,f12209]) ).

fof(f17603,plain,
    ( ~ spl0_957
    | ~ spl0_956
    | ~ spl0_1752 ),
    inference(avatar_split_clause,[],[f17602,f9563,f5268,f5274]) ).

fof(f17604,plain,
    ( ~ xuntil6(s251)
    | ~ node4(s251)
    | ~ spl0_958 ),
    inference(resolution,[],[f5280,f938]) ).

fof(f17605,plain,
    ( ~ node4(s251)
    | ~ spl0_958
    | ~ spl0_959 ),
    inference(forward_subsumption_resolution,[],[f17604,f5286]) ).

fof(f17608,plain,
    ( ~ xuntil6(s251)
    | ~ spl0_958
    | ~ spl0_1750 ),
    inference(forward_subsumption_resolution,[],[f17604,f12207]) ).

fof(f17609,plain,
    ( ~ spl0_959
    | ~ spl0_958
    | ~ spl0_1750 ),
    inference(avatar_split_clause,[],[f17608,f9554,f5278,f5284]) ).

fof(f17610,plain,
    ( ~ xuntil6(s252)
    | ~ node4(s252)
    | ~ spl0_960 ),
    inference(resolution,[],[f5290,f938]) ).

fof(f17611,plain,
    ( ~ node4(s252)
    | ~ spl0_960
    | ~ spl0_961 ),
    inference(forward_subsumption_resolution,[],[f17610,f5296]) ).

fof(f17614,plain,
    ( ~ xuntil6(s252)
    | ~ spl0_960
    | ~ spl0_1748 ),
    inference(forward_subsumption_resolution,[],[f17610,f12205]) ).

fof(f17615,plain,
    ( ~ spl0_961
    | ~ spl0_960
    | ~ spl0_1748 ),
    inference(avatar_split_clause,[],[f17614,f9545,f5288,f5294]) ).

fof(f17616,plain,
    ( ~ xuntil6(s253)
    | ~ node4(s253)
    | ~ spl0_962 ),
    inference(resolution,[],[f5300,f938]) ).

fof(f17617,plain,
    ( ~ node4(s253)
    | ~ spl0_962
    | ~ spl0_963 ),
    inference(forward_subsumption_resolution,[],[f17616,f5306]) ).

fof(f17620,plain,
    ( ~ xuntil6(s253)
    | ~ spl0_962
    | ~ spl0_1746 ),
    inference(forward_subsumption_resolution,[],[f17616,f12203]) ).

fof(f17621,plain,
    ( ~ spl0_963
    | ~ spl0_962
    | ~ spl0_1746 ),
    inference(avatar_split_clause,[],[f17620,f9536,f5298,f5304]) ).

fof(f17622,plain,
    ( ~ xuntil6(s254)
    | ~ node4(s254)
    | ~ spl0_964 ),
    inference(resolution,[],[f5310,f938]) ).

fof(f17623,plain,
    ( ~ node4(s254)
    | ~ spl0_964
    | ~ spl0_965 ),
    inference(forward_subsumption_resolution,[],[f17622,f5316]) ).

fof(f17624,plain,
    ( $false
    | ~ spl0_964
    | ~ spl0_965
    | ~ spl0_1744 ),
    inference(forward_subsumption_resolution,[],[f17623,f12201]) ).

fof(f17625,plain,
    ( ~ spl0_964
    | ~ spl0_965
    | ~ spl0_1744 ),
    inference(avatar_contradiction_clause,[],[f17624]) ).

fof(f17626,plain,
    ( ! [X0] :
        ( trans(X0,s254)
        | always3(X0) )
    | ~ spl0_1745 ),
    inference(resolution,[],[f9533,f934]) ).

fof(f17627,plain,
    ( node4(s254)
    | ~ spl0_1745 ),
    inference(resolution,[],[f9533,f937]) ).

fof(f17628,plain,
    ( $false
    | ~ spl0_964
    | ~ spl0_965
    | ~ spl0_1745 ),
    inference(forward_subsumption_resolution,[],[f17627,f17623]) ).

fof(f17629,plain,
    ( ~ spl0_964
    | ~ spl0_965
    | ~ spl0_1745 ),
    inference(avatar_contradiction_clause,[],[f17628]) ).

fof(f17631,definition,
    ( spl0_2506
  <=> node4(s253) ),
    introduced(definition,[new_symbols(definition,[spl0_2506])],[avatar_definition]) ).

fof(f17632,plain,
    ( node4(s253)
    | ~ spl0_2506 ),
    inference(avatar_component_clause,[],[f17631]) ).

fof(f17635,plain,
    ( ~ spl0_2506
    | ~ spl0_962
    | ~ spl0_963 ),
    inference(avatar_split_clause,[],[f17617,f5304,f5298,f17631]) ).

fof(f17638,plain,
    ( ! [X0] :
        ( trans(X0,s253)
        | always3(X0) )
    | ~ spl0_1747 ),
    inference(resolution,[],[f9542,f934]) ).

fof(f17639,plain,
    ( node4(s253)
    | ~ spl0_1747 ),
    inference(resolution,[],[f9542,f937]) ).

fof(f17642,plain,
    ( spl0_2506
    | ~ spl0_1747 ),
    inference(avatar_split_clause,[],[f17639,f9540,f17631]) ).

fof(f17644,definition,
    ( spl0_2507
  <=> node4(s252) ),
    introduced(definition,[new_symbols(definition,[spl0_2507])],[avatar_definition]) ).

fof(f17645,plain,
    ( node4(s252)
    | ~ spl0_2507 ),
    inference(avatar_component_clause,[],[f17644]) ).

fof(f17648,plain,
    ( ~ spl0_2507
    | ~ spl0_960
    | ~ spl0_961 ),
    inference(avatar_split_clause,[],[f17611,f5294,f5288,f17644]) ).

fof(f17649,plain,
    ( ! [X0] :
        ( trans(X0,s252)
        | always3(X0) )
    | ~ spl0_1749 ),
    inference(resolution,[],[f9551,f934]) ).

fof(f17650,plain,
    ( node4(s252)
    | ~ spl0_1749 ),
    inference(resolution,[],[f9551,f937]) ).

fof(f17653,plain,
    ( spl0_2507
    | ~ spl0_1749 ),
    inference(avatar_split_clause,[],[f17650,f9549,f17644]) ).

fof(f17655,definition,
    ( spl0_2508
  <=> node4(s251) ),
    introduced(definition,[new_symbols(definition,[spl0_2508])],[avatar_definition]) ).

fof(f17656,plain,
    ( node4(s251)
    | ~ spl0_2508 ),
    inference(avatar_component_clause,[],[f17655]) ).

fof(f17659,plain,
    ( ~ spl0_2508
    | ~ spl0_958
    | ~ spl0_959 ),
    inference(avatar_split_clause,[],[f17605,f5284,f5278,f17655]) ).

fof(f17660,plain,
    ( ! [X0] :
        ( trans(X0,s251)
        | always3(X0) )
    | ~ spl0_1751 ),
    inference(resolution,[],[f9560,f934]) ).

fof(f17661,plain,
    ( node4(s251)
    | ~ spl0_1751 ),
    inference(resolution,[],[f9560,f937]) ).

fof(f17664,plain,
    ( spl0_2508
    | ~ spl0_1751 ),
    inference(avatar_split_clause,[],[f17661,f9558,f17655]) ).

fof(f17666,definition,
    ( spl0_2509
  <=> node4(s250) ),
    introduced(definition,[new_symbols(definition,[spl0_2509])],[avatar_definition]) ).

fof(f17667,plain,
    ( node4(s250)
    | ~ spl0_2509 ),
    inference(avatar_component_clause,[],[f17666]) ).

fof(f17670,plain,
    ( ~ spl0_2509
    | ~ spl0_956
    | ~ spl0_957 ),
    inference(avatar_split_clause,[],[f17599,f5274,f5268,f17666]) ).

fof(f17671,plain,
    ( ! [X0] :
        ( trans(X0,s250)
        | always3(X0) )
    | ~ spl0_1753 ),
    inference(resolution,[],[f9569,f934]) ).

fof(f17672,plain,
    ( node4(s250)
    | ~ spl0_1753 ),
    inference(resolution,[],[f9569,f937]) ).

fof(f17679,definition,
    ( spl0_2510
  <=> node4(s254) ),
    introduced(definition,[new_symbols(definition,[spl0_2510])],[avatar_definition]) ).

fof(f17680,plain,
    ( node4(s254)
    | ~ spl0_2510 ),
    inference(avatar_component_clause,[],[f17679]) ).

fof(f17683,plain,
    ( spl0_2509
    | ~ spl0_1753 ),
    inference(avatar_split_clause,[],[f17672,f9567,f17666]) ).

fof(f17692,plain,
    ( ~ xuntil6(s255)
    | ~ node4(s255)
    | ~ spl0_966 ),
    inference(resolution,[],[f5320,f938]) ).

fof(f17693,plain,
    ( ~ node4(s255)
    | ~ spl0_966
    | ~ spl0_967 ),
    inference(forward_subsumption_resolution,[],[f17692,f5326]) ).

fof(f17696,plain,
    ( ~ xuntil6(s255)
    | ~ spl0_966
    | ~ spl0_1742 ),
    inference(forward_subsumption_resolution,[],[f17692,f12199]) ).

fof(f17697,plain,
    ( ~ spl0_967
    | ~ spl0_966
    | ~ spl0_1742 ),
    inference(avatar_split_clause,[],[f17696,f9518,f5318,f5324]) ).

fof(f17698,plain,
    ( ~ xuntil6(s256)
    | ~ node4(s256)
    | ~ spl0_968 ),
    inference(resolution,[],[f5330,f938]) ).

fof(f17699,plain,
    ( ~ node4(s256)
    | ~ spl0_968
    | ~ spl0_969 ),
    inference(forward_subsumption_resolution,[],[f17698,f5336]) ).

fof(f17702,plain,
    ( ~ xuntil6(s256)
    | ~ spl0_968
    | ~ spl0_1740 ),
    inference(forward_subsumption_resolution,[],[f17698,f12197]) ).

fof(f17703,plain,
    ( ~ spl0_969
    | ~ spl0_968
    | ~ spl0_1740 ),
    inference(avatar_split_clause,[],[f17702,f9509,f5328,f5334]) ).

fof(f17704,plain,
    ( ~ xuntil6(s257)
    | ~ node4(s257)
    | ~ spl0_970 ),
    inference(resolution,[],[f5340,f938]) ).

fof(f17705,plain,
    ( ~ node4(s257)
    | ~ spl0_970
    | ~ spl0_971 ),
    inference(forward_subsumption_resolution,[],[f17704,f5346]) ).

fof(f17708,plain,
    ( ~ xuntil6(s257)
    | ~ spl0_970
    | ~ spl0_1738 ),
    inference(forward_subsumption_resolution,[],[f17704,f12195]) ).

fof(f17709,plain,
    ( ~ spl0_971
    | ~ spl0_970
    | ~ spl0_1738 ),
    inference(avatar_split_clause,[],[f17708,f9500,f5338,f5344]) ).

fof(f17710,plain,
    ( ~ xuntil6(s258)
    | ~ node4(s258)
    | ~ spl0_972 ),
    inference(resolution,[],[f5350,f938]) ).

fof(f17711,plain,
    ( ~ node4(s258)
    | ~ spl0_972
    | ~ spl0_973 ),
    inference(forward_subsumption_resolution,[],[f17710,f5356]) ).

fof(f17714,plain,
    ( ~ xuntil6(s258)
    | ~ spl0_972
    | ~ spl0_1736 ),
    inference(forward_subsumption_resolution,[],[f17710,f12193]) ).

fof(f17715,plain,
    ( ~ spl0_973
    | ~ spl0_972
    | ~ spl0_1736 ),
    inference(avatar_split_clause,[],[f17714,f9491,f5348,f5354]) ).

fof(f17716,plain,
    ( ~ xuntil6(s259)
    | ~ node4(s259)
    | ~ spl0_974 ),
    inference(resolution,[],[f5360,f938]) ).

fof(f17717,plain,
    ( ~ node4(s259)
    | ~ spl0_974
    | ~ spl0_975 ),
    inference(forward_subsumption_resolution,[],[f17716,f5366]) ).

fof(f17718,plain,
    ( $false
    | ~ spl0_974
    | ~ spl0_975
    | ~ spl0_1734 ),
    inference(forward_subsumption_resolution,[],[f17717,f12191]) ).

fof(f17719,plain,
    ( ~ spl0_974
    | ~ spl0_975
    | ~ spl0_1734 ),
    inference(avatar_contradiction_clause,[],[f17718]) ).

fof(f17720,plain,
    ( ! [X0] :
        ( trans(X0,s259)
        | always3(X0) )
    | ~ spl0_1735 ),
    inference(resolution,[],[f9488,f934]) ).

fof(f17721,plain,
    ( node4(s259)
    | ~ spl0_1735 ),
    inference(resolution,[],[f9488,f937]) ).

fof(f17722,plain,
    ( $false
    | ~ spl0_974
    | ~ spl0_975
    | ~ spl0_1735 ),
    inference(forward_subsumption_resolution,[],[f17721,f17717]) ).

fof(f17723,plain,
    ( ~ spl0_974
    | ~ spl0_975
    | ~ spl0_1735 ),
    inference(avatar_contradiction_clause,[],[f17722]) ).

fof(f17725,definition,
    ( spl0_2511
  <=> node4(s258) ),
    introduced(definition,[new_symbols(definition,[spl0_2511])],[avatar_definition]) ).

fof(f17726,plain,
    ( node4(s258)
    | ~ spl0_2511 ),
    inference(avatar_component_clause,[],[f17725]) ).

fof(f17729,plain,
    ( ~ spl0_2511
    | ~ spl0_972
    | ~ spl0_973 ),
    inference(avatar_split_clause,[],[f17711,f5354,f5348,f17725]) ).

fof(f17732,plain,
    ( ! [X0] :
        ( trans(X0,s258)
        | always3(X0) )
    | ~ spl0_1737 ),
    inference(resolution,[],[f9497,f934]) ).

fof(f17733,plain,
    ( node4(s258)
    | ~ spl0_1737 ),
    inference(resolution,[],[f9497,f937]) ).

fof(f17736,plain,
    ( spl0_2511
    | ~ spl0_1737 ),
    inference(avatar_split_clause,[],[f17733,f9495,f17725]) ).

fof(f17738,definition,
    ( spl0_2512
  <=> node4(s257) ),
    introduced(definition,[new_symbols(definition,[spl0_2512])],[avatar_definition]) ).

fof(f17739,plain,
    ( node4(s257)
    | ~ spl0_2512 ),
    inference(avatar_component_clause,[],[f17738]) ).

fof(f17742,plain,
    ( ~ spl0_2512
    | ~ spl0_970
    | ~ spl0_971 ),
    inference(avatar_split_clause,[],[f17705,f5344,f5338,f17738]) ).

fof(f17743,plain,
    ( ! [X0] :
        ( trans(X0,s257)
        | always3(X0) )
    | ~ spl0_1739 ),
    inference(resolution,[],[f9506,f934]) ).

fof(f17744,plain,
    ( node4(s257)
    | ~ spl0_1739 ),
    inference(resolution,[],[f9506,f937]) ).

fof(f17747,plain,
    ( spl0_2512
    | ~ spl0_1739 ),
    inference(avatar_split_clause,[],[f17744,f9504,f17738]) ).

fof(f17749,definition,
    ( spl0_2513
  <=> node4(s256) ),
    introduced(definition,[new_symbols(definition,[spl0_2513])],[avatar_definition]) ).

fof(f17750,plain,
    ( node4(s256)
    | ~ spl0_2513 ),
    inference(avatar_component_clause,[],[f17749]) ).

fof(f17753,plain,
    ( ~ spl0_2513
    | ~ spl0_968
    | ~ spl0_969 ),
    inference(avatar_split_clause,[],[f17699,f5334,f5328,f17749]) ).

fof(f17754,plain,
    ( ! [X0] :
        ( trans(X0,s256)
        | always3(X0) )
    | ~ spl0_1741 ),
    inference(resolution,[],[f9515,f934]) ).

fof(f17755,plain,
    ( node4(s256)
    | ~ spl0_1741 ),
    inference(resolution,[],[f9515,f937]) ).

fof(f17758,plain,
    ( spl0_2513
    | ~ spl0_1741 ),
    inference(avatar_split_clause,[],[f17755,f9513,f17749]) ).

fof(f17760,definition,
    ( spl0_2514
  <=> node4(s255) ),
    introduced(definition,[new_symbols(definition,[spl0_2514])],[avatar_definition]) ).

fof(f17761,plain,
    ( node4(s255)
    | ~ spl0_2514 ),
    inference(avatar_component_clause,[],[f17760]) ).

fof(f17764,plain,
    ( ~ spl0_2514
    | ~ spl0_966
    | ~ spl0_967 ),
    inference(avatar_split_clause,[],[f17693,f5324,f5318,f17760]) ).

fof(f17765,plain,
    ( ! [X0] :
        ( trans(X0,s255)
        | always3(X0) )
    | ~ spl0_1743 ),
    inference(resolution,[],[f9524,f934]) ).

fof(f17766,plain,
    ( node4(s255)
    | ~ spl0_1743 ),
    inference(resolution,[],[f9524,f937]) ).

fof(f17773,definition,
    ( spl0_2515
  <=> node4(s259) ),
    introduced(definition,[new_symbols(definition,[spl0_2515])],[avatar_definition]) ).

fof(f17774,plain,
    ( node4(s259)
    | ~ spl0_2515 ),
    inference(avatar_component_clause,[],[f17773]) ).

fof(f17777,plain,
    ( spl0_2514
    | ~ spl0_1743 ),
    inference(avatar_split_clause,[],[f17766,f9522,f17760]) ).

fof(f17786,plain,
    ( ~ xuntil6(s260)
    | ~ node4(s260)
    | ~ spl0_976 ),
    inference(resolution,[],[f5370,f938]) ).

fof(f17787,plain,
    ( ~ node4(s260)
    | ~ spl0_976
    | ~ spl0_977 ),
    inference(forward_subsumption_resolution,[],[f17786,f5376]) ).

fof(f17790,plain,
    ( ~ xuntil6(s260)
    | ~ spl0_976
    | ~ spl0_1732 ),
    inference(forward_subsumption_resolution,[],[f17786,f12189]) ).

fof(f17791,plain,
    ( ~ spl0_977
    | ~ spl0_976
    | ~ spl0_1732 ),
    inference(avatar_split_clause,[],[f17790,f9473,f5368,f5374]) ).

fof(f17792,plain,
    ( ~ xuntil6(s261)
    | ~ node4(s261)
    | ~ spl0_978 ),
    inference(resolution,[],[f5380,f938]) ).

fof(f17793,plain,
    ( ~ node4(s261)
    | ~ spl0_978
    | ~ spl0_979 ),
    inference(forward_subsumption_resolution,[],[f17792,f5386]) ).

fof(f17796,plain,
    ( ~ xuntil6(s261)
    | ~ spl0_978
    | ~ spl0_1730 ),
    inference(forward_subsumption_resolution,[],[f17792,f12187]) ).

fof(f17797,plain,
    ( ~ spl0_979
    | ~ spl0_978
    | ~ spl0_1730 ),
    inference(avatar_split_clause,[],[f17796,f9464,f5378,f5384]) ).

fof(f17798,plain,
    ( ~ xuntil6(s262)
    | ~ node4(s262)
    | ~ spl0_980 ),
    inference(resolution,[],[f5390,f938]) ).

fof(f17799,plain,
    ( ~ node4(s262)
    | ~ spl0_980
    | ~ spl0_981 ),
    inference(forward_subsumption_resolution,[],[f17798,f5396]) ).

fof(f17802,plain,
    ( ~ xuntil6(s262)
    | ~ spl0_980
    | ~ spl0_1728 ),
    inference(forward_subsumption_resolution,[],[f17798,f12185]) ).

fof(f17803,plain,
    ( ~ spl0_981
    | ~ spl0_980
    | ~ spl0_1728 ),
    inference(avatar_split_clause,[],[f17802,f9455,f5388,f5394]) ).

fof(f17804,plain,
    ( ~ xuntil6(s263)
    | ~ node4(s263)
    | ~ spl0_982 ),
    inference(resolution,[],[f5400,f938]) ).

fof(f17805,plain,
    ( ~ node4(s263)
    | ~ spl0_982
    | ~ spl0_983 ),
    inference(forward_subsumption_resolution,[],[f17804,f5406]) ).

fof(f17808,plain,
    ( ~ xuntil6(s263)
    | ~ spl0_982
    | ~ spl0_1726 ),
    inference(forward_subsumption_resolution,[],[f17804,f12183]) ).

fof(f17809,plain,
    ( ~ spl0_983
    | ~ spl0_982
    | ~ spl0_1726 ),
    inference(avatar_split_clause,[],[f17808,f9446,f5398,f5404]) ).

fof(f17810,plain,
    ( ~ xuntil6(s264)
    | ~ node4(s264)
    | ~ spl0_984 ),
    inference(resolution,[],[f5410,f938]) ).

fof(f17811,plain,
    ( ~ node4(s264)
    | ~ spl0_984
    | ~ spl0_985 ),
    inference(forward_subsumption_resolution,[],[f17810,f5416]) ).

fof(f17814,plain,
    ( ~ xuntil6(s264)
    | ~ spl0_984
    | ~ spl0_1724 ),
    inference(forward_subsumption_resolution,[],[f17810,f12181]) ).

fof(f17815,plain,
    ( ~ spl0_985
    | ~ spl0_984
    | ~ spl0_1724 ),
    inference(avatar_split_clause,[],[f17814,f9437,f5408,f5414]) ).

fof(f17816,plain,
    ( ~ xuntil6(s265)
    | ~ node4(s265)
    | ~ spl0_986 ),
    inference(resolution,[],[f5420,f938]) ).

fof(f17817,plain,
    ( ~ node4(s265)
    | ~ spl0_986
    | ~ spl0_987 ),
    inference(forward_subsumption_resolution,[],[f17816,f5426]) ).

fof(f17820,plain,
    ( ~ xuntil6(s265)
    | ~ spl0_986
    | ~ spl0_1722 ),
    inference(forward_subsumption_resolution,[],[f17816,f12179]) ).

fof(f17821,plain,
    ( ~ spl0_987
    | ~ spl0_986
    | ~ spl0_1722 ),
    inference(avatar_split_clause,[],[f17820,f9428,f5418,f5424]) ).

fof(f17822,plain,
    ( ~ xuntil6(s266)
    | ~ node4(s266)
    | ~ spl0_988 ),
    inference(resolution,[],[f5430,f938]) ).

fof(f17823,plain,
    ( ~ node4(s266)
    | ~ spl0_988
    | ~ spl0_989 ),
    inference(forward_subsumption_resolution,[],[f17822,f5436]) ).

fof(f17826,plain,
    ( ~ xuntil6(s266)
    | ~ spl0_988
    | ~ spl0_1720 ),
    inference(forward_subsumption_resolution,[],[f17822,f12177]) ).

fof(f17827,plain,
    ( ~ spl0_989
    | ~ spl0_988
    | ~ spl0_1720 ),
    inference(avatar_split_clause,[],[f17826,f9419,f5428,f5434]) ).

fof(f17828,plain,
    ( ~ xuntil6(s267)
    | ~ node4(s267)
    | ~ spl0_990 ),
    inference(resolution,[],[f5440,f938]) ).

fof(f17829,plain,
    ( ~ node4(s267)
    | ~ spl0_990
    | ~ spl0_991 ),
    inference(forward_subsumption_resolution,[],[f17828,f5446]) ).

fof(f17832,plain,
    ( ~ xuntil6(s267)
    | ~ spl0_990
    | ~ spl0_1718 ),
    inference(forward_subsumption_resolution,[],[f17828,f12175]) ).

fof(f17833,plain,
    ( ~ spl0_991
    | ~ spl0_990
    | ~ spl0_1718 ),
    inference(avatar_split_clause,[],[f17832,f9410,f5438,f5444]) ).

fof(f17834,plain,
    ( ~ xuntil6(s268)
    | ~ node4(s268)
    | ~ spl0_992 ),
    inference(resolution,[],[f5450,f938]) ).

fof(f17835,plain,
    ( ~ node4(s268)
    | ~ spl0_992
    | ~ spl0_993 ),
    inference(forward_subsumption_resolution,[],[f17834,f5456]) ).

fof(f17838,plain,
    ( ~ xuntil6(s268)
    | ~ spl0_992
    | ~ spl0_1716 ),
    inference(forward_subsumption_resolution,[],[f17834,f12173]) ).

fof(f17839,plain,
    ( ~ spl0_993
    | ~ spl0_992
    | ~ spl0_1716 ),
    inference(avatar_split_clause,[],[f17838,f9401,f5448,f5454]) ).

fof(f17840,plain,
    ( ~ xuntil6(s269)
    | ~ node4(s269)
    | ~ spl0_994 ),
    inference(resolution,[],[f5460,f938]) ).

fof(f17841,plain,
    ( ~ node4(s269)
    | ~ spl0_994
    | ~ spl0_995 ),
    inference(forward_subsumption_resolution,[],[f17840,f5466]) ).

fof(f17845,definition,
    ( spl0_2516
  <=> node4(s268) ),
    introduced(definition,[new_symbols(definition,[spl0_2516])],[avatar_definition]) ).

fof(f17846,plain,
    ( node4(s268)
    | ~ spl0_2516 ),
    inference(avatar_component_clause,[],[f17845]) ).

fof(f17849,plain,
    ( ~ spl0_2516
    | ~ spl0_992
    | ~ spl0_993 ),
    inference(avatar_split_clause,[],[f17835,f5454,f5448,f17845]) ).

fof(f17850,plain,
    ( ! [X0] :
        ( trans(X0,s268)
        | always3(X0) )
    | ~ spl0_1717 ),
    inference(resolution,[],[f9407,f934]) ).

fof(f17851,plain,
    ( node4(s268)
    | ~ spl0_1717 ),
    inference(resolution,[],[f9407,f937]) ).

fof(f17854,plain,
    ( spl0_2516
    | ~ spl0_1717 ),
    inference(avatar_split_clause,[],[f17851,f9405,f17845]) ).

fof(f17856,definition,
    ( spl0_2517
  <=> node4(s267) ),
    introduced(definition,[new_symbols(definition,[spl0_2517])],[avatar_definition]) ).

fof(f17857,plain,
    ( node4(s267)
    | ~ spl0_2517 ),
    inference(avatar_component_clause,[],[f17856]) ).

fof(f17860,plain,
    ( ~ spl0_2517
    | ~ spl0_990
    | ~ spl0_991 ),
    inference(avatar_split_clause,[],[f17829,f5444,f5438,f17856]) ).

fof(f17861,plain,
    ( ! [X0] :
        ( trans(X0,s267)
        | always3(X0) )
    | ~ spl0_1719 ),
    inference(resolution,[],[f9416,f934]) ).

fof(f17862,plain,
    ( node4(s267)
    | ~ spl0_1719 ),
    inference(resolution,[],[f9416,f937]) ).

fof(f17865,plain,
    ( spl0_2517
    | ~ spl0_1719 ),
    inference(avatar_split_clause,[],[f17862,f9414,f17856]) ).

fof(f17867,definition,
    ( spl0_2518
  <=> node4(s265) ),
    introduced(definition,[new_symbols(definition,[spl0_2518])],[avatar_definition]) ).

fof(f17868,plain,
    ( node4(s265)
    | ~ spl0_2518 ),
    inference(avatar_component_clause,[],[f17867]) ).

fof(f17869,plain,
    ( ~ node4(s265)
    | spl0_2518 ),
    inference(avatar_component_clause,[],[f17867]) ).

fof(f17871,plain,
    ( ~ spl0_2518
    | ~ spl0_986
    | ~ spl0_987 ),
    inference(avatar_split_clause,[],[f17817,f5424,f5418,f17867]) ).

fof(f17872,plain,
    ( ! [X0] :
        ( trans(X0,s265)
        | always3(X0) )
    | ~ spl0_1723 ),
    inference(resolution,[],[f9434,f934]) ).

fof(f17873,plain,
    ( node4(s265)
    | ~ spl0_1723 ),
    inference(resolution,[],[f9434,f937]) ).

fof(f17874,plain,
    ( $false
    | ~ spl0_1723
    | spl0_2518 ),
    inference(forward_subsumption_resolution,[],[f17873,f17869]) ).

fof(f17875,plain,
    ( ~ spl0_1723
    | spl0_2518 ),
    inference(avatar_contradiction_clause,[],[f17874]) ).

fof(f17879,definition,
    ( spl0_2519
  <=> node4(s263) ),
    introduced(definition,[new_symbols(definition,[spl0_2519])],[avatar_definition]) ).

fof(f17880,plain,
    ( node4(s263)
    | ~ spl0_2519 ),
    inference(avatar_component_clause,[],[f17879]) ).

fof(f17881,plain,
    ( ~ node4(s263)
    | spl0_2519 ),
    inference(avatar_component_clause,[],[f17879]) ).

fof(f17883,plain,
    ( spl0_2518
    | ~ spl0_1722 ),
    inference(avatar_split_clause,[],[f12179,f9428,f17867]) ).

fof(f17884,plain,
    ( ~ spl0_2519
    | ~ spl0_982
    | ~ spl0_983 ),
    inference(avatar_split_clause,[],[f17805,f5404,f5398,f17879]) ).

fof(f17887,plain,
    ( ! [X0] :
        ( trans(X0,s263)
        | always3(X0) )
    | ~ spl0_1727 ),
    inference(resolution,[],[f9452,f934]) ).

fof(f17888,plain,
    ( node4(s263)
    | ~ spl0_1727 ),
    inference(resolution,[],[f9452,f937]) ).

fof(f17889,plain,
    ( $false
    | ~ spl0_1727
    | spl0_2519 ),
    inference(forward_subsumption_resolution,[],[f17888,f17881]) ).

fof(f17890,plain,
    ( ~ spl0_1727
    | spl0_2519 ),
    inference(avatar_contradiction_clause,[],[f17889]) ).

fof(f17894,definition,
    ( spl0_2520
  <=> node4(s262) ),
    introduced(definition,[new_symbols(definition,[spl0_2520])],[avatar_definition]) ).

fof(f17895,plain,
    ( node4(s262)
    | ~ spl0_2520 ),
    inference(avatar_component_clause,[],[f17894]) ).

fof(f17896,plain,
    ( ~ node4(s262)
    | spl0_2520 ),
    inference(avatar_component_clause,[],[f17894]) ).

fof(f17898,plain,
    ( spl0_2519
    | ~ spl0_1726 ),
    inference(avatar_split_clause,[],[f12183,f9446,f17879]) ).

fof(f17899,plain,
    ( ~ spl0_2520
    | ~ spl0_980
    | ~ spl0_981 ),
    inference(avatar_split_clause,[],[f17799,f5394,f5388,f17894]) ).

fof(f17902,plain,
    ( ! [X0] :
        ( trans(X0,s262)
        | always3(X0) )
    | ~ spl0_1729 ),
    inference(resolution,[],[f9461,f934]) ).

fof(f17903,plain,
    ( node4(s262)
    | ~ spl0_1729 ),
    inference(resolution,[],[f9461,f937]) ).

fof(f17904,plain,
    ( $false
    | ~ spl0_1729
    | spl0_2520 ),
    inference(forward_subsumption_resolution,[],[f17903,f17896]) ).

fof(f17905,plain,
    ( ~ spl0_1729
    | spl0_2520 ),
    inference(avatar_contradiction_clause,[],[f17904]) ).

fof(f17909,definition,
    ( spl0_2521
  <=> node4(s260) ),
    introduced(definition,[new_symbols(definition,[spl0_2521])],[avatar_definition]) ).

fof(f17910,plain,
    ( node4(s260)
    | ~ spl0_2521 ),
    inference(avatar_component_clause,[],[f17909]) ).

fof(f17913,plain,
    ( spl0_2520
    | ~ spl0_1728 ),
    inference(avatar_split_clause,[],[f12185,f9455,f17894]) ).

fof(f17914,plain,
    ( ~ spl0_2521
    | ~ spl0_976
    | ~ spl0_977 ),
    inference(avatar_split_clause,[],[f17787,f5374,f5368,f17909]) ).

fof(f17917,plain,
    ( ! [X0] :
        ( trans(X0,s260)
        | always3(X0) )
    | ~ spl0_1733 ),
    inference(resolution,[],[f9479,f934]) ).

fof(f17918,plain,
    ( node4(s260)
    | ~ spl0_1733 ),
    inference(resolution,[],[f9479,f937]) ).

fof(f17922,plain,
    ( spl0_2521
    | ~ spl0_1733 ),
    inference(avatar_split_clause,[],[f17918,f9477,f17909]) ).

fof(f17925,plain,
    ( ! [X0] :
        ( trans(X0,s261)
        | always3(X0) )
    | ~ spl0_1731 ),
    inference(resolution,[],[f9470,f934]) ).

fof(f17926,plain,
    ( node4(s261)
    | ~ spl0_1731 ),
    inference(resolution,[],[f9470,f937]) ).

fof(f17927,plain,
    ( $false
    | ~ spl0_978
    | ~ spl0_979
    | ~ spl0_1731 ),
    inference(forward_subsumption_resolution,[],[f17926,f17793]) ).

fof(f17928,plain,
    ( ~ spl0_978
    | ~ spl0_979
    | ~ spl0_1731 ),
    inference(avatar_contradiction_clause,[],[f17927]) ).

fof(f17936,plain,
    ( ~ xuntil6(s269)
    | ~ spl0_994
    | ~ spl0_1714 ),
    inference(forward_subsumption_resolution,[],[f17840,f12171]) ).

fof(f17938,definition,
    ( spl0_2522
  <=> node4(s261) ),
    introduced(definition,[new_symbols(definition,[spl0_2522])],[avatar_definition]) ).

fof(f17939,plain,
    ( node4(s261)
    | ~ spl0_2522 ),
    inference(avatar_component_clause,[],[f17938]) ).

fof(f17943,plain,
    ( spl0_2522
    | ~ spl0_1731 ),
    inference(avatar_split_clause,[],[f17926,f9468,f17938]) ).

fof(f17944,plain,
    ( ~ spl0_995
    | ~ spl0_994
    | ~ spl0_1714 ),
    inference(avatar_split_clause,[],[f17936,f9392,f5458,f5464]) ).

fof(f17961,plain,
    ( ~ xuntil6(s270)
    | ~ node4(s270)
    | ~ spl0_996 ),
    inference(resolution,[],[f5470,f938]) ).

fof(f17962,plain,
    ( ~ node4(s270)
    | ~ spl0_996
    | ~ spl0_997 ),
    inference(forward_subsumption_resolution,[],[f17961,f5476]) ).

fof(f17965,plain,
    ( ~ xuntil6(s270)
    | ~ spl0_996
    | ~ spl0_1712 ),
    inference(forward_subsumption_resolution,[],[f17961,f12169]) ).

fof(f17966,plain,
    ( ~ spl0_997
    | ~ spl0_996
    | ~ spl0_1712 ),
    inference(avatar_split_clause,[],[f17965,f9383,f5468,f5474]) ).

fof(f17967,plain,
    ( ~ xuntil6(s271)
    | ~ node4(s271)
    | ~ spl0_998 ),
    inference(resolution,[],[f5480,f938]) ).

fof(f17968,plain,
    ( ~ node4(s271)
    | ~ spl0_998
    | ~ spl0_999 ),
    inference(forward_subsumption_resolution,[],[f17967,f5486]) ).

fof(f17971,plain,
    ( ~ xuntil6(s271)
    | ~ spl0_998
    | ~ spl0_1710 ),
    inference(forward_subsumption_resolution,[],[f17967,f12167]) ).

fof(f17972,plain,
    ( ~ spl0_999
    | ~ spl0_998
    | ~ spl0_1710 ),
    inference(avatar_split_clause,[],[f17971,f9374,f5478,f5484]) ).

fof(f17973,plain,
    ( ~ xuntil6(s272)
    | ~ node4(s272)
    | ~ spl0_1000 ),
    inference(resolution,[],[f5490,f938]) ).

fof(f17974,plain,
    ( ~ node4(s272)
    | ~ spl0_1000
    | ~ spl0_1001 ),
    inference(forward_subsumption_resolution,[],[f17973,f5496]) ).

fof(f17977,plain,
    ( ~ xuntil6(s272)
    | ~ spl0_1000
    | ~ spl0_1708 ),
    inference(forward_subsumption_resolution,[],[f17973,f12165]) ).

fof(f17978,plain,
    ( ~ spl0_1001
    | ~ spl0_1000
    | ~ spl0_1708 ),
    inference(avatar_split_clause,[],[f17977,f9365,f5488,f5494]) ).

fof(f17979,plain,
    ( ~ xuntil6(s273)
    | ~ node4(s273)
    | ~ spl0_1002 ),
    inference(resolution,[],[f5500,f938]) ).

fof(f17980,plain,
    ( ~ node4(s273)
    | ~ spl0_1002
    | ~ spl0_1003 ),
    inference(forward_subsumption_resolution,[],[f17979,f5506]) ).

fof(f17983,plain,
    ( ~ xuntil6(s273)
    | ~ spl0_1002
    | ~ spl0_1706 ),
    inference(forward_subsumption_resolution,[],[f17979,f12163]) ).

fof(f17984,plain,
    ( ~ spl0_1003
    | ~ spl0_1002
    | ~ spl0_1706 ),
    inference(avatar_split_clause,[],[f17983,f9356,f5498,f5504]) ).

fof(f17985,plain,
    ( ~ xuntil6(s274)
    | ~ node4(s274)
    | ~ spl0_1004 ),
    inference(resolution,[],[f5510,f938]) ).

fof(f17986,plain,
    ( ~ node4(s274)
    | ~ spl0_1004
    | ~ spl0_1005 ),
    inference(forward_subsumption_resolution,[],[f17985,f5516]) ).

fof(f17989,plain,
    ( ~ xuntil6(s274)
    | ~ spl0_1004
    | ~ spl0_1704 ),
    inference(forward_subsumption_resolution,[],[f17985,f12161]) ).

fof(f17990,plain,
    ( ~ spl0_1005
    | ~ spl0_1004
    | ~ spl0_1704 ),
    inference(avatar_split_clause,[],[f17989,f9347,f5508,f5514]) ).

fof(f17991,plain,
    ( ~ xuntil6(s275)
    | ~ node4(s275)
    | ~ spl0_1006 ),
    inference(resolution,[],[f5520,f938]) ).

fof(f17992,plain,
    ( ~ node4(s275)
    | ~ spl0_1006
    | ~ spl0_1007 ),
    inference(forward_subsumption_resolution,[],[f17991,f5526]) ).

fof(f17995,plain,
    ( ~ xuntil6(s275)
    | ~ spl0_1006
    | ~ spl0_1702 ),
    inference(forward_subsumption_resolution,[],[f17991,f12159]) ).

fof(f17996,plain,
    ( ~ spl0_1007
    | ~ spl0_1006
    | ~ spl0_1702 ),
    inference(avatar_split_clause,[],[f17995,f9338,f5518,f5524]) ).

fof(f17997,plain,
    ( ~ xuntil6(s276)
    | ~ node4(s276)
    | ~ spl0_1008 ),
    inference(resolution,[],[f5530,f938]) ).

fof(f17998,plain,
    ( ~ node4(s276)
    | ~ spl0_1008
    | ~ spl0_1009 ),
    inference(forward_subsumption_resolution,[],[f17997,f5536]) ).

fof(f17999,plain,
    ( $false
    | ~ spl0_1008
    | ~ spl0_1009
    | ~ spl0_1700 ),
    inference(forward_subsumption_resolution,[],[f17998,f12157]) ).

fof(f18000,plain,
    ( ~ spl0_1008
    | ~ spl0_1009
    | ~ spl0_1700 ),
    inference(avatar_contradiction_clause,[],[f17999]) ).

fof(f18001,plain,
    ( ! [X0] :
        ( trans(X0,s276)
        | always3(X0) )
    | ~ spl0_1701 ),
    inference(resolution,[],[f9335,f934]) ).

fof(f18002,plain,
    ( node4(s276)
    | ~ spl0_1701 ),
    inference(resolution,[],[f9335,f937]) ).

fof(f18003,plain,
    ( $false
    | ~ spl0_1008
    | ~ spl0_1009
    | ~ spl0_1701 ),
    inference(forward_subsumption_resolution,[],[f18002,f17998]) ).

fof(f18004,plain,
    ( ~ spl0_1008
    | ~ spl0_1009
    | ~ spl0_1701 ),
    inference(avatar_contradiction_clause,[],[f18003]) ).

fof(f18006,definition,
    ( spl0_2523
  <=> node4(s275) ),
    introduced(definition,[new_symbols(definition,[spl0_2523])],[avatar_definition]) ).

fof(f18007,plain,
    ( node4(s275)
    | ~ spl0_2523 ),
    inference(avatar_component_clause,[],[f18006]) ).

fof(f18010,plain,
    ( ~ spl0_2523
    | ~ spl0_1006
    | ~ spl0_1007 ),
    inference(avatar_split_clause,[],[f17992,f5524,f5518,f18006]) ).

fof(f18011,plain,
    ( ! [X0] :
        ( trans(X0,s275)
        | always3(X0) )
    | ~ spl0_1703 ),
    inference(resolution,[],[f9344,f934]) ).

fof(f18012,plain,
    ( node4(s275)
    | ~ spl0_1703 ),
    inference(resolution,[],[f9344,f937]) ).

fof(f18016,definition,
    ( spl0_2524
  <=> node4(s276) ),
    introduced(definition,[new_symbols(definition,[spl0_2524])],[avatar_definition]) ).

fof(f18017,plain,
    ( node4(s276)
    | ~ spl0_2524 ),
    inference(avatar_component_clause,[],[f18016]) ).

fof(f18020,plain,
    ( spl0_2523
    | ~ spl0_1703 ),
    inference(avatar_split_clause,[],[f18012,f9342,f18006]) ).

fof(f18023,plain,
    ( ~ xuntil6(s277)
    | ~ node4(s277)
    | ~ spl0_1010 ),
    inference(resolution,[],[f5540,f938]) ).

fof(f18024,plain,
    ( ~ node4(s277)
    | ~ spl0_1010
    | ~ spl0_1011 ),
    inference(forward_subsumption_resolution,[],[f18023,f5546]) ).

fof(f18025,plain,
    ( $false
    | ~ spl0_1010
    | ~ spl0_1011
    | ~ spl0_1698 ),
    inference(forward_subsumption_resolution,[],[f18024,f12155]) ).

fof(f18026,plain,
    ( ~ spl0_1010
    | ~ spl0_1011
    | ~ spl0_1698 ),
    inference(avatar_contradiction_clause,[],[f18025]) ).

fof(f18027,plain,
    ( ! [X0] :
        ( trans(X0,s277)
        | always3(X0) )
    | ~ spl0_1699 ),
    inference(resolution,[],[f9326,f934]) ).

fof(f18028,plain,
    ( node4(s277)
    | ~ spl0_1699 ),
    inference(resolution,[],[f9326,f937]) ).

fof(f18029,plain,
    ( $false
    | ~ spl0_1010
    | ~ spl0_1011
    | ~ spl0_1699 ),
    inference(forward_subsumption_resolution,[],[f18028,f18024]) ).

fof(f18030,plain,
    ( ~ spl0_1010
    | ~ spl0_1011
    | ~ spl0_1699 ),
    inference(avatar_contradiction_clause,[],[f18029]) ).

fof(f18032,definition,
    ( spl0_2525
  <=> node4(s277) ),
    introduced(definition,[new_symbols(definition,[spl0_2525])],[avatar_definition]) ).

fof(f18033,plain,
    ( node4(s277)
    | ~ spl0_2525 ),
    inference(avatar_component_clause,[],[f18032]) ).

fof(f18036,plain,
    ( spl0_2525
    | ~ spl0_1699 ),
    inference(avatar_split_clause,[],[f18028,f9324,f18032]) ).

fof(f18037,plain,
    ( ~ xuntil6(s278)
    | ~ node4(s278)
    | ~ spl0_1012 ),
    inference(resolution,[],[f5550,f938]) ).

fof(f18038,plain,
    ( ~ node4(s278)
    | ~ spl0_1012
    | ~ spl0_1013 ),
    inference(forward_subsumption_resolution,[],[f18037,f5556]) ).

fof(f18041,plain,
    ( ~ xuntil6(s278)
    | ~ spl0_1012
    | ~ spl0_1696 ),
    inference(forward_subsumption_resolution,[],[f18037,f12153]) ).

fof(f18042,plain,
    ( ~ spl0_1013
    | ~ spl0_1012
    | ~ spl0_1696 ),
    inference(avatar_split_clause,[],[f18041,f9311,f5548,f5554]) ).

fof(f18043,plain,
    ( ~ xuntil6(s279)
    | ~ node4(s279)
    | ~ spl0_1014 ),
    inference(resolution,[],[f5560,f938]) ).

fof(f18044,plain,
    ( ~ node4(s279)
    | ~ spl0_1014
    | ~ spl0_1015 ),
    inference(forward_subsumption_resolution,[],[f18043,f5566]) ).

fof(f18045,plain,
    ( $false
    | ~ spl0_1014
    | ~ spl0_1015
    | ~ spl0_1694 ),
    inference(forward_subsumption_resolution,[],[f18044,f12151]) ).

fof(f18046,plain,
    ( ~ spl0_1014
    | ~ spl0_1015
    | ~ spl0_1694 ),
    inference(avatar_contradiction_clause,[],[f18045]) ).

fof(f18048,definition,
    ( spl0_2526
  <=> node4(s278) ),
    introduced(definition,[new_symbols(definition,[spl0_2526])],[avatar_definition]) ).

fof(f18049,plain,
    ( node4(s278)
    | ~ spl0_2526 ),
    inference(avatar_component_clause,[],[f18048]) ).

fof(f18050,plain,
    ( ~ node4(s278)
    | spl0_2526 ),
    inference(avatar_component_clause,[],[f18048]) ).

fof(f18052,plain,
    ( ~ spl0_2526
    | ~ spl0_1012
    | ~ spl0_1013 ),
    inference(avatar_split_clause,[],[f18038,f5554,f5548,f18048]) ).

fof(f18053,plain,
    ( ! [X0] :
        ( trans(X0,s278)
        | always3(X0) )
    | ~ spl0_1697 ),
    inference(resolution,[],[f9317,f934]) ).

fof(f18054,plain,
    ( node4(s278)
    | ~ spl0_1697 ),
    inference(resolution,[],[f9317,f937]) ).

fof(f18058,plain,
    ( $false
    | ~ spl0_1696
    | spl0_2526 ),
    inference(forward_subsumption_resolution,[],[f12153,f18050]) ).

fof(f18059,plain,
    ( ~ spl0_1696
    | spl0_2526 ),
    inference(avatar_contradiction_clause,[],[f18058]) ).

fof(f18060,plain,
    ( spl0_2525
    | ~ spl0_1698 ),
    inference(avatar_split_clause,[],[f12155,f9320,f18032]) ).

fof(f18061,plain,
    ( spl0_2526
    | ~ spl0_1697 ),
    inference(avatar_split_clause,[],[f18054,f9315,f18048]) ).

fof(f18064,plain,
    ( ! [X0] :
        ( trans(X0,s279)
        | always3(X0) )
    | ~ spl0_1695 ),
    inference(resolution,[],[f9308,f934]) ).

fof(f18065,plain,
    ( node4(s279)
    | ~ spl0_1695 ),
    inference(resolution,[],[f9308,f937]) ).

fof(f18066,plain,
    ( $false
    | ~ spl0_1014
    | ~ spl0_1015
    | ~ spl0_1695 ),
    inference(forward_subsumption_resolution,[],[f18065,f18044]) ).

fof(f18067,plain,
    ( ~ spl0_1014
    | ~ spl0_1015
    | ~ spl0_1695 ),
    inference(avatar_contradiction_clause,[],[f18066]) ).

fof(f18069,definition,
    ( spl0_2527
  <=> node4(s279) ),
    introduced(definition,[new_symbols(definition,[spl0_2527])],[avatar_definition]) ).

fof(f18070,plain,
    ( node4(s279)
    | ~ spl0_2527 ),
    inference(avatar_component_clause,[],[f18069]) ).

fof(f18074,plain,
    ( spl0_2527
    | ~ spl0_1695 ),
    inference(avatar_split_clause,[],[f18065,f9306,f18069]) ).

fof(f18075,plain,
    ( ~ xuntil6(s280)
    | ~ node4(s280)
    | ~ spl0_1016 ),
    inference(resolution,[],[f5570,f938]) ).

fof(f18076,plain,
    ( ~ node4(s280)
    | ~ spl0_1016
    | ~ spl0_1017 ),
    inference(forward_subsumption_resolution,[],[f18075,f5576]) ).

fof(f18077,plain,
    ( $false
    | ~ spl0_1016
    | ~ spl0_1017
    | ~ spl0_1692 ),
    inference(forward_subsumption_resolution,[],[f18076,f12149]) ).

fof(f18078,plain,
    ( ~ spl0_1016
    | ~ spl0_1017
    | ~ spl0_1692 ),
    inference(avatar_contradiction_clause,[],[f18077]) ).

fof(f18079,plain,
    ( ! [X0] :
        ( trans(X0,s280)
        | always3(X0) )
    | ~ spl0_1693 ),
    inference(resolution,[],[f9299,f934]) ).

fof(f18080,plain,
    ( node4(s280)
    | ~ spl0_1693 ),
    inference(resolution,[],[f9299,f937]) ).

fof(f18081,plain,
    ( $false
    | ~ spl0_1016
    | ~ spl0_1017
    | ~ spl0_1693 ),
    inference(forward_subsumption_resolution,[],[f18080,f18076]) ).

fof(f18082,plain,
    ( ~ spl0_1016
    | ~ spl0_1017
    | ~ spl0_1693 ),
    inference(avatar_contradiction_clause,[],[f18081]) ).

fof(f18083,plain,
    ( spl0_2527
    | ~ spl0_1694 ),
    inference(avatar_split_clause,[],[f12151,f9302,f18069]) ).

fof(f18085,definition,
    ( spl0_2528
  <=> node4(s280) ),
    introduced(definition,[new_symbols(definition,[spl0_2528])],[avatar_definition]) ).

fof(f18086,plain,
    ( node4(s280)
    | ~ spl0_2528 ),
    inference(avatar_component_clause,[],[f18085]) ).

fof(f18089,plain,
    ( ~ xuntil6(s281)
    | ~ node4(s281)
    | ~ spl0_1018 ),
    inference(resolution,[],[f5580,f938]) ).

fof(f18090,plain,
    ( ~ node4(s281)
    | ~ spl0_1018
    | ~ spl0_1019 ),
    inference(forward_subsumption_resolution,[],[f18089,f5586]) ).

fof(f18093,plain,
    ( ~ xuntil6(s281)
    | ~ spl0_1018
    | ~ spl0_1690 ),
    inference(forward_subsumption_resolution,[],[f18089,f12147]) ).

fof(f18094,plain,
    ( ~ spl0_1019
    | ~ spl0_1018
    | ~ spl0_1690 ),
    inference(avatar_split_clause,[],[f18093,f9284,f5578,f5584]) ).

fof(f18095,plain,
    ( ~ xuntil6(s282)
    | ~ node4(s282)
    | ~ spl0_1020 ),
    inference(resolution,[],[f5590,f938]) ).

fof(f18096,plain,
    ( ~ node4(s282)
    | ~ spl0_1020
    | ~ spl0_1021 ),
    inference(forward_subsumption_resolution,[],[f18095,f5596]) ).

fof(f18099,plain,
    ( ~ xuntil6(s282)
    | ~ spl0_1020
    | ~ spl0_1688 ),
    inference(forward_subsumption_resolution,[],[f18095,f12145]) ).

fof(f18100,plain,
    ( ~ spl0_1021
    | ~ spl0_1020
    | ~ spl0_1688 ),
    inference(avatar_split_clause,[],[f18099,f9275,f5588,f5594]) ).

fof(f18101,plain,
    ( ~ xuntil6(s283)
    | ~ node4(s283)
    | ~ spl0_1022 ),
    inference(resolution,[],[f5600,f938]) ).

fof(f18102,plain,
    ( ~ node4(s283)
    | ~ spl0_1022
    | ~ spl0_1023 ),
    inference(forward_subsumption_resolution,[],[f18101,f5606]) ).

fof(f18103,plain,
    ( $false
    | ~ spl0_1022
    | ~ spl0_1023
    | ~ spl0_1686 ),
    inference(forward_subsumption_resolution,[],[f18102,f12143]) ).

fof(f18104,plain,
    ( ~ spl0_1022
    | ~ spl0_1023
    | ~ spl0_1686 ),
    inference(avatar_contradiction_clause,[],[f18103]) ).

fof(f18105,plain,
    ( ! [X0] :
        ( trans(X0,s283)
        | always3(X0) )
    | ~ spl0_1687 ),
    inference(resolution,[],[f9272,f934]) ).

fof(f18106,plain,
    ( node4(s283)
    | ~ spl0_1687 ),
    inference(resolution,[],[f9272,f937]) ).

fof(f18107,plain,
    ( $false
    | ~ spl0_1022
    | ~ spl0_1023
    | ~ spl0_1687 ),
    inference(forward_subsumption_resolution,[],[f18106,f18102]) ).

fof(f18108,plain,
    ( ~ spl0_1022
    | ~ spl0_1023
    | ~ spl0_1687 ),
    inference(avatar_contradiction_clause,[],[f18107]) ).

fof(f18110,definition,
    ( spl0_2529
  <=> node4(s282) ),
    introduced(definition,[new_symbols(definition,[spl0_2529])],[avatar_definition]) ).

fof(f18111,plain,
    ( node4(s282)
    | ~ spl0_2529 ),
    inference(avatar_component_clause,[],[f18110]) ).

fof(f18114,plain,
    ( ~ spl0_2529
    | ~ spl0_1020
    | ~ spl0_1021 ),
    inference(avatar_split_clause,[],[f18096,f5594,f5588,f18110]) ).

fof(f18115,plain,
    ( ! [X0] :
        ( trans(X0,s282)
        | always3(X0) )
    | ~ spl0_1689 ),
    inference(resolution,[],[f9281,f934]) ).

fof(f18116,plain,
    ( node4(s282)
    | ~ spl0_1689 ),
    inference(resolution,[],[f9281,f937]) ).

fof(f18120,definition,
    ( spl0_2530
  <=> node4(s283) ),
    introduced(definition,[new_symbols(definition,[spl0_2530])],[avatar_definition]) ).

fof(f18121,plain,
    ( node4(s283)
    | ~ spl0_2530 ),
    inference(avatar_component_clause,[],[f18120]) ).

fof(f18124,plain,
    ( spl0_2529
    | ~ spl0_1689 ),
    inference(avatar_split_clause,[],[f18116,f9279,f18110]) ).

fof(f18127,plain,
    ( ~ xuntil6(s284)
    | ~ node4(s284)
    | ~ spl0_1024 ),
    inference(resolution,[],[f5610,f938]) ).

fof(f18128,plain,
    ( ~ node4(s284)
    | ~ spl0_1024
    | ~ spl0_1025 ),
    inference(forward_subsumption_resolution,[],[f18127,f5616]) ).

fof(f18132,definition,
    ( spl0_2531
  <=> node4(s281) ),
    introduced(definition,[new_symbols(definition,[spl0_2531])],[avatar_definition]) ).

fof(f18133,plain,
    ( node4(s281)
    | ~ spl0_2531 ),
    inference(avatar_component_clause,[],[f18132]) ).

fof(f18136,plain,
    ( ~ spl0_2531
    | ~ spl0_1018
    | ~ spl0_1019 ),
    inference(avatar_split_clause,[],[f18090,f5584,f5578,f18132]) ).

fof(f18137,plain,
    ( ! [X0] :
        ( trans(X0,s281)
        | always3(X0) )
    | ~ spl0_1691 ),
    inference(resolution,[],[f9290,f934]) ).

fof(f18138,plain,
    ( node4(s281)
    | ~ spl0_1691 ),
    inference(resolution,[],[f9290,f937]) ).

fof(f18144,plain,
    ( ~ xuntil6(s284)
    | ~ spl0_1024
    | ~ spl0_1684 ),
    inference(forward_subsumption_resolution,[],[f18127,f12141]) ).

fof(f18145,plain,
    ( spl0_2531
    | ~ spl0_1691 ),
    inference(avatar_split_clause,[],[f18138,f9288,f18132]) ).

fof(f18146,plain,
    ( ~ spl0_1025
    | ~ spl0_1024
    | ~ spl0_1684 ),
    inference(avatar_split_clause,[],[f18144,f9257,f5608,f5614]) ).

fof(f18153,plain,
    ( ~ xuntil6(s285)
    | ~ node4(s285)
    | ~ spl0_1026 ),
    inference(resolution,[],[f5620,f938]) ).

fof(f18154,plain,
    ( ~ node4(s285)
    | ~ spl0_1026
    | ~ spl0_1027 ),
    inference(forward_subsumption_resolution,[],[f18153,f5626]) ).

fof(f18157,plain,
    ( ~ xuntil6(s285)
    | ~ spl0_1026
    | ~ spl0_1682 ),
    inference(forward_subsumption_resolution,[],[f18153,f12139]) ).

fof(f18158,plain,
    ( ~ spl0_1027
    | ~ spl0_1026
    | ~ spl0_1682 ),
    inference(avatar_split_clause,[],[f18157,f9248,f5618,f5624]) ).

fof(f18159,plain,
    ( ~ xuntil6(s286)
    | ~ node4(s286)
    | ~ spl0_1028 ),
    inference(resolution,[],[f5630,f938]) ).

fof(f18160,plain,
    ( ~ node4(s286)
    | ~ spl0_1028
    | ~ spl0_1029 ),
    inference(forward_subsumption_resolution,[],[f18159,f5636]) ).

fof(f18163,plain,
    ( ~ xuntil6(s286)
    | ~ spl0_1028
    | ~ spl0_1680 ),
    inference(forward_subsumption_resolution,[],[f18159,f12137]) ).

fof(f18164,plain,
    ( ~ spl0_1029
    | ~ spl0_1028
    | ~ spl0_1680 ),
    inference(avatar_split_clause,[],[f18163,f9239,f5628,f5634]) ).

fof(f18165,plain,
    ( ~ xuntil6(s287)
    | ~ node4(s287)
    | ~ spl0_1030 ),
    inference(resolution,[],[f5640,f938]) ).

fof(f18166,plain,
    ( ~ node4(s287)
    | ~ spl0_1030
    | ~ spl0_1031 ),
    inference(forward_subsumption_resolution,[],[f18165,f5646]) ).

fof(f18170,definition,
    ( spl0_2532
  <=> node4(s286) ),
    introduced(definition,[new_symbols(definition,[spl0_2532])],[avatar_definition]) ).

fof(f18171,plain,
    ( node4(s286)
    | ~ spl0_2532 ),
    inference(avatar_component_clause,[],[f18170]) ).

fof(f18174,plain,
    ( ~ spl0_2532
    | ~ spl0_1028
    | ~ spl0_1029 ),
    inference(avatar_split_clause,[],[f18160,f5634,f5628,f18170]) ).

fof(f18175,plain,
    ( ! [X0] :
        ( trans(X0,s286)
        | always3(X0) )
    | ~ spl0_1681 ),
    inference(resolution,[],[f9245,f934]) ).

fof(f18176,plain,
    ( node4(s286)
    | ~ spl0_1681 ),
    inference(resolution,[],[f9245,f937]) ).

fof(f18179,plain,
    ( spl0_2532
    | ~ spl0_1681 ),
    inference(avatar_split_clause,[],[f18176,f9243,f18170]) ).

fof(f18181,definition,
    ( spl0_2533
  <=> node4(s284) ),
    introduced(definition,[new_symbols(definition,[spl0_2533])],[avatar_definition]) ).

fof(f18182,plain,
    ( node4(s284)
    | ~ spl0_2533 ),
    inference(avatar_component_clause,[],[f18181]) ).

fof(f18183,plain,
    ( ~ node4(s284)
    | spl0_2533 ),
    inference(avatar_component_clause,[],[f18181]) ).

fof(f18186,plain,
    ( ~ spl0_2533
    | ~ spl0_1024
    | ~ spl0_1025 ),
    inference(avatar_split_clause,[],[f18128,f5614,f5608,f18181]) ).

fof(f18187,plain,
    ( ! [X0] :
        ( trans(X0,s284)
        | always3(X0) )
    | ~ spl0_1685 ),
    inference(resolution,[],[f9263,f934]) ).

fof(f18188,plain,
    ( node4(s284)
    | ~ spl0_1685 ),
    inference(resolution,[],[f9263,f937]) ).

fof(f18192,plain,
    ( $false
    | ~ spl0_1684
    | spl0_2533 ),
    inference(forward_subsumption_resolution,[],[f12141,f18183]) ).

fof(f18193,plain,
    ( ~ spl0_1684
    | spl0_2533 ),
    inference(avatar_contradiction_clause,[],[f18192]) ).

fof(f18194,plain,
    ( spl0_2533
    | ~ spl0_1685 ),
    inference(avatar_split_clause,[],[f18188,f9261,f18181]) ).

fof(f18197,plain,
    ( ! [X0] :
        ( trans(X0,s285)
        | always3(X0) )
    | ~ spl0_1683 ),
    inference(resolution,[],[f9254,f934]) ).

fof(f18198,plain,
    ( node4(s285)
    | ~ spl0_1683 ),
    inference(resolution,[],[f9254,f937]) ).

fof(f18199,plain,
    ( $false
    | ~ spl0_1026
    | ~ spl0_1027
    | ~ spl0_1683 ),
    inference(forward_subsumption_resolution,[],[f18198,f18154]) ).

fof(f18200,plain,
    ( ~ spl0_1026
    | ~ spl0_1027
    | ~ spl0_1683 ),
    inference(avatar_contradiction_clause,[],[f18199]) ).

fof(f18201,plain,
    ( spl0_2529
    | ~ spl0_1688 ),
    inference(avatar_split_clause,[],[f12145,f9275,f18110]) ).

fof(f18203,definition,
    ( spl0_2534
  <=> node4(s274) ),
    introduced(definition,[new_symbols(definition,[spl0_2534])],[avatar_definition]) ).

fof(f18204,plain,
    ( node4(s274)
    | ~ spl0_2534 ),
    inference(avatar_component_clause,[],[f18203]) ).

fof(f18207,plain,
    ( ~ spl0_2534
    | ~ spl0_1004
    | ~ spl0_1005 ),
    inference(avatar_split_clause,[],[f17986,f5514,f5508,f18203]) ).

fof(f18215,plain,
    ( node4(s280)
    | ~ spl0_1692 ),
    inference(resolution,[],[f9295,f936]) ).

fof(f18216,plain,
    ( spl0_2528
    | ~ spl0_1692 ),
    inference(avatar_split_clause,[],[f18215,f9293,f18085]) ).

fof(f18223,plain,
    ( ! [X0] :
        ( trans(X0,s274)
        | always3(X0) )
    | ~ spl0_1705 ),
    inference(resolution,[],[f9353,f934]) ).

fof(f18224,plain,
    ( node4(s274)
    | ~ spl0_1705 ),
    inference(resolution,[],[f9353,f937]) ).

fof(f18227,plain,
    ( spl0_2534
    | ~ spl0_1705 ),
    inference(avatar_split_clause,[],[f18224,f9351,f18203]) ).

fof(f18229,definition,
    ( spl0_2535
  <=> node4(s273) ),
    introduced(definition,[new_symbols(definition,[spl0_2535])],[avatar_definition]) ).

fof(f18230,plain,
    ( node4(s273)
    | ~ spl0_2535 ),
    inference(avatar_component_clause,[],[f18229]) ).

fof(f18233,plain,
    ( ~ spl0_2535
    | ~ spl0_1002
    | ~ spl0_1003 ),
    inference(avatar_split_clause,[],[f17980,f5504,f5498,f18229]) ).

fof(f18234,plain,
    ( ! [X0] :
        ( trans(X0,s273)
        | always3(X0) )
    | ~ spl0_1707 ),
    inference(resolution,[],[f9362,f934]) ).

fof(f18235,plain,
    ( node4(s273)
    | ~ spl0_1707 ),
    inference(resolution,[],[f9362,f937]) ).

fof(f18238,plain,
    ( spl0_2535
    | ~ spl0_1707 ),
    inference(avatar_split_clause,[],[f18235,f9360,f18229]) ).

fof(f18240,definition,
    ( spl0_2536
  <=> node4(s272) ),
    introduced(definition,[new_symbols(definition,[spl0_2536])],[avatar_definition]) ).

fof(f18241,plain,
    ( node4(s272)
    | ~ spl0_2536 ),
    inference(avatar_component_clause,[],[f18240]) ).

fof(f18242,plain,
    ( ~ node4(s272)
    | spl0_2536 ),
    inference(avatar_component_clause,[],[f18240]) ).

fof(f18244,plain,
    ( ~ spl0_2536
    | ~ spl0_1000
    | ~ spl0_1001 ),
    inference(avatar_split_clause,[],[f17974,f5494,f5488,f18240]) ).

fof(f18245,plain,
    ( ! [X0] :
        ( trans(X0,s272)
        | always3(X0) )
    | ~ spl0_1709 ),
    inference(resolution,[],[f9371,f934]) ).

fof(f18246,plain,
    ( node4(s272)
    | ~ spl0_1709 ),
    inference(resolution,[],[f9371,f937]) ).

fof(f18247,plain,
    ( $false
    | ~ spl0_1709
    | spl0_2536 ),
    inference(forward_subsumption_resolution,[],[f18246,f18242]) ).

fof(f18248,plain,
    ( ~ spl0_1709
    | spl0_2536 ),
    inference(avatar_contradiction_clause,[],[f18247]) ).

fof(f18252,definition,
    ( spl0_2537
  <=> node4(s270) ),
    introduced(definition,[new_symbols(definition,[spl0_2537])],[avatar_definition]) ).

fof(f18253,plain,
    ( node4(s270)
    | ~ spl0_2537 ),
    inference(avatar_component_clause,[],[f18252]) ).

fof(f18254,plain,
    ( ~ node4(s270)
    | spl0_2537 ),
    inference(avatar_component_clause,[],[f18252]) ).

fof(f18256,plain,
    ( spl0_2536
    | ~ spl0_1708 ),
    inference(avatar_split_clause,[],[f12165,f9365,f18240]) ).

fof(f18257,plain,
    ( ~ spl0_2537
    | ~ spl0_996
    | ~ spl0_997 ),
    inference(avatar_split_clause,[],[f17962,f5474,f5468,f18252]) ).

fof(f18260,plain,
    ( ! [X0] :
        ( trans(X0,s270)
        | always3(X0) )
    | ~ spl0_1713 ),
    inference(resolution,[],[f9389,f934]) ).

fof(f18261,plain,
    ( node4(s270)
    | ~ spl0_1713 ),
    inference(resolution,[],[f9389,f937]) ).

fof(f18264,plain,
    ( $false
    | ~ spl0_1712
    | spl0_2537 ),
    inference(forward_subsumption_resolution,[],[f12169,f18254]) ).

fof(f18265,plain,
    ( ~ spl0_1712
    | spl0_2537 ),
    inference(avatar_contradiction_clause,[],[f18264]) ).

fof(f18266,plain,
    ( spl0_2516
    | ~ spl0_1716 ),
    inference(avatar_split_clause,[],[f12173,f9401,f17845]) ).

fof(f18267,plain,
    ( spl0_2517
    | ~ spl0_1718 ),
    inference(avatar_split_clause,[],[f12175,f9410,f17856]) ).

fof(f18269,definition,
    ( spl0_2538
  <=> node4(s269) ),
    introduced(definition,[new_symbols(definition,[spl0_2538])],[avatar_definition]) ).

fof(f18270,plain,
    ( node4(s269)
    | ~ spl0_2538 ),
    inference(avatar_component_clause,[],[f18269]) ).

fof(f18274,plain,
    ( spl0_2537
    | ~ spl0_1713 ),
    inference(avatar_split_clause,[],[f18261,f9387,f18252]) ).

fof(f18275,plain,
    ( ~ spl0_2538
    | ~ spl0_994
    | ~ spl0_995 ),
    inference(avatar_split_clause,[],[f17841,f5464,f5458,f18269]) ).

fof(f18278,plain,
    ( ! [X0] :
        ( trans(X0,s269)
        | always3(X0) )
    | ~ spl0_1715 ),
    inference(resolution,[],[f9398,f934]) ).

fof(f18279,plain,
    ( node4(s269)
    | ~ spl0_1715 ),
    inference(resolution,[],[f9398,f937]) ).

fof(f18284,plain,
    ( spl0_2538
    | ~ spl0_1715 ),
    inference(avatar_split_clause,[],[f18279,f9396,f18269]) ).

fof(f18291,plain,
    ( ! [X0] :
        ( trans(X0,s271)
        | always3(X0) )
    | ~ spl0_1711 ),
    inference(resolution,[],[f9380,f934]) ).

fof(f18292,plain,
    ( node4(s271)
    | ~ spl0_1711 ),
    inference(resolution,[],[f9380,f937]) ).

fof(f18293,plain,
    ( $false
    | ~ spl0_998
    | ~ spl0_999
    | ~ spl0_1711 ),
    inference(forward_subsumption_resolution,[],[f18292,f17968]) ).

fof(f18294,plain,
    ( ~ spl0_998
    | ~ spl0_999
    | ~ spl0_1711 ),
    inference(avatar_contradiction_clause,[],[f18293]) ).

fof(f18296,definition,
    ( spl0_2539
  <=> node4(s264) ),
    introduced(definition,[new_symbols(definition,[spl0_2539])],[avatar_definition]) ).

fof(f18297,plain,
    ( node4(s264)
    | ~ spl0_2539 ),
    inference(avatar_component_clause,[],[f18296]) ).

fof(f18301,plain,
    ( ~ spl0_2539
    | ~ spl0_984
    | ~ spl0_985 ),
    inference(avatar_split_clause,[],[f17811,f5414,f5408,f18296]) ).

fof(f18308,plain,
    ( ! [X0] :
        ( trans(X0,s264)
        | always3(X0) )
    | ~ spl0_1725 ),
    inference(resolution,[],[f9443,f934]) ).

fof(f18309,plain,
    ( node4(s264)
    | ~ spl0_1725 ),
    inference(resolution,[],[f9443,f937]) ).

fof(f18316,plain,
    ( spl0_2539
    | ~ spl0_1725 ),
    inference(avatar_split_clause,[],[f18309,f9441,f18296]) ).

fof(f18321,plain,
    ( ! [X0] :
        ( trans(X0,s266)
        | always3(X0) )
    | ~ spl0_1721 ),
    inference(resolution,[],[f9425,f934]) ).

fof(f18322,plain,
    ( node4(s266)
    | ~ spl0_1721 ),
    inference(resolution,[],[f9425,f937]) ).

fof(f18323,plain,
    ( $false
    | ~ spl0_988
    | ~ spl0_989
    | ~ spl0_1721 ),
    inference(forward_subsumption_resolution,[],[f18322,f17823]) ).

fof(f18324,plain,
    ( ~ spl0_988
    | ~ spl0_989
    | ~ spl0_1721 ),
    inference(avatar_contradiction_clause,[],[f18323]) ).

fof(f18334,definition,
    ( spl0_2540
  <=> node4(s271) ),
    introduced(definition,[new_symbols(definition,[spl0_2540])],[avatar_definition]) ).

fof(f18335,plain,
    ( node4(s271)
    | ~ spl0_2540 ),
    inference(avatar_component_clause,[],[f18334]) ).

fof(f18359,definition,
    ( spl0_2541
  <=> node4(s285) ),
    introduced(definition,[new_symbols(definition,[spl0_2541])],[avatar_definition]) ).

fof(f18360,plain,
    ( node4(s285)
    | ~ spl0_2541 ),
    inference(avatar_component_clause,[],[f18359]) ).

fof(f18365,plain,
    ( ~ xuntil6(s287)
    | ~ spl0_1030
    | ~ spl0_1678 ),
    inference(forward_subsumption_resolution,[],[f18165,f12135]) ).

fof(f18367,definition,
    ( spl0_2542
  <=> node4(s266) ),
    introduced(definition,[new_symbols(definition,[spl0_2542])],[avatar_definition]) ).

fof(f18368,plain,
    ( node4(s266)
    | ~ spl0_2542 ),
    inference(avatar_component_clause,[],[f18367]) ).

fof(f18373,plain,
    ( spl0_2542
    | ~ spl0_1721 ),
    inference(avatar_split_clause,[],[f18322,f9423,f18367]) ).

fof(f18377,plain,
    ( ~ spl0_1031
    | ~ spl0_1030
    | ~ spl0_1678 ),
    inference(avatar_split_clause,[],[f18365,f9230,f5638,f5644]) ).

fof(f18420,plain,
    ( ~ xuntil6(s288)
    | ~ node4(s288)
    | ~ spl0_1032 ),
    inference(resolution,[],[f5650,f938]) ).

fof(f18421,plain,
    ( ~ node4(s288)
    | ~ spl0_1032
    | ~ spl0_1033 ),
    inference(forward_subsumption_resolution,[],[f18420,f5656]) ).

fof(f18424,plain,
    ( ~ xuntil6(s288)
    | ~ spl0_1032
    | ~ spl0_1676 ),
    inference(forward_subsumption_resolution,[],[f18420,f12133]) ).

fof(f18425,plain,
    ( ~ spl0_1033
    | ~ spl0_1032
    | ~ spl0_1676 ),
    inference(avatar_split_clause,[],[f18424,f9221,f5648,f5654]) ).

fof(f18426,plain,
    ( ~ xuntil6(s289)
    | ~ node4(s289)
    | ~ spl0_1034 ),
    inference(resolution,[],[f5660,f938]) ).

fof(f18427,plain,
    ( ~ node4(s289)
    | ~ spl0_1034
    | ~ spl0_1035 ),
    inference(forward_subsumption_resolution,[],[f18426,f5666]) ).

fof(f18428,plain,
    ( $false
    | ~ spl0_1034
    | ~ spl0_1035
    | ~ spl0_1674 ),
    inference(forward_subsumption_resolution,[],[f18427,f12131]) ).

fof(f18429,plain,
    ( ~ spl0_1034
    | ~ spl0_1035
    | ~ spl0_1674 ),
    inference(avatar_contradiction_clause,[],[f18428]) ).

fof(f18430,plain,
    ( ! [X0] :
        ( trans(X0,s289)
        | always3(X0) )
    | ~ spl0_1675 ),
    inference(resolution,[],[f9218,f934]) ).

fof(f18431,plain,
    ( node4(s289)
    | ~ spl0_1675 ),
    inference(resolution,[],[f9218,f937]) ).

fof(f18432,plain,
    ( $false
    | ~ spl0_1034
    | ~ spl0_1035
    | ~ spl0_1675 ),
    inference(forward_subsumption_resolution,[],[f18431,f18427]) ).

fof(f18433,plain,
    ( ~ spl0_1034
    | ~ spl0_1035
    | ~ spl0_1675 ),
    inference(avatar_contradiction_clause,[],[f18432]) ).

fof(f18435,definition,
    ( spl0_2543
  <=> node4(s289) ),
    introduced(definition,[new_symbols(definition,[spl0_2543])],[avatar_definition]) ).

fof(f18436,plain,
    ( node4(s289)
    | ~ spl0_2543 ),
    inference(avatar_component_clause,[],[f18435]) ).

fof(f18439,plain,
    ( ~ xuntil6(s290)
    | ~ node4(s290)
    | ~ spl0_1036 ),
    inference(resolution,[],[f5670,f938]) ).

fof(f18440,plain,
    ( ~ node4(s290)
    | ~ spl0_1036
    | ~ spl0_1037 ),
    inference(forward_subsumption_resolution,[],[f18439,f5676]) ).

fof(f18443,plain,
    ( ~ xuntil6(s290)
    | ~ spl0_1036
    | ~ spl0_1672 ),
    inference(forward_subsumption_resolution,[],[f18439,f12129]) ).

fof(f18444,plain,
    ( ~ spl0_1037
    | ~ spl0_1036
    | ~ spl0_1672 ),
    inference(avatar_split_clause,[],[f18443,f9203,f5668,f5674]) ).

fof(f18445,plain,
    ( ~ xuntil6(s291)
    | ~ node4(s291)
    | ~ spl0_1038 ),
    inference(resolution,[],[f5680,f938]) ).

fof(f18446,plain,
    ( ~ node4(s291)
    | ~ spl0_1038
    | ~ spl0_1039 ),
    inference(forward_subsumption_resolution,[],[f18445,f5686]) ).

fof(f18447,plain,
    ( $false
    | ~ spl0_1038
    | ~ spl0_1039
    | ~ spl0_1670 ),
    inference(forward_subsumption_resolution,[],[f18446,f12127]) ).

fof(f18448,plain,
    ( ~ spl0_1038
    | ~ spl0_1039
    | ~ spl0_1670 ),
    inference(avatar_contradiction_clause,[],[f18447]) ).

fof(f18449,plain,
    ( ! [X0] :
        ( trans(X0,s291)
        | always3(X0) )
    | ~ spl0_1671 ),
    inference(resolution,[],[f9200,f934]) ).

fof(f18450,plain,
    ( node4(s291)
    | ~ spl0_1671 ),
    inference(resolution,[],[f9200,f937]) ).

fof(f18451,plain,
    ( $false
    | ~ spl0_1038
    | ~ spl0_1039
    | ~ spl0_1671 ),
    inference(forward_subsumption_resolution,[],[f18450,f18446]) ).

fof(f18452,plain,
    ( ~ spl0_1038
    | ~ spl0_1039
    | ~ spl0_1671 ),
    inference(avatar_contradiction_clause,[],[f18451]) ).

fof(f18454,definition,
    ( spl0_2544
  <=> node4(s290) ),
    introduced(definition,[new_symbols(definition,[spl0_2544])],[avatar_definition]) ).

fof(f18455,plain,
    ( node4(s290)
    | ~ spl0_2544 ),
    inference(avatar_component_clause,[],[f18454]) ).

fof(f18458,plain,
    ( ~ spl0_2544
    | ~ spl0_1036
    | ~ spl0_1037 ),
    inference(avatar_split_clause,[],[f18440,f5674,f5668,f18454]) ).

fof(f18459,plain,
    ( ! [X0] :
        ( trans(X0,s290)
        | always3(X0) )
    | ~ spl0_1673 ),
    inference(resolution,[],[f9209,f934]) ).

fof(f18460,plain,
    ( node4(s290)
    | ~ spl0_1673 ),
    inference(resolution,[],[f9209,f937]) ).

fof(f18464,definition,
    ( spl0_2545
  <=> node4(s291) ),
    introduced(definition,[new_symbols(definition,[spl0_2545])],[avatar_definition]) ).

fof(f18465,plain,
    ( node4(s291)
    | ~ spl0_2545 ),
    inference(avatar_component_clause,[],[f18464]) ).

fof(f18468,plain,
    ( spl0_2544
    | ~ spl0_1673 ),
    inference(avatar_split_clause,[],[f18460,f9207,f18454]) ).

fof(f18471,plain,
    ( ~ xuntil6(s292)
    | ~ node4(s292)
    | ~ spl0_1040 ),
    inference(resolution,[],[f5690,f938]) ).

fof(f18472,plain,
    ( ~ node4(s292)
    | ~ spl0_1040
    | ~ spl0_1041 ),
    inference(forward_subsumption_resolution,[],[f18471,f5696]) ).

fof(f18473,plain,
    ( $false
    | ~ spl0_1040
    | ~ spl0_1041
    | ~ spl0_1668 ),
    inference(forward_subsumption_resolution,[],[f18472,f12125]) ).

fof(f18474,plain,
    ( ~ spl0_1040
    | ~ spl0_1041
    | ~ spl0_1668 ),
    inference(avatar_contradiction_clause,[],[f18473]) ).

fof(f18475,plain,
    ( ! [X0] :
        ( trans(X0,s292)
        | always3(X0) )
    | ~ spl0_1669 ),
    inference(resolution,[],[f9191,f934]) ).

fof(f18476,plain,
    ( node4(s292)
    | ~ spl0_1669 ),
    inference(resolution,[],[f9191,f937]) ).

fof(f18477,plain,
    ( $false
    | ~ spl0_1040
    | ~ spl0_1041
    | ~ spl0_1669 ),
    inference(forward_subsumption_resolution,[],[f18476,f18472]) ).

fof(f18478,plain,
    ( ~ spl0_1040
    | ~ spl0_1041
    | ~ spl0_1669 ),
    inference(avatar_contradiction_clause,[],[f18477]) ).

fof(f18480,definition,
    ( spl0_2546
  <=> node4(s292) ),
    introduced(definition,[new_symbols(definition,[spl0_2546])],[avatar_definition]) ).

fof(f18481,plain,
    ( node4(s292)
    | ~ spl0_2546 ),
    inference(avatar_component_clause,[],[f18480]) ).

fof(f18484,plain,
    ( ~ xuntil6(s293)
    | ~ node4(s293)
    | ~ spl0_1042 ),
    inference(resolution,[],[f5700,f938]) ).

fof(f18485,plain,
    ( ~ node4(s293)
    | ~ spl0_1042
    | ~ spl0_1043 ),
    inference(forward_subsumption_resolution,[],[f18484,f5706]) ).

fof(f18486,plain,
    ( $false
    | ~ spl0_1042
    | ~ spl0_1043
    | ~ spl0_1666 ),
    inference(forward_subsumption_resolution,[],[f18485,f12123]) ).

fof(f18487,plain,
    ( ~ spl0_1042
    | ~ spl0_1043
    | ~ spl0_1666 ),
    inference(avatar_contradiction_clause,[],[f18486]) ).

fof(f18488,plain,
    ( ! [X0] :
        ( trans(X0,s293)
        | always3(X0) )
    | ~ spl0_1667 ),
    inference(resolution,[],[f9182,f934]) ).

fof(f18489,plain,
    ( node4(s293)
    | ~ spl0_1667 ),
    inference(resolution,[],[f9182,f937]) ).

fof(f18490,plain,
    ( $false
    | ~ spl0_1042
    | ~ spl0_1043
    | ~ spl0_1667 ),
    inference(forward_subsumption_resolution,[],[f18489,f18485]) ).

fof(f18491,plain,
    ( ~ spl0_1042
    | ~ spl0_1043
    | ~ spl0_1667 ),
    inference(avatar_contradiction_clause,[],[f18490]) ).

fof(f18493,definition,
    ( spl0_2547
  <=> node4(s293) ),
    introduced(definition,[new_symbols(definition,[spl0_2547])],[avatar_definition]) ).

fof(f18494,plain,
    ( node4(s293)
    | ~ spl0_2547 ),
    inference(avatar_component_clause,[],[f18493]) ).

fof(f18497,plain,
    ( spl0_2547
    | ~ spl0_1667 ),
    inference(avatar_split_clause,[],[f18489,f9180,f18493]) ).

fof(f18498,plain,
    ( spl0_2547
    | ~ spl0_1666 ),
    inference(avatar_split_clause,[],[f12123,f9176,f18493]) ).

fof(f18499,plain,
    ( ~ xuntil6(s294)
    | ~ node4(s294)
    | ~ spl0_1044 ),
    inference(resolution,[],[f5710,f938]) ).

fof(f18500,plain,
    ( ~ node4(s294)
    | ~ spl0_1044
    | ~ spl0_1045 ),
    inference(forward_subsumption_resolution,[],[f18499,f5716]) ).

fof(f18503,plain,
    ( ~ xuntil6(s294)
    | ~ spl0_1044
    | ~ spl0_1664 ),
    inference(forward_subsumption_resolution,[],[f18499,f12121]) ).

fof(f18504,plain,
    ( ~ spl0_1045
    | ~ spl0_1044
    | ~ spl0_1664 ),
    inference(avatar_split_clause,[],[f18503,f9167,f5708,f5714]) ).

fof(f18505,plain,
    ( ~ xuntil6(s295)
    | ~ node4(s295)
    | ~ spl0_1046 ),
    inference(resolution,[],[f5720,f938]) ).

fof(f18506,plain,
    ( ~ node4(s295)
    | ~ spl0_1046
    | ~ spl0_1047 ),
    inference(forward_subsumption_resolution,[],[f18505,f5726]) ).

fof(f18509,plain,
    ( ~ xuntil6(s295)
    | ~ spl0_1046
    | ~ spl0_1662 ),
    inference(forward_subsumption_resolution,[],[f18505,f12119]) ).

fof(f18510,plain,
    ( ~ spl0_1047
    | ~ spl0_1046
    | ~ spl0_1662 ),
    inference(avatar_split_clause,[],[f18509,f9158,f5718,f5724]) ).

fof(f18511,plain,
    ( ~ xuntil6(s296)
    | ~ node4(s296)
    | ~ spl0_1048 ),
    inference(resolution,[],[f5730,f938]) ).

fof(f18512,plain,
    ( ~ node4(s296)
    | ~ spl0_1048
    | ~ spl0_1049 ),
    inference(forward_subsumption_resolution,[],[f18511,f5736]) ).

fof(f18515,plain,
    ( ~ xuntil6(s296)
    | ~ spl0_1048
    | ~ spl0_1660 ),
    inference(forward_subsumption_resolution,[],[f18511,f12117]) ).

fof(f18516,plain,
    ( ~ spl0_1049
    | ~ spl0_1048
    | ~ spl0_1660 ),
    inference(avatar_split_clause,[],[f18515,f9149,f5728,f5734]) ).

fof(f18517,plain,
    ( ~ xuntil6(s297)
    | ~ node4(s297)
    | ~ spl0_1050 ),
    inference(resolution,[],[f5740,f938]) ).

fof(f18518,plain,
    ( ~ node4(s297)
    | ~ spl0_1050
    | ~ spl0_1051 ),
    inference(forward_subsumption_resolution,[],[f18517,f5746]) ).

fof(f18519,plain,
    ( $false
    | ~ spl0_1050
    | ~ spl0_1051
    | ~ spl0_1658 ),
    inference(forward_subsumption_resolution,[],[f18518,f12115]) ).

fof(f18520,plain,
    ( ~ spl0_1050
    | ~ spl0_1051
    | ~ spl0_1658 ),
    inference(avatar_contradiction_clause,[],[f18519]) ).

fof(f18521,plain,
    ( ! [X0] :
        ( trans(X0,s297)
        | always3(X0) )
    | ~ spl0_1659 ),
    inference(resolution,[],[f9146,f934]) ).

fof(f18522,plain,
    ( node4(s297)
    | ~ spl0_1659 ),
    inference(resolution,[],[f9146,f937]) ).

fof(f18523,plain,
    ( $false
    | ~ spl0_1050
    | ~ spl0_1051
    | ~ spl0_1659 ),
    inference(forward_subsumption_resolution,[],[f18522,f18518]) ).

fof(f18524,plain,
    ( ~ spl0_1050
    | ~ spl0_1051
    | ~ spl0_1659 ),
    inference(avatar_contradiction_clause,[],[f18523]) ).

fof(f18526,definition,
    ( spl0_2548
  <=> node4(s297) ),
    introduced(definition,[new_symbols(definition,[spl0_2548])],[avatar_definition]) ).

fof(f18527,plain,
    ( node4(s297)
    | ~ spl0_2548 ),
    inference(avatar_component_clause,[],[f18526]) ).

fof(f18530,plain,
    ( ~ xuntil6(s298)
    | ~ node4(s298)
    | ~ spl0_1052 ),
    inference(resolution,[],[f5750,f938]) ).

fof(f18531,plain,
    ( ~ node4(s298)
    | ~ spl0_1052
    | ~ spl0_1053 ),
    inference(forward_subsumption_resolution,[],[f18530,f5756]) ).

fof(f18532,plain,
    ( $false
    | ~ spl0_1052
    | ~ spl0_1053
    | ~ spl0_1656 ),
    inference(forward_subsumption_resolution,[],[f18531,f12113]) ).

fof(f18533,plain,
    ( ~ spl0_1052
    | ~ spl0_1053
    | ~ spl0_1656 ),
    inference(avatar_contradiction_clause,[],[f18532]) ).

fof(f18534,plain,
    ( ! [X0] :
        ( trans(X0,s298)
        | always3(X0) )
    | ~ spl0_1657 ),
    inference(resolution,[],[f9137,f934]) ).

fof(f18535,plain,
    ( node4(s298)
    | ~ spl0_1657 ),
    inference(resolution,[],[f9137,f937]) ).

fof(f18536,plain,
    ( $false
    | ~ spl0_1052
    | ~ spl0_1053
    | ~ spl0_1657 ),
    inference(forward_subsumption_resolution,[],[f18535,f18531]) ).

fof(f18537,plain,
    ( ~ spl0_1052
    | ~ spl0_1053
    | ~ spl0_1657 ),
    inference(avatar_contradiction_clause,[],[f18536]) ).

fof(f18539,definition,
    ( spl0_2549
  <=> node4(s298) ),
    introduced(definition,[new_symbols(definition,[spl0_2549])],[avatar_definition]) ).

fof(f18540,plain,
    ( node4(s298)
    | ~ spl0_2549 ),
    inference(avatar_component_clause,[],[f18539]) ).

fof(f18543,plain,
    ( ~ xuntil6(s299)
    | ~ node4(s299)
    | ~ spl0_1054 ),
    inference(resolution,[],[f5760,f938]) ).

fof(f18544,plain,
    ( ~ node4(s299)
    | ~ spl0_1054
    | ~ spl0_1055 ),
    inference(forward_subsumption_resolution,[],[f18543,f5766]) ).

fof(f18545,plain,
    ( $false
    | ~ spl0_1054
    | ~ spl0_1055
    | ~ spl0_1654 ),
    inference(forward_subsumption_resolution,[],[f18544,f12111]) ).

fof(f18546,plain,
    ( ~ spl0_1054
    | ~ spl0_1055
    | ~ spl0_1654 ),
    inference(avatar_contradiction_clause,[],[f18545]) ).

fof(f18547,plain,
    ( ! [X0] :
        ( trans(X0,s299)
        | always3(X0) )
    | ~ spl0_1655 ),
    inference(resolution,[],[f9128,f934]) ).

fof(f18548,plain,
    ( node4(s299)
    | ~ spl0_1655 ),
    inference(resolution,[],[f9128,f937]) ).

fof(f18549,plain,
    ( $false
    | ~ spl0_1054
    | ~ spl0_1055
    | ~ spl0_1655 ),
    inference(forward_subsumption_resolution,[],[f18548,f18544]) ).

fof(f18550,plain,
    ( ~ spl0_1054
    | ~ spl0_1055
    | ~ spl0_1655 ),
    inference(avatar_contradiction_clause,[],[f18549]) ).

fof(f18552,definition,
    ( spl0_2550
  <=> node4(s299) ),
    introduced(definition,[new_symbols(definition,[spl0_2550])],[avatar_definition]) ).

fof(f18553,plain,
    ( node4(s299)
    | ~ spl0_2550 ),
    inference(avatar_component_clause,[],[f18552]) ).

fof(f18556,plain,
    ( ~ xuntil6(s300)
    | ~ node4(s300)
    | ~ spl0_1056 ),
    inference(resolution,[],[f5770,f938]) ).

fof(f18557,plain,
    ( ~ node4(s300)
    | ~ spl0_1056
    | ~ spl0_1057 ),
    inference(forward_subsumption_resolution,[],[f18556,f5776]) ).

fof(f18558,plain,
    ( $false
    | ~ spl0_1056
    | ~ spl0_1057
    | ~ spl0_1652 ),
    inference(forward_subsumption_resolution,[],[f18557,f12109]) ).

fof(f18559,plain,
    ( ~ spl0_1056
    | ~ spl0_1057
    | ~ spl0_1652 ),
    inference(avatar_contradiction_clause,[],[f18558]) ).

fof(f18560,plain,
    ( ! [X0] :
        ( trans(X0,s300)
        | always3(X0) )
    | ~ spl0_1653 ),
    inference(resolution,[],[f9119,f934]) ).

fof(f18561,plain,
    ( node4(s300)
    | ~ spl0_1653 ),
    inference(resolution,[],[f9119,f937]) ).

fof(f18562,plain,
    ( $false
    | ~ spl0_1056
    | ~ spl0_1057
    | ~ spl0_1653 ),
    inference(forward_subsumption_resolution,[],[f18561,f18557]) ).

fof(f18563,plain,
    ( ~ spl0_1056
    | ~ spl0_1057
    | ~ spl0_1653 ),
    inference(avatar_contradiction_clause,[],[f18562]) ).

fof(f18565,definition,
    ( spl0_2551
  <=> node4(s300) ),
    introduced(definition,[new_symbols(definition,[spl0_2551])],[avatar_definition]) ).

fof(f18566,plain,
    ( node4(s300)
    | ~ spl0_2551 ),
    inference(avatar_component_clause,[],[f18565]) ).

fof(f18569,plain,
    ( spl0_2551
    | ~ spl0_1653 ),
    inference(avatar_split_clause,[],[f18561,f9117,f18565]) ).

fof(f18570,plain,
    ( ~ xuntil6(s301)
    | ~ node4(s301)
    | ~ spl0_1058 ),
    inference(resolution,[],[f5780,f938]) ).

fof(f18571,plain,
    ( ~ node4(s301)
    | ~ spl0_1058
    | ~ spl0_1059 ),
    inference(forward_subsumption_resolution,[],[f18570,f5786]) ).

fof(f18572,plain,
    ( $false
    | ~ spl0_1058
    | ~ spl0_1059
    | ~ spl0_1650 ),
    inference(forward_subsumption_resolution,[],[f18571,f12107]) ).

fof(f18573,plain,
    ( ~ spl0_1058
    | ~ spl0_1059
    | ~ spl0_1650 ),
    inference(avatar_contradiction_clause,[],[f18572]) ).

fof(f18574,plain,
    ( spl0_2551
    | ~ spl0_1652 ),
    inference(avatar_split_clause,[],[f12109,f9113,f18565]) ).

fof(f18575,plain,
    ( ! [X0] :
        ( trans(X0,s301)
        | always3(X0) )
    | ~ spl0_1651 ),
    inference(resolution,[],[f9110,f934]) ).

fof(f18576,plain,
    ( node4(s301)
    | ~ spl0_1651 ),
    inference(resolution,[],[f9110,f937]) ).

fof(f18577,plain,
    ( $false
    | ~ spl0_1058
    | ~ spl0_1059
    | ~ spl0_1651 ),
    inference(forward_subsumption_resolution,[],[f18576,f18571]) ).

fof(f18578,plain,
    ( ~ spl0_1058
    | ~ spl0_1059
    | ~ spl0_1651 ),
    inference(avatar_contradiction_clause,[],[f18577]) ).

fof(f18580,definition,
    ( spl0_2552
  <=> node4(s301) ),
    introduced(definition,[new_symbols(definition,[spl0_2552])],[avatar_definition]) ).

fof(f18581,plain,
    ( node4(s301)
    | ~ spl0_2552 ),
    inference(avatar_component_clause,[],[f18580]) ).

fof(f18584,plain,
    ( spl0_2552
    | ~ spl0_1651 ),
    inference(avatar_split_clause,[],[f18576,f9108,f18580]) ).

fof(f18585,plain,
    ( spl0_2552
    | ~ spl0_1650 ),
    inference(avatar_split_clause,[],[f12107,f9104,f18580]) ).

fof(f18586,plain,
    ( ~ xuntil6(s302)
    | ~ node4(s302)
    | ~ spl0_1060 ),
    inference(resolution,[],[f5790,f938]) ).

fof(f18587,plain,
    ( ~ node4(s302)
    | ~ spl0_1060
    | ~ spl0_1061 ),
    inference(forward_subsumption_resolution,[],[f18586,f5796]) ).

fof(f18590,plain,
    ( ~ xuntil6(s302)
    | ~ spl0_1060
    | ~ spl0_1648 ),
    inference(forward_subsumption_resolution,[],[f18586,f12105]) ).

fof(f18591,plain,
    ( ~ spl0_1061
    | ~ spl0_1060
    | ~ spl0_1648 ),
    inference(avatar_split_clause,[],[f18590,f9095,f5788,f5794]) ).

fof(f18592,plain,
    ( ~ xuntil6(s303)
    | ~ node4(s303)
    | ~ spl0_1062 ),
    inference(resolution,[],[f5800,f938]) ).

fof(f18593,plain,
    ( ~ node4(s303)
    | ~ spl0_1062
    | ~ spl0_1063 ),
    inference(forward_subsumption_resolution,[],[f18592,f5806]) ).

fof(f18596,plain,
    ( ~ xuntil6(s303)
    | ~ spl0_1062
    | ~ spl0_1646 ),
    inference(forward_subsumption_resolution,[],[f18592,f12103]) ).

fof(f18597,plain,
    ( ~ spl0_1063
    | ~ spl0_1062
    | ~ spl0_1646 ),
    inference(avatar_split_clause,[],[f18596,f9086,f5798,f5804]) ).

fof(f18598,plain,
    ( ~ xuntil6(s304)
    | ~ node4(s304)
    | ~ spl0_1064 ),
    inference(resolution,[],[f5810,f938]) ).

fof(f18599,plain,
    ( ~ node4(s304)
    | ~ spl0_1064
    | ~ spl0_1065 ),
    inference(forward_subsumption_resolution,[],[f18598,f5816]) ).

fof(f18600,plain,
    ( $false
    | ~ spl0_1064
    | ~ spl0_1065
    | ~ spl0_1644 ),
    inference(forward_subsumption_resolution,[],[f18599,f12101]) ).

fof(f18601,plain,
    ( ~ spl0_1064
    | ~ spl0_1065
    | ~ spl0_1644 ),
    inference(avatar_contradiction_clause,[],[f18600]) ).

fof(f18602,plain,
    ( ! [X0] :
        ( trans(X0,s304)
        | always3(X0) )
    | ~ spl0_1645 ),
    inference(resolution,[],[f9083,f934]) ).

fof(f18603,plain,
    ( node4(s304)
    | ~ spl0_1645 ),
    inference(resolution,[],[f9083,f937]) ).

fof(f18604,plain,
    ( $false
    | ~ spl0_1064
    | ~ spl0_1065
    | ~ spl0_1645 ),
    inference(forward_subsumption_resolution,[],[f18603,f18599]) ).

fof(f18605,plain,
    ( ~ spl0_1064
    | ~ spl0_1065
    | ~ spl0_1645 ),
    inference(avatar_contradiction_clause,[],[f18604]) ).

fof(f18607,definition,
    ( spl0_2553
  <=> node4(s304) ),
    introduced(definition,[new_symbols(definition,[spl0_2553])],[avatar_definition]) ).

fof(f18608,plain,
    ( node4(s304)
    | ~ spl0_2553 ),
    inference(avatar_component_clause,[],[f18607]) ).

fof(f18611,plain,
    ( ~ xuntil6(s305)
    | ~ node4(s305)
    | ~ spl0_1066 ),
    inference(resolution,[],[f5820,f938]) ).

fof(f18612,plain,
    ( ~ node4(s305)
    | ~ spl0_1066
    | ~ spl0_1067 ),
    inference(forward_subsumption_resolution,[],[f18611,f5826]) ).

fof(f18613,plain,
    ( $false
    | ~ spl0_1066
    | ~ spl0_1067
    | ~ spl0_1642 ),
    inference(forward_subsumption_resolution,[],[f18612,f12099]) ).

fof(f18614,plain,
    ( ~ spl0_1066
    | ~ spl0_1067
    | ~ spl0_1642 ),
    inference(avatar_contradiction_clause,[],[f18613]) ).

fof(f18615,plain,
    ( ! [X0] :
        ( trans(X0,s305)
        | always3(X0) )
    | ~ spl0_1643 ),
    inference(resolution,[],[f9074,f934]) ).

fof(f18616,plain,
    ( node4(s305)
    | ~ spl0_1643 ),
    inference(resolution,[],[f9074,f937]) ).

fof(f18617,plain,
    ( $false
    | ~ spl0_1066
    | ~ spl0_1067
    | ~ spl0_1643 ),
    inference(forward_subsumption_resolution,[],[f18616,f18612]) ).

fof(f18618,plain,
    ( ~ spl0_1066
    | ~ spl0_1067
    | ~ spl0_1643 ),
    inference(avatar_contradiction_clause,[],[f18617]) ).

fof(f18620,definition,
    ( spl0_2554
  <=> node4(s305) ),
    introduced(definition,[new_symbols(definition,[spl0_2554])],[avatar_definition]) ).

fof(f18621,plain,
    ( node4(s305)
    | ~ spl0_2554 ),
    inference(avatar_component_clause,[],[f18620]) ).

fof(f18624,plain,
    ( ~ xuntil6(s306)
    | ~ node4(s306)
    | ~ spl0_1068 ),
    inference(resolution,[],[f5830,f938]) ).

fof(f18625,plain,
    ( ~ node4(s306)
    | ~ spl0_1068
    | ~ spl0_1069 ),
    inference(forward_subsumption_resolution,[],[f18624,f5836]) ).

fof(f18628,plain,
    ( ~ xuntil6(s306)
    | ~ spl0_1068
    | ~ spl0_1640 ),
    inference(forward_subsumption_resolution,[],[f18624,f12097]) ).

fof(f18629,plain,
    ( ~ spl0_1069
    | ~ spl0_1068
    | ~ spl0_1640 ),
    inference(avatar_split_clause,[],[f18628,f9059,f5828,f5834]) ).

fof(f18630,plain,
    ( ~ xuntil6(s307)
    | ~ node4(s307)
    | ~ spl0_1070 ),
    inference(resolution,[],[f5840,f938]) ).

fof(f18631,plain,
    ( ~ node4(s307)
    | ~ spl0_1070
    | ~ spl0_1071 ),
    inference(forward_subsumption_resolution,[],[f18630,f5846]) ).

fof(f18634,plain,
    ( ~ xuntil6(s307)
    | ~ spl0_1070
    | ~ spl0_1638 ),
    inference(forward_subsumption_resolution,[],[f18630,f12095]) ).

fof(f18635,plain,
    ( ~ spl0_1071
    | ~ spl0_1070
    | ~ spl0_1638 ),
    inference(avatar_split_clause,[],[f18634,f9050,f5838,f5844]) ).

fof(f18636,plain,
    ( ~ xuntil6(s308)
    | ~ node4(s308)
    | ~ spl0_1072 ),
    inference(resolution,[],[f5850,f938]) ).

fof(f18637,plain,
    ( ~ node4(s308)
    | ~ spl0_1072
    | ~ spl0_1073 ),
    inference(forward_subsumption_resolution,[],[f18636,f5856]) ).

fof(f18638,plain,
    ( $false
    | ~ spl0_1072
    | ~ spl0_1073
    | ~ spl0_1636 ),
    inference(forward_subsumption_resolution,[],[f18637,f12093]) ).

fof(f18639,plain,
    ( ~ spl0_1072
    | ~ spl0_1073
    | ~ spl0_1636 ),
    inference(avatar_contradiction_clause,[],[f18638]) ).

fof(f18641,definition,
    ( spl0_2555
  <=> node4(s307) ),
    introduced(definition,[new_symbols(definition,[spl0_2555])],[avatar_definition]) ).

fof(f18642,plain,
    ( node4(s307)
    | ~ spl0_2555 ),
    inference(avatar_component_clause,[],[f18641]) ).

fof(f18645,plain,
    ( ~ spl0_2555
    | ~ spl0_1070
    | ~ spl0_1071 ),
    inference(avatar_split_clause,[],[f18631,f5844,f5838,f18641]) ).

fof(f18646,plain,
    ( ! [X0] :
        ( trans(X0,s307)
        | always3(X0) )
    | ~ spl0_1639 ),
    inference(resolution,[],[f9056,f934]) ).

fof(f18647,plain,
    ( node4(s307)
    | ~ spl0_1639 ),
    inference(resolution,[],[f9056,f937]) ).

fof(f18650,plain,
    ( spl0_2555
    | ~ spl0_1639 ),
    inference(avatar_split_clause,[],[f18647,f9054,f18641]) ).

fof(f18652,definition,
    ( spl0_2556
  <=> node4(s306) ),
    introduced(definition,[new_symbols(definition,[spl0_2556])],[avatar_definition]) ).

fof(f18653,plain,
    ( node4(s306)
    | ~ spl0_2556 ),
    inference(avatar_component_clause,[],[f18652]) ).

fof(f18656,plain,
    ( ~ spl0_2556
    | ~ spl0_1068
    | ~ spl0_1069 ),
    inference(avatar_split_clause,[],[f18625,f5834,f5828,f18652]) ).

fof(f18657,plain,
    ( ! [X0] :
        ( trans(X0,s306)
        | always3(X0) )
    | ~ spl0_1641 ),
    inference(resolution,[],[f9065,f934]) ).

fof(f18658,plain,
    ( node4(s306)
    | ~ spl0_1641 ),
    inference(resolution,[],[f9065,f937]) ).

fof(f18663,plain,
    ( spl0_2556
    | ~ spl0_1641 ),
    inference(avatar_split_clause,[],[f18658,f9063,f18652]) ).

fof(f18668,plain,
    ( ! [X0] :
        ( trans(X0,s308)
        | always3(X0) )
    | ~ spl0_1637 ),
    inference(resolution,[],[f9047,f934]) ).

fof(f18669,plain,
    ( node4(s308)
    | ~ spl0_1637 ),
    inference(resolution,[],[f9047,f937]) ).

fof(f18670,plain,
    ( $false
    | ~ spl0_1072
    | ~ spl0_1073
    | ~ spl0_1637 ),
    inference(forward_subsumption_resolution,[],[f18669,f18637]) ).

fof(f18671,plain,
    ( ~ spl0_1072
    | ~ spl0_1073
    | ~ spl0_1637 ),
    inference(avatar_contradiction_clause,[],[f18670]) ).

fof(f18673,definition,
    ( spl0_2557
  <=> node4(s308) ),
    introduced(definition,[new_symbols(definition,[spl0_2557])],[avatar_definition]) ).

fof(f18674,plain,
    ( node4(s308)
    | ~ spl0_2557 ),
    inference(avatar_component_clause,[],[f18673]) ).

fof(f18678,plain,
    ( ~ xuntil6(s309)
    | ~ node4(s309)
    | ~ spl0_1074 ),
    inference(resolution,[],[f5860,f938]) ).

fof(f18679,plain,
    ( ~ node4(s309)
    | ~ spl0_1074
    | ~ spl0_1075 ),
    inference(forward_subsumption_resolution,[],[f18678,f5866]) ).

fof(f18682,plain,
    ( ~ xuntil6(s309)
    | ~ spl0_1074
    | ~ spl0_1634 ),
    inference(forward_subsumption_resolution,[],[f18678,f12091]) ).

fof(f18683,plain,
    ( ~ spl0_1075
    | ~ spl0_1074
    | ~ spl0_1634 ),
    inference(avatar_split_clause,[],[f18682,f9032,f5858,f5864]) ).

fof(f18684,plain,
    ( ~ xuntil6(s310)
    | ~ node4(s310)
    | ~ spl0_1076 ),
    inference(resolution,[],[f5870,f938]) ).

fof(f18685,plain,
    ( ~ node4(s310)
    | ~ spl0_1076
    | ~ spl0_1077 ),
    inference(forward_subsumption_resolution,[],[f18684,f5876]) ).

fof(f18689,definition,
    ( spl0_2558
  <=> node4(s309) ),
    introduced(definition,[new_symbols(definition,[spl0_2558])],[avatar_definition]) ).

fof(f18690,plain,
    ( node4(s309)
    | ~ spl0_2558 ),
    inference(avatar_component_clause,[],[f18689]) ).

fof(f18693,plain,
    ( ~ spl0_2558
    | ~ spl0_1074
    | ~ spl0_1075 ),
    inference(avatar_split_clause,[],[f18679,f5864,f5858,f18689]) ).

fof(f18694,plain,
    ( ! [X0] :
        ( trans(X0,s309)
        | always3(X0) )
    | ~ spl0_1635 ),
    inference(resolution,[],[f9038,f934]) ).

fof(f18695,plain,
    ( node4(s309)
    | ~ spl0_1635 ),
    inference(resolution,[],[f9038,f937]) ).

fof(f18698,plain,
    ( ~ xuntil6(s310)
    | ~ spl0_1076
    | ~ spl0_1632 ),
    inference(forward_subsumption_resolution,[],[f18684,f12089]) ).

fof(f18699,plain,
    ( spl0_2558
    | ~ spl0_1635 ),
    inference(avatar_split_clause,[],[f18695,f9036,f18689]) ).

fof(f18700,plain,
    ( ~ spl0_1077
    | ~ spl0_1076
    | ~ spl0_1632 ),
    inference(avatar_split_clause,[],[f18698,f9023,f5868,f5874]) ).

fof(f18703,plain,
    ( ~ xuntil6(s311)
    | ~ node4(s311)
    | ~ spl0_1078 ),
    inference(resolution,[],[f5880,f938]) ).

fof(f18704,plain,
    ( ~ node4(s311)
    | ~ spl0_1078
    | ~ spl0_1079 ),
    inference(forward_subsumption_resolution,[],[f18703,f5886]) ).

fof(f18705,plain,
    ( $false
    | ~ spl0_1078
    | ~ spl0_1079
    | ~ spl0_1630 ),
    inference(forward_subsumption_resolution,[],[f18704,f12087]) ).

fof(f18706,plain,
    ( ~ spl0_1078
    | ~ spl0_1079
    | ~ spl0_1630 ),
    inference(avatar_contradiction_clause,[],[f18705]) ).

fof(f18707,plain,
    ( ! [X0] :
        ( trans(X0,s311)
        | always3(X0) )
    | ~ spl0_1631 ),
    inference(resolution,[],[f9020,f934]) ).

fof(f18708,plain,
    ( node4(s311)
    | ~ spl0_1631 ),
    inference(resolution,[],[f9020,f937]) ).

fof(f18709,plain,
    ( $false
    | ~ spl0_1078
    | ~ spl0_1079
    | ~ spl0_1631 ),
    inference(forward_subsumption_resolution,[],[f18708,f18704]) ).

fof(f18710,plain,
    ( ~ spl0_1078
    | ~ spl0_1079
    | ~ spl0_1631 ),
    inference(avatar_contradiction_clause,[],[f18709]) ).

fof(f18712,definition,
    ( spl0_2559
  <=> node4(s311) ),
    introduced(definition,[new_symbols(definition,[spl0_2559])],[avatar_definition]) ).

fof(f18713,plain,
    ( node4(s311)
    | ~ spl0_2559 ),
    inference(avatar_component_clause,[],[f18712]) ).

fof(f18716,plain,
    ( ~ xuntil6(s312)
    | ~ node4(s312)
    | ~ spl0_1080 ),
    inference(resolution,[],[f5890,f938]) ).

fof(f18717,plain,
    ( ~ node4(s312)
    | ~ spl0_1080
    | ~ spl0_1081 ),
    inference(forward_subsumption_resolution,[],[f18716,f5896]) ).

fof(f18720,plain,
    ( ~ xuntil6(s312)
    | ~ spl0_1080
    | ~ spl0_1628 ),
    inference(forward_subsumption_resolution,[],[f18716,f12085]) ).

fof(f18721,plain,
    ( ~ spl0_1081
    | ~ spl0_1080
    | ~ spl0_1628 ),
    inference(avatar_split_clause,[],[f18720,f9005,f5888,f5894]) ).

fof(f18722,plain,
    ( ~ xuntil6(s313)
    | ~ node4(s313)
    | ~ spl0_1082 ),
    inference(resolution,[],[f5900,f938]) ).

fof(f18723,plain,
    ( ~ node4(s313)
    | ~ spl0_1082
    | ~ spl0_1083 ),
    inference(forward_subsumption_resolution,[],[f18722,f5906]) ).

fof(f18726,plain,
    ( ~ xuntil6(s313)
    | ~ spl0_1082
    | ~ spl0_1626 ),
    inference(forward_subsumption_resolution,[],[f18722,f12083]) ).

fof(f18727,plain,
    ( ~ spl0_1083
    | ~ spl0_1082
    | ~ spl0_1626 ),
    inference(avatar_split_clause,[],[f18726,f8996,f5898,f5904]) ).

fof(f18728,plain,
    ( ~ xuntil6(s314)
    | ~ node4(s314)
    | ~ spl0_1084 ),
    inference(resolution,[],[f5910,f938]) ).

fof(f18729,plain,
    ( ~ node4(s314)
    | ~ spl0_1084
    | ~ spl0_1085 ),
    inference(forward_subsumption_resolution,[],[f18728,f5916]) ).

fof(f18730,plain,
    ( $false
    | ~ spl0_1084
    | ~ spl0_1085
    | ~ spl0_1624 ),
    inference(forward_subsumption_resolution,[],[f18729,f12081]) ).

fof(f18731,plain,
    ( ~ spl0_1084
    | ~ spl0_1085
    | ~ spl0_1624 ),
    inference(avatar_contradiction_clause,[],[f18730]) ).

fof(f18732,plain,
    ( ! [X0] :
        ( trans(X0,s314)
        | always3(X0) )
    | ~ spl0_1625 ),
    inference(resolution,[],[f8993,f934]) ).

fof(f18733,plain,
    ( node4(s314)
    | ~ spl0_1625 ),
    inference(resolution,[],[f8993,f937]) ).

fof(f18734,plain,
    ( $false
    | ~ spl0_1084
    | ~ spl0_1085
    | ~ spl0_1625 ),
    inference(forward_subsumption_resolution,[],[f18733,f18729]) ).

fof(f18735,plain,
    ( ~ spl0_1084
    | ~ spl0_1085
    | ~ spl0_1625 ),
    inference(avatar_contradiction_clause,[],[f18734]) ).

fof(f18737,definition,
    ( spl0_2560
  <=> node4(s314) ),
    introduced(definition,[new_symbols(definition,[spl0_2560])],[avatar_definition]) ).

fof(f18738,plain,
    ( node4(s314)
    | ~ spl0_2560 ),
    inference(avatar_component_clause,[],[f18737]) ).

fof(f18741,plain,
    ( ~ xuntil6(s315)
    | ~ node4(s315)
    | ~ spl0_1086 ),
    inference(resolution,[],[f5920,f938]) ).

fof(f18742,plain,
    ( ~ node4(s315)
    | ~ spl0_1086
    | ~ spl0_1087 ),
    inference(forward_subsumption_resolution,[],[f18741,f5926]) ).

fof(f18743,plain,
    ( $false
    | ~ spl0_1086
    | ~ spl0_1087
    | ~ spl0_1622 ),
    inference(forward_subsumption_resolution,[],[f18742,f12079]) ).

fof(f18744,plain,
    ( ~ spl0_1086
    | ~ spl0_1087
    | ~ spl0_1622 ),
    inference(avatar_contradiction_clause,[],[f18743]) ).

fof(f18745,plain,
    ( ! [X0] :
        ( trans(X0,s315)
        | always3(X0) )
    | ~ spl0_1623 ),
    inference(resolution,[],[f8984,f934]) ).

fof(f18746,plain,
    ( node4(s315)
    | ~ spl0_1623 ),
    inference(resolution,[],[f8984,f937]) ).

fof(f18747,plain,
    ( $false
    | ~ spl0_1086
    | ~ spl0_1087
    | ~ spl0_1623 ),
    inference(forward_subsumption_resolution,[],[f18746,f18742]) ).

fof(f18748,plain,
    ( ~ spl0_1086
    | ~ spl0_1087
    | ~ spl0_1623 ),
    inference(avatar_contradiction_clause,[],[f18747]) ).

fof(f18750,definition,
    ( spl0_2561
  <=> node4(s315) ),
    introduced(definition,[new_symbols(definition,[spl0_2561])],[avatar_definition]) ).

fof(f18751,plain,
    ( node4(s315)
    | ~ spl0_2561 ),
    inference(avatar_component_clause,[],[f18750]) ).

fof(f18754,plain,
    ( ~ xuntil6(s316)
    | ~ node4(s316)
    | ~ spl0_1088 ),
    inference(resolution,[],[f5930,f938]) ).

fof(f18755,plain,
    ( ~ node4(s316)
    | ~ spl0_1088
    | ~ spl0_1089 ),
    inference(forward_subsumption_resolution,[],[f18754,f5936]) ).

fof(f18756,plain,
    ( $false
    | ~ spl0_1088
    | ~ spl0_1089
    | ~ spl0_1620 ),
    inference(forward_subsumption_resolution,[],[f18755,f12077]) ).

fof(f18757,plain,
    ( ~ spl0_1088
    | ~ spl0_1089
    | ~ spl0_1620 ),
    inference(avatar_contradiction_clause,[],[f18756]) ).

fof(f18758,plain,
    ( ! [X0] :
        ( trans(X0,s316)
        | always3(X0) )
    | ~ spl0_1621 ),
    inference(resolution,[],[f8975,f934]) ).

fof(f18759,plain,
    ( node4(s316)
    | ~ spl0_1621 ),
    inference(resolution,[],[f8975,f937]) ).

fof(f18760,plain,
    ( $false
    | ~ spl0_1088
    | ~ spl0_1089
    | ~ spl0_1621 ),
    inference(forward_subsumption_resolution,[],[f18759,f18755]) ).

fof(f18761,plain,
    ( ~ spl0_1088
    | ~ spl0_1089
    | ~ spl0_1621 ),
    inference(avatar_contradiction_clause,[],[f18760]) ).

fof(f18763,definition,
    ( spl0_2562
  <=> node4(s316) ),
    introduced(definition,[new_symbols(definition,[spl0_2562])],[avatar_definition]) ).

fof(f18764,plain,
    ( node4(s316)
    | ~ spl0_2562 ),
    inference(avatar_component_clause,[],[f18763]) ).

fof(f18767,plain,
    ( ~ xuntil6(s317)
    | ~ node4(s317)
    | ~ spl0_1090 ),
    inference(resolution,[],[f5940,f938]) ).

fof(f18768,plain,
    ( ~ node4(s317)
    | ~ spl0_1090
    | ~ spl0_1091 ),
    inference(forward_subsumption_resolution,[],[f18767,f5946]) ).

fof(f18769,plain,
    ( $false
    | ~ spl0_1090
    | ~ spl0_1091
    | ~ spl0_1618 ),
    inference(forward_subsumption_resolution,[],[f18768,f12075]) ).

fof(f18770,plain,
    ( ~ spl0_1090
    | ~ spl0_1091
    | ~ spl0_1618 ),
    inference(avatar_contradiction_clause,[],[f18769]) ).

fof(f18771,plain,
    ( ! [X0] :
        ( trans(X0,s317)
        | always3(X0) )
    | ~ spl0_1619 ),
    inference(resolution,[],[f8966,f934]) ).

fof(f18772,plain,
    ( node4(s317)
    | ~ spl0_1619 ),
    inference(resolution,[],[f8966,f937]) ).

fof(f18773,plain,
    ( $false
    | ~ spl0_1090
    | ~ spl0_1091
    | ~ spl0_1619 ),
    inference(forward_subsumption_resolution,[],[f18772,f18768]) ).

fof(f18774,plain,
    ( ~ spl0_1090
    | ~ spl0_1091
    | ~ spl0_1619 ),
    inference(avatar_contradiction_clause,[],[f18773]) ).

fof(f18776,definition,
    ( spl0_2563
  <=> node4(s317) ),
    introduced(definition,[new_symbols(definition,[spl0_2563])],[avatar_definition]) ).

fof(f18777,plain,
    ( node4(s317)
    | ~ spl0_2563 ),
    inference(avatar_component_clause,[],[f18776]) ).

fof(f18780,plain,
    ( ~ xuntil6(s318)
    | ~ node4(s318)
    | ~ spl0_1092 ),
    inference(resolution,[],[f5950,f938]) ).

fof(f18781,plain,
    ( ~ node4(s318)
    | ~ spl0_1092
    | ~ spl0_1093 ),
    inference(forward_subsumption_resolution,[],[f18780,f5956]) ).

fof(f18784,plain,
    ( ~ xuntil6(s318)
    | ~ spl0_1092
    | ~ spl0_1616 ),
    inference(forward_subsumption_resolution,[],[f18780,f12073]) ).

fof(f18785,plain,
    ( ~ spl0_1093
    | ~ spl0_1092
    | ~ spl0_1616 ),
    inference(avatar_split_clause,[],[f18784,f8951,f5948,f5954]) ).

fof(f18786,plain,
    ( ~ xuntil6(s319)
    | ~ node4(s319)
    | ~ spl0_1094 ),
    inference(resolution,[],[f5960,f938]) ).

fof(f18787,plain,
    ( ~ node4(s319)
    | ~ spl0_1094
    | ~ spl0_1095 ),
    inference(forward_subsumption_resolution,[],[f18786,f5966]) ).

fof(f18788,plain,
    ( $false
    | ~ spl0_1094
    | ~ spl0_1095
    | ~ spl0_1614 ),
    inference(forward_subsumption_resolution,[],[f18787,f12071]) ).

fof(f18789,plain,
    ( ~ spl0_1094
    | ~ spl0_1095
    | ~ spl0_1614 ),
    inference(avatar_contradiction_clause,[],[f18788]) ).

fof(f18790,plain,
    ( ! [X0] :
        ( trans(X0,s319)
        | always3(X0) )
    | ~ spl0_1615 ),
    inference(resolution,[],[f8948,f934]) ).

fof(f18791,plain,
    ( node4(s319)
    | ~ spl0_1615 ),
    inference(resolution,[],[f8948,f937]) ).

fof(f18792,plain,
    ( $false
    | ~ spl0_1094
    | ~ spl0_1095
    | ~ spl0_1615 ),
    inference(forward_subsumption_resolution,[],[f18791,f18787]) ).

fof(f18793,plain,
    ( ~ spl0_1094
    | ~ spl0_1095
    | ~ spl0_1615 ),
    inference(avatar_contradiction_clause,[],[f18792]) ).

fof(f18795,definition,
    ( spl0_2564
  <=> node4(s319) ),
    introduced(definition,[new_symbols(definition,[spl0_2564])],[avatar_definition]) ).

fof(f18796,plain,
    ( node4(s319)
    | ~ spl0_2564 ),
    inference(avatar_component_clause,[],[f18795]) ).

fof(f18799,plain,
    ( spl0_2564
    | ~ spl0_1615 ),
    inference(avatar_split_clause,[],[f18791,f8946,f18795]) ).

fof(f18800,plain,
    ( spl0_2564
    | ~ spl0_1614 ),
    inference(avatar_split_clause,[],[f12071,f8942,f18795]) ).

fof(f18801,plain,
    ( ~ xuntil6(s320)
    | ~ node4(s320)
    | ~ spl0_1096 ),
    inference(resolution,[],[f5970,f938]) ).

fof(f18802,plain,
    ( ~ node4(s320)
    | ~ spl0_1096
    | ~ spl0_1097 ),
    inference(forward_subsumption_resolution,[],[f18801,f5976]) ).

fof(f18803,plain,
    ( $false
    | ~ spl0_1096
    | ~ spl0_1097
    | ~ spl0_1612 ),
    inference(forward_subsumption_resolution,[],[f18802,f12069]) ).

fof(f18804,plain,
    ( ~ spl0_1096
    | ~ spl0_1097
    | ~ spl0_1612 ),
    inference(avatar_contradiction_clause,[],[f18803]) ).

fof(f18805,plain,
    ( ! [X0] :
        ( trans(X0,s320)
        | always3(X0) )
    | ~ spl0_1613 ),
    inference(resolution,[],[f8939,f934]) ).

fof(f18806,plain,
    ( node4(s320)
    | ~ spl0_1613 ),
    inference(resolution,[],[f8939,f937]) ).

fof(f18807,plain,
    ( $false
    | ~ spl0_1096
    | ~ spl0_1097
    | ~ spl0_1613 ),
    inference(forward_subsumption_resolution,[],[f18806,f18802]) ).

fof(f18808,plain,
    ( ~ spl0_1096
    | ~ spl0_1097
    | ~ spl0_1613 ),
    inference(avatar_contradiction_clause,[],[f18807]) ).

fof(f18810,definition,
    ( spl0_2565
  <=> node4(s320) ),
    introduced(definition,[new_symbols(definition,[spl0_2565])],[avatar_definition]) ).

fof(f18811,plain,
    ( node4(s320)
    | ~ spl0_2565 ),
    inference(avatar_component_clause,[],[f18810]) ).

fof(f18814,plain,
    ( spl0_2565
    | ~ spl0_1613 ),
    inference(avatar_split_clause,[],[f18806,f8937,f18810]) ).

fof(f18815,plain,
    ( spl0_2565
    | ~ spl0_1612 ),
    inference(avatar_split_clause,[],[f12069,f8933,f18810]) ).

fof(f18816,plain,
    ( ~ xuntil6(s321)
    | ~ node4(s321)
    | ~ spl0_1098 ),
    inference(resolution,[],[f5980,f938]) ).

fof(f18817,plain,
    ( ~ node4(s321)
    | ~ spl0_1098
    | ~ spl0_1099 ),
    inference(forward_subsumption_resolution,[],[f18816,f5986]) ).

fof(f18818,plain,
    ( $false
    | ~ spl0_1098
    | ~ spl0_1099
    | ~ spl0_1610 ),
    inference(forward_subsumption_resolution,[],[f18817,f12067]) ).

fof(f18819,plain,
    ( ~ spl0_1098
    | ~ spl0_1099
    | ~ spl0_1610 ),
    inference(avatar_contradiction_clause,[],[f18818]) ).

fof(f18820,plain,
    ( ! [X0] :
        ( trans(X0,s321)
        | always3(X0) )
    | ~ spl0_1611 ),
    inference(resolution,[],[f8930,f934]) ).

fof(f18821,plain,
    ( node4(s321)
    | ~ spl0_1611 ),
    inference(resolution,[],[f8930,f937]) ).

fof(f18822,plain,
    ( $false
    | ~ spl0_1098
    | ~ spl0_1099
    | ~ spl0_1611 ),
    inference(forward_subsumption_resolution,[],[f18821,f18817]) ).

fof(f18823,plain,
    ( ~ spl0_1098
    | ~ spl0_1099
    | ~ spl0_1611 ),
    inference(avatar_contradiction_clause,[],[f18822]) ).

fof(f18825,definition,
    ( spl0_2566
  <=> node4(s321) ),
    introduced(definition,[new_symbols(definition,[spl0_2566])],[avatar_definition]) ).

fof(f18826,plain,
    ( node4(s321)
    | ~ spl0_2566 ),
    inference(avatar_component_clause,[],[f18825]) ).

fof(f18829,plain,
    ( spl0_2566
    | ~ spl0_1611 ),
    inference(avatar_split_clause,[],[f18821,f8928,f18825]) ).

fof(f18830,plain,
    ( spl0_2566
    | ~ spl0_1610 ),
    inference(avatar_split_clause,[],[f12067,f8924,f18825]) ).

fof(f18831,plain,
    ( ~ xuntil6(s322)
    | ~ node4(s322)
    | ~ spl0_1100 ),
    inference(resolution,[],[f5990,f938]) ).

fof(f18832,plain,
    ( ~ node4(s322)
    | ~ spl0_1100
    | ~ spl0_1101 ),
    inference(forward_subsumption_resolution,[],[f18831,f5996]) ).

fof(f18835,plain,
    ( ~ xuntil6(s322)
    | ~ spl0_1100
    | ~ spl0_1608 ),
    inference(forward_subsumption_resolution,[],[f18831,f12065]) ).

fof(f18836,plain,
    ( ~ spl0_1101
    | ~ spl0_1100
    | ~ spl0_1608 ),
    inference(avatar_split_clause,[],[f18835,f8915,f5988,f5994]) ).

fof(f18837,plain,
    ( ~ xuntil6(s323)
    | ~ node4(s323)
    | ~ spl0_1102 ),
    inference(resolution,[],[f6000,f938]) ).

fof(f18838,plain,
    ( ~ node4(s323)
    | ~ spl0_1102
    | ~ spl0_1103 ),
    inference(forward_subsumption_resolution,[],[f18837,f6006]) ).

fof(f18842,definition,
    ( spl0_2567
  <=> node4(s322) ),
    introduced(definition,[new_symbols(definition,[spl0_2567])],[avatar_definition]) ).

fof(f18843,plain,
    ( node4(s322)
    | ~ spl0_2567 ),
    inference(avatar_component_clause,[],[f18842]) ).

fof(f18846,plain,
    ( ~ spl0_2567
    | ~ spl0_1100
    | ~ spl0_1101 ),
    inference(avatar_split_clause,[],[f18832,f5994,f5988,f18842]) ).

fof(f18847,plain,
    ( ! [X0] :
        ( trans(X0,s322)
        | always3(X0) )
    | ~ spl0_1609 ),
    inference(resolution,[],[f8921,f934]) ).

fof(f18848,plain,
    ( node4(s322)
    | ~ spl0_1609 ),
    inference(resolution,[],[f8921,f937]) ).

fof(f18851,plain,
    ( spl0_2567
    | ~ spl0_1609 ),
    inference(avatar_split_clause,[],[f18848,f8919,f18842]) ).

fof(f18853,definition,
    ( spl0_2568
  <=> node4(s318) ),
    introduced(definition,[new_symbols(definition,[spl0_2568])],[avatar_definition]) ).

fof(f18854,plain,
    ( node4(s318)
    | ~ spl0_2568 ),
    inference(avatar_component_clause,[],[f18853]) ).

fof(f18857,plain,
    ( ~ spl0_2568
    | ~ spl0_1092
    | ~ spl0_1093 ),
    inference(avatar_split_clause,[],[f18781,f5954,f5948,f18853]) ).

fof(f18864,plain,
    ( ! [X0] :
        ( trans(X0,s318)
        | always3(X0) )
    | ~ spl0_1617 ),
    inference(resolution,[],[f8957,f934]) ).

fof(f18865,plain,
    ( node4(s318)
    | ~ spl0_1617 ),
    inference(resolution,[],[f8957,f937]) ).

fof(f18872,plain,
    ( ~ xuntil6(s323)
    | ~ spl0_1102
    | ~ spl0_1606 ),
    inference(forward_subsumption_resolution,[],[f18837,f12063]) ).

fof(f18873,plain,
    ( spl0_2568
    | ~ spl0_1617 ),
    inference(avatar_split_clause,[],[f18865,f8955,f18853]) ).

fof(f18877,plain,
    ( ~ spl0_1103
    | ~ spl0_1102
    | ~ spl0_1606 ),
    inference(avatar_split_clause,[],[f18872,f8906,f5998,f6004]) ).

fof(f18888,plain,
    ( ~ xuntil6(s324)
    | ~ node4(s324)
    | ~ spl0_1104 ),
    inference(resolution,[],[f6010,f938]) ).

fof(f18889,plain,
    ( ~ node4(s324)
    | ~ spl0_1104
    | ~ spl0_1105 ),
    inference(forward_subsumption_resolution,[],[f18888,f6016]) ).

fof(f18890,plain,
    ( $false
    | ~ spl0_1104
    | ~ spl0_1105
    | ~ spl0_1604 ),
    inference(forward_subsumption_resolution,[],[f18889,f12061]) ).

fof(f18891,plain,
    ( ~ spl0_1104
    | ~ spl0_1105
    | ~ spl0_1604 ),
    inference(avatar_contradiction_clause,[],[f18890]) ).

fof(f18892,plain,
    ( spl0_2567
    | ~ spl0_1608 ),
    inference(avatar_split_clause,[],[f12065,f8915,f18842]) ).

fof(f18894,definition,
    ( spl0_2569
  <=> node4(s323) ),
    introduced(definition,[new_symbols(definition,[spl0_2569])],[avatar_definition]) ).

fof(f18895,plain,
    ( node4(s323)
    | ~ spl0_2569 ),
    inference(avatar_component_clause,[],[f18894]) ).

fof(f18899,plain,
    ( ~ spl0_2569
    | ~ spl0_1102
    | ~ spl0_1103 ),
    inference(avatar_split_clause,[],[f18838,f6004,f5998,f18894]) ).

fof(f18900,plain,
    ( ! [X0] :
        ( trans(X0,s323)
        | always3(X0) )
    | ~ spl0_1607 ),
    inference(resolution,[],[f8912,f934]) ).

fof(f18901,plain,
    ( node4(s323)
    | ~ spl0_1607 ),
    inference(resolution,[],[f8912,f937]) ).

fof(f18905,plain,
    ( spl0_2569
    | ~ spl0_1607 ),
    inference(avatar_split_clause,[],[f18901,f8910,f18894]) ).

fof(f18908,plain,
    ( ! [X0] :
        ( trans(X0,s324)
        | always3(X0) )
    | ~ spl0_1605 ),
    inference(resolution,[],[f8903,f934]) ).

fof(f18909,plain,
    ( node4(s324)
    | ~ spl0_1605 ),
    inference(resolution,[],[f8903,f937]) ).

fof(f18910,plain,
    ( $false
    | ~ spl0_1104
    | ~ spl0_1105
    | ~ spl0_1605 ),
    inference(forward_subsumption_resolution,[],[f18909,f18889]) ).

fof(f18911,plain,
    ( ~ spl0_1104
    | ~ spl0_1105
    | ~ spl0_1605 ),
    inference(avatar_contradiction_clause,[],[f18910]) ).

fof(f18913,definition,
    ( spl0_2570
  <=> node4(s324) ),
    introduced(definition,[new_symbols(definition,[spl0_2570])],[avatar_definition]) ).

fof(f18914,plain,
    ( node4(s324)
    | ~ spl0_2570 ),
    inference(avatar_component_clause,[],[f18913]) ).

fof(f18918,plain,
    ( ~ xuntil6(s325)
    | ~ node4(s325)
    | ~ spl0_1106 ),
    inference(resolution,[],[f6020,f938]) ).

fof(f18919,plain,
    ( ~ node4(s325)
    | ~ spl0_1106
    | ~ spl0_1107 ),
    inference(forward_subsumption_resolution,[],[f18918,f6026]) ).

fof(f18922,plain,
    ( ~ xuntil6(s325)
    | ~ spl0_1106
    | ~ spl0_1602 ),
    inference(forward_subsumption_resolution,[],[f18918,f12059]) ).

fof(f18923,plain,
    ( ~ spl0_1107
    | ~ spl0_1106
    | ~ spl0_1602 ),
    inference(avatar_split_clause,[],[f18922,f8888,f6018,f6024]) ).

fof(f18924,plain,
    ( ~ xuntil6(s326)
    | ~ node4(s326)
    | ~ spl0_1108 ),
    inference(resolution,[],[f6030,f938]) ).

fof(f18925,plain,
    ( ~ node4(s326)
    | ~ spl0_1108
    | ~ spl0_1109 ),
    inference(forward_subsumption_resolution,[],[f18924,f6036]) ).

fof(f18928,plain,
    ( ~ xuntil6(s326)
    | ~ spl0_1108
    | ~ spl0_1600 ),
    inference(forward_subsumption_resolution,[],[f18924,f12057]) ).

fof(f18929,plain,
    ( ~ spl0_1109
    | ~ spl0_1108
    | ~ spl0_1600 ),
    inference(avatar_split_clause,[],[f18928,f8879,f6028,f6034]) ).

fof(f18930,plain,
    ( ~ xuntil6(s327)
    | ~ node4(s327)
    | ~ spl0_1110 ),
    inference(resolution,[],[f6040,f938]) ).

fof(f18931,plain,
    ( ~ node4(s327)
    | ~ spl0_1110
    | ~ spl0_1111 ),
    inference(forward_subsumption_resolution,[],[f18930,f6046]) ).

fof(f18932,plain,
    ( $false
    | ~ spl0_1110
    | ~ spl0_1111
    | ~ spl0_1598 ),
    inference(forward_subsumption_resolution,[],[f18931,f12055]) ).

fof(f18933,plain,
    ( ~ spl0_1110
    | ~ spl0_1111
    | ~ spl0_1598 ),
    inference(avatar_contradiction_clause,[],[f18932]) ).

fof(f18934,plain,
    ( ! [X0] :
        ( trans(X0,s327)
        | always3(X0) )
    | ~ spl0_1599 ),
    inference(resolution,[],[f8876,f934]) ).

fof(f18935,plain,
    ( node4(s327)
    | ~ spl0_1599 ),
    inference(resolution,[],[f8876,f937]) ).

fof(f18936,plain,
    ( $false
    | ~ spl0_1110
    | ~ spl0_1111
    | ~ spl0_1599 ),
    inference(forward_subsumption_resolution,[],[f18935,f18931]) ).

fof(f18937,plain,
    ( ~ spl0_1110
    | ~ spl0_1111
    | ~ spl0_1599 ),
    inference(avatar_contradiction_clause,[],[f18936]) ).

fof(f18939,definition,
    ( spl0_2571
  <=> node4(s327) ),
    introduced(definition,[new_symbols(definition,[spl0_2571])],[avatar_definition]) ).

fof(f18940,plain,
    ( node4(s327)
    | ~ spl0_2571 ),
    inference(avatar_component_clause,[],[f18939]) ).

fof(f18943,plain,
    ( spl0_2571
    | ~ spl0_1599 ),
    inference(avatar_split_clause,[],[f18935,f8874,f18939]) ).

fof(f18944,plain,
    ( ~ xuntil6(s328)
    | ~ node4(s328)
    | ~ spl0_1112 ),
    inference(resolution,[],[f6050,f938]) ).

fof(f18945,plain,
    ( ~ node4(s328)
    | ~ spl0_1112
    | ~ spl0_1113 ),
    inference(forward_subsumption_resolution,[],[f18944,f6056]) ).

fof(f18946,plain,
    ( $false
    | ~ spl0_1112
    | ~ spl0_1113
    | ~ spl0_1596 ),
    inference(forward_subsumption_resolution,[],[f18945,f12053]) ).

fof(f18947,plain,
    ( ~ spl0_1112
    | ~ spl0_1113
    | ~ spl0_1596 ),
    inference(avatar_contradiction_clause,[],[f18946]) ).

fof(f18948,plain,
    ( ! [X0] :
        ( trans(X0,s328)
        | always3(X0) )
    | ~ spl0_1597 ),
    inference(resolution,[],[f8867,f934]) ).

fof(f18949,plain,
    ( node4(s328)
    | ~ spl0_1597 ),
    inference(resolution,[],[f8867,f937]) ).

fof(f18950,plain,
    ( $false
    | ~ spl0_1112
    | ~ spl0_1113
    | ~ spl0_1597 ),
    inference(forward_subsumption_resolution,[],[f18949,f18945]) ).

fof(f18951,plain,
    ( ~ spl0_1112
    | ~ spl0_1113
    | ~ spl0_1597 ),
    inference(avatar_contradiction_clause,[],[f18950]) ).

fof(f18953,definition,
    ( spl0_2572
  <=> node4(s328) ),
    introduced(definition,[new_symbols(definition,[spl0_2572])],[avatar_definition]) ).

fof(f18954,plain,
    ( node4(s328)
    | ~ spl0_2572 ),
    inference(avatar_component_clause,[],[f18953]) ).

fof(f18957,plain,
    ( spl0_2572
    | ~ spl0_1597 ),
    inference(avatar_split_clause,[],[f18949,f8865,f18953]) ).

fof(f18958,plain,
    ( ~ xuntil6(s329)
    | ~ node4(s329)
    | ~ spl0_1114 ),
    inference(resolution,[],[f6060,f938]) ).

fof(f18959,plain,
    ( ~ node4(s329)
    | ~ spl0_1114
    | ~ spl0_1115 ),
    inference(forward_subsumption_resolution,[],[f18958,f6066]) ).

fof(f18962,plain,
    ( spl0_2572
    | ~ spl0_1596 ),
    inference(avatar_split_clause,[],[f12053,f8861,f18953]) ).

fof(f18963,plain,
    ( ~ xuntil6(s329)
    | ~ spl0_1114
    | ~ spl0_1594 ),
    inference(forward_subsumption_resolution,[],[f18958,f12051]) ).

fof(f18964,plain,
    ( ~ spl0_1115
    | ~ spl0_1114
    | ~ spl0_1594 ),
    inference(avatar_split_clause,[],[f18963,f8852,f6058,f6064]) ).

fof(f18965,plain,
    ( ~ xuntil6(s330)
    | ~ node4(s330)
    | ~ spl0_1116 ),
    inference(resolution,[],[f6070,f938]) ).

fof(f18966,plain,
    ( ~ node4(s330)
    | ~ spl0_1116
    | ~ spl0_1117 ),
    inference(forward_subsumption_resolution,[],[f18965,f6076]) ).

fof(f18967,plain,
    ( $false
    | ~ spl0_1116
    | ~ spl0_1117
    | ~ spl0_1592 ),
    inference(forward_subsumption_resolution,[],[f18966,f12049]) ).

fof(f18968,plain,
    ( ~ spl0_1116
    | ~ spl0_1117
    | ~ spl0_1592 ),
    inference(avatar_contradiction_clause,[],[f18967]) ).

fof(f18969,plain,
    ( ! [X0] :
        ( trans(X0,s330)
        | always3(X0) )
    | ~ spl0_1593 ),
    inference(resolution,[],[f8849,f934]) ).

fof(f18970,plain,
    ( node4(s330)
    | ~ spl0_1593 ),
    inference(resolution,[],[f8849,f937]) ).

fof(f18971,plain,
    ( $false
    | ~ spl0_1116
    | ~ spl0_1117
    | ~ spl0_1593 ),
    inference(forward_subsumption_resolution,[],[f18970,f18966]) ).

fof(f18972,plain,
    ( ~ spl0_1116
    | ~ spl0_1117
    | ~ spl0_1593 ),
    inference(avatar_contradiction_clause,[],[f18971]) ).

fof(f18974,definition,
    ( spl0_2573
  <=> node4(s330) ),
    introduced(definition,[new_symbols(definition,[spl0_2573])],[avatar_definition]) ).

fof(f18975,plain,
    ( node4(s330)
    | ~ spl0_2573 ),
    inference(avatar_component_clause,[],[f18974]) ).

fof(f18978,plain,
    ( spl0_2573
    | ~ spl0_1593 ),
    inference(avatar_split_clause,[],[f18970,f8847,f18974]) ).

fof(f18979,plain,
    ( ~ xuntil6(s331)
    | ~ node4(s331)
    | ~ spl0_1118 ),
    inference(resolution,[],[f6080,f938]) ).

fof(f18980,plain,
    ( ~ node4(s331)
    | ~ spl0_1118
    | ~ spl0_1119 ),
    inference(forward_subsumption_resolution,[],[f18979,f6086]) ).

fof(f18983,plain,
    ( ~ xuntil6(s331)
    | ~ spl0_1118
    | ~ spl0_1590 ),
    inference(forward_subsumption_resolution,[],[f18979,f12047]) ).

fof(f18984,plain,
    ( ~ spl0_1119
    | ~ spl0_1118
    | ~ spl0_1590 ),
    inference(avatar_split_clause,[],[f18983,f8834,f6078,f6084]) ).

fof(f18985,plain,
    ( ~ xuntil6(s332)
    | ~ node4(s332)
    | ~ spl0_1120 ),
    inference(resolution,[],[f6090,f938]) ).

fof(f18986,plain,
    ( ~ node4(s332)
    | ~ spl0_1120
    | ~ spl0_1121 ),
    inference(forward_subsumption_resolution,[],[f18985,f6096]) ).

fof(f18987,plain,
    ( $false
    | ~ spl0_1120
    | ~ spl0_1121
    | ~ spl0_1588 ),
    inference(forward_subsumption_resolution,[],[f18986,f12045]) ).

fof(f18988,plain,
    ( ~ spl0_1120
    | ~ spl0_1121
    | ~ spl0_1588 ),
    inference(avatar_contradiction_clause,[],[f18987]) ).

fof(f18989,plain,
    ( ! [X0] :
        ( trans(X0,s332)
        | always3(X0) )
    | ~ spl0_1589 ),
    inference(resolution,[],[f8831,f934]) ).

fof(f18990,plain,
    ( node4(s332)
    | ~ spl0_1589 ),
    inference(resolution,[],[f8831,f937]) ).

fof(f18991,plain,
    ( $false
    | ~ spl0_1120
    | ~ spl0_1121
    | ~ spl0_1589 ),
    inference(forward_subsumption_resolution,[],[f18990,f18986]) ).

fof(f18992,plain,
    ( ~ spl0_1120
    | ~ spl0_1121
    | ~ spl0_1589 ),
    inference(avatar_contradiction_clause,[],[f18991]) ).

fof(f18994,definition,
    ( spl0_2574
  <=> node4(s332) ),
    introduced(definition,[new_symbols(definition,[spl0_2574])],[avatar_definition]) ).

fof(f18995,plain,
    ( node4(s332)
    | ~ spl0_2574 ),
    inference(avatar_component_clause,[],[f18994]) ).

fof(f18998,plain,
    ( spl0_2574
    | ~ spl0_1589 ),
    inference(avatar_split_clause,[],[f18990,f8829,f18994]) ).

fof(f18999,plain,
    ( spl0_2574
    | ~ spl0_1588 ),
    inference(avatar_split_clause,[],[f12045,f8825,f18994]) ).

fof(f19000,plain,
    ( ~ xuntil6(s333)
    | ~ node4(s333)
    | ~ spl0_1122 ),
    inference(resolution,[],[f6100,f938]) ).

fof(f19001,plain,
    ( ~ node4(s333)
    | ~ spl0_1122
    | ~ spl0_1123 ),
    inference(forward_subsumption_resolution,[],[f19000,f6106]) ).

fof(f19004,plain,
    ( ~ xuntil6(s333)
    | ~ spl0_1122
    | ~ spl0_1586 ),
    inference(forward_subsumption_resolution,[],[f19000,f12043]) ).

fof(f19005,plain,
    ( ~ spl0_1123
    | ~ spl0_1122
    | ~ spl0_1586 ),
    inference(avatar_split_clause,[],[f19004,f8816,f6098,f6104]) ).

fof(f19006,plain,
    ( ~ xuntil6(s334)
    | ~ node4(s334)
    | ~ spl0_1124 ),
    inference(resolution,[],[f6110,f938]) ).

fof(f19007,plain,
    ( ~ node4(s334)
    | ~ spl0_1124
    | ~ spl0_1125 ),
    inference(forward_subsumption_resolution,[],[f19006,f6116]) ).

fof(f19008,plain,
    ( $false
    | ~ spl0_1124
    | ~ spl0_1125
    | ~ spl0_1584 ),
    inference(forward_subsumption_resolution,[],[f19007,f12041]) ).

fof(f19009,plain,
    ( ~ spl0_1124
    | ~ spl0_1125
    | ~ spl0_1584 ),
    inference(avatar_contradiction_clause,[],[f19008]) ).

fof(f19010,plain,
    ( ! [X0] :
        ( trans(X0,s334)
        | always3(X0) )
    | ~ spl0_1585 ),
    inference(resolution,[],[f8813,f934]) ).

fof(f19011,plain,
    ( node4(s334)
    | ~ spl0_1585 ),
    inference(resolution,[],[f8813,f937]) ).

fof(f19012,plain,
    ( $false
    | ~ spl0_1124
    | ~ spl0_1125
    | ~ spl0_1585 ),
    inference(forward_subsumption_resolution,[],[f19011,f19007]) ).

fof(f19013,plain,
    ( ~ spl0_1124
    | ~ spl0_1125
    | ~ spl0_1585 ),
    inference(avatar_contradiction_clause,[],[f19012]) ).

fof(f19015,definition,
    ( spl0_2575
  <=> node4(s333) ),
    introduced(definition,[new_symbols(definition,[spl0_2575])],[avatar_definition]) ).

fof(f19016,plain,
    ( node4(s333)
    | ~ spl0_2575 ),
    inference(avatar_component_clause,[],[f19015]) ).

fof(f19017,plain,
    ( ~ node4(s333)
    | spl0_2575 ),
    inference(avatar_component_clause,[],[f19015]) ).

fof(f19019,plain,
    ( ~ spl0_2575
    | ~ spl0_1122
    | ~ spl0_1123 ),
    inference(avatar_split_clause,[],[f19001,f6104,f6098,f19015]) ).

fof(f19020,plain,
    ( ! [X0] :
        ( trans(X0,s333)
        | always3(X0) )
    | ~ spl0_1587 ),
    inference(resolution,[],[f8822,f934]) ).

fof(f19021,plain,
    ( node4(s333)
    | ~ spl0_1587 ),
    inference(resolution,[],[f8822,f937]) ).

fof(f19022,plain,
    ( $false
    | ~ spl0_1587
    | spl0_2575 ),
    inference(forward_subsumption_resolution,[],[f19021,f19017]) ).

fof(f19023,plain,
    ( ~ spl0_1587
    | spl0_2575 ),
    inference(avatar_contradiction_clause,[],[f19022]) ).

fof(f19027,definition,
    ( spl0_2576
  <=> node4(s331) ),
    introduced(definition,[new_symbols(definition,[spl0_2576])],[avatar_definition]) ).

fof(f19028,plain,
    ( node4(s331)
    | ~ spl0_2576 ),
    inference(avatar_component_clause,[],[f19027]) ).

fof(f19029,plain,
    ( ~ node4(s331)
    | spl0_2576 ),
    inference(avatar_component_clause,[],[f19027]) ).

fof(f19031,plain,
    ( spl0_2575
    | ~ spl0_1586 ),
    inference(avatar_split_clause,[],[f12043,f8816,f19015]) ).

fof(f19032,plain,
    ( ~ spl0_2576
    | ~ spl0_1118
    | ~ spl0_1119 ),
    inference(avatar_split_clause,[],[f18980,f6084,f6078,f19027]) ).

fof(f19037,plain,
    ( ! [X0] :
        ( trans(X0,s331)
        | always3(X0) )
    | ~ spl0_1591 ),
    inference(resolution,[],[f8840,f934]) ).

fof(f19038,plain,
    ( node4(s331)
    | ~ spl0_1591 ),
    inference(resolution,[],[f8840,f937]) ).

fof(f19039,plain,
    ( $false
    | ~ spl0_1591
    | spl0_2576 ),
    inference(forward_subsumption_resolution,[],[f19038,f19029]) ).

fof(f19040,plain,
    ( ~ spl0_1591
    | spl0_2576 ),
    inference(avatar_contradiction_clause,[],[f19039]) ).

fof(f19044,definition,
    ( spl0_2577
  <=> node4(s329) ),
    introduced(definition,[new_symbols(definition,[spl0_2577])],[avatar_definition]) ).

fof(f19045,plain,
    ( node4(s329)
    | ~ spl0_2577 ),
    inference(avatar_component_clause,[],[f19044]) ).

fof(f19048,plain,
    ( spl0_2576
    | ~ spl0_1590 ),
    inference(avatar_split_clause,[],[f12047,f8834,f19027]) ).

fof(f19049,plain,
    ( ~ spl0_2577
    | ~ spl0_1114
    | ~ spl0_1115 ),
    inference(avatar_split_clause,[],[f18959,f6064,f6058,f19044]) ).

fof(f19052,plain,
    ( ! [X0] :
        ( trans(X0,s329)
        | always3(X0) )
    | ~ spl0_1595 ),
    inference(resolution,[],[f8858,f934]) ).

fof(f19053,plain,
    ( node4(s329)
    | ~ spl0_1595 ),
    inference(resolution,[],[f8858,f937]) ).

fof(f19056,plain,
    ( spl0_2577
    | ~ spl0_1595 ),
    inference(avatar_split_clause,[],[f19053,f8856,f19044]) ).

fof(f19058,definition,
    ( spl0_2578
  <=> node4(s326) ),
    introduced(definition,[new_symbols(definition,[spl0_2578])],[avatar_definition]) ).

fof(f19059,plain,
    ( node4(s326)
    | ~ spl0_2578 ),
    inference(avatar_component_clause,[],[f19058]) ).

fof(f19062,plain,
    ( ~ spl0_2578
    | ~ spl0_1108
    | ~ spl0_1109 ),
    inference(avatar_split_clause,[],[f18925,f6034,f6028,f19058]) ).

fof(f19065,plain,
    ( ! [X0] :
        ( trans(X0,s326)
        | always3(X0) )
    | ~ spl0_1601 ),
    inference(resolution,[],[f8885,f934]) ).

fof(f19066,plain,
    ( node4(s326)
    | ~ spl0_1601 ),
    inference(resolution,[],[f8885,f937]) ).

fof(f19069,plain,
    ( spl0_2578
    | ~ spl0_1601 ),
    inference(avatar_split_clause,[],[f19066,f8883,f19058]) ).

fof(f19071,definition,
    ( spl0_2579
  <=> node4(s325) ),
    introduced(definition,[new_symbols(definition,[spl0_2579])],[avatar_definition]) ).

fof(f19072,plain,
    ( node4(s325)
    | ~ spl0_2579 ),
    inference(avatar_component_clause,[],[f19071]) ).

fof(f19075,plain,
    ( ~ spl0_2579
    | ~ spl0_1106
    | ~ spl0_1107 ),
    inference(avatar_split_clause,[],[f18919,f6024,f6018,f19071]) ).

fof(f19076,plain,
    ( ! [X0] :
        ( trans(X0,s325)
        | always3(X0) )
    | ~ spl0_1603 ),
    inference(resolution,[],[f8894,f934]) ).

fof(f19077,plain,
    ( node4(s325)
    | ~ spl0_1603 ),
    inference(resolution,[],[f8894,f937]) ).

fof(f19080,plain,
    ( spl0_2579
    | ~ spl0_1603 ),
    inference(avatar_split_clause,[],[f19077,f8892,f19071]) ).

fof(f19082,definition,
    ( spl0_2580
  <=> node4(s313) ),
    introduced(definition,[new_symbols(definition,[spl0_2580])],[avatar_definition]) ).

fof(f19083,plain,
    ( node4(s313)
    | ~ spl0_2580 ),
    inference(avatar_component_clause,[],[f19082]) ).

fof(f19086,plain,
    ( ~ spl0_2580
    | ~ spl0_1082
    | ~ spl0_1083 ),
    inference(avatar_split_clause,[],[f18723,f5904,f5898,f19082]) ).

fof(f19088,plain,
    ( node4(s324)
    | ~ spl0_1604 ),
    inference(resolution,[],[f8899,f936]) ).

fof(f19089,plain,
    ( spl0_2570
    | ~ spl0_1604 ),
    inference(avatar_split_clause,[],[f19088,f8897,f18913]) ).

fof(f19093,plain,
    ( node4(s317)
    | ~ spl0_1618 ),
    inference(resolution,[],[f8962,f936]) ).

fof(f19094,plain,
    ( spl0_2563
    | ~ spl0_1618 ),
    inference(avatar_split_clause,[],[f19093,f8960,f18776]) ).

fof(f19096,plain,
    ( node4(s316)
    | ~ spl0_1620 ),
    inference(resolution,[],[f8971,f936]) ).

fof(f19097,plain,
    ( spl0_2562
    | ~ spl0_1620 ),
    inference(avatar_split_clause,[],[f19096,f8969,f18763]) ).

fof(f19099,plain,
    ( node4(s315)
    | ~ spl0_1622 ),
    inference(resolution,[],[f8980,f936]) ).

fof(f19100,plain,
    ( spl0_2561
    | ~ spl0_1622 ),
    inference(avatar_split_clause,[],[f19099,f8978,f18750]) ).

fof(f19102,plain,
    ( node4(s314)
    | ~ spl0_1624 ),
    inference(resolution,[],[f8989,f936]) ).

fof(f19103,plain,
    ( spl0_2560
    | ~ spl0_1624 ),
    inference(avatar_split_clause,[],[f19102,f8987,f18737]) ).

fof(f19104,plain,
    ( ! [X0] :
        ( trans(X0,s313)
        | always3(X0) )
    | ~ spl0_1627 ),
    inference(resolution,[],[f9002,f934]) ).

fof(f19105,plain,
    ( node4(s313)
    | ~ spl0_1627 ),
    inference(resolution,[],[f9002,f937]) ).

fof(f19108,plain,
    ( spl0_2580
    | ~ spl0_1627 ),
    inference(avatar_split_clause,[],[f19105,f9000,f19082]) ).

fof(f19110,definition,
    ( spl0_2581
  <=> node4(s312) ),
    introduced(definition,[new_symbols(definition,[spl0_2581])],[avatar_definition]) ).

fof(f19111,plain,
    ( node4(s312)
    | ~ spl0_2581 ),
    inference(avatar_component_clause,[],[f19110]) ).

fof(f19114,plain,
    ( ~ spl0_2581
    | ~ spl0_1080
    | ~ spl0_1081 ),
    inference(avatar_split_clause,[],[f18717,f5894,f5888,f19110]) ).

fof(f19115,plain,
    ( ! [X0] :
        ( trans(X0,s312)
        | always3(X0) )
    | ~ spl0_1629 ),
    inference(resolution,[],[f9011,f934]) ).

fof(f19116,plain,
    ( node4(s312)
    | ~ spl0_1629 ),
    inference(resolution,[],[f9011,f937]) ).

fof(f19119,plain,
    ( spl0_2581
    | ~ spl0_1629 ),
    inference(avatar_split_clause,[],[f19116,f9009,f19110]) ).

fof(f19121,definition,
    ( spl0_2582
  <=> node4(s310) ),
    introduced(definition,[new_symbols(definition,[spl0_2582])],[avatar_definition]) ).

fof(f19122,plain,
    ( node4(s310)
    | ~ spl0_2582 ),
    inference(avatar_component_clause,[],[f19121]) ).

fof(f19126,plain,
    ( ~ spl0_2582
    | ~ spl0_1076
    | ~ spl0_1077 ),
    inference(avatar_split_clause,[],[f18685,f5874,f5868,f19121]) ).

fof(f19128,plain,
    ( node4(s311)
    | ~ spl0_1630 ),
    inference(resolution,[],[f9016,f936]) ).

fof(f19129,plain,
    ( spl0_2559
    | ~ spl0_1630 ),
    inference(avatar_split_clause,[],[f19128,f9014,f18712]) ).

fof(f19130,plain,
    ( ! [X0] :
        ( trans(X0,s310)
        | always3(X0) )
    | ~ spl0_1633 ),
    inference(resolution,[],[f9029,f934]) ).

fof(f19131,plain,
    ( node4(s310)
    | ~ spl0_1633 ),
    inference(resolution,[],[f9029,f937]) ).

fof(f19134,plain,
    ( spl0_2555
    | ~ spl0_1638 ),
    inference(avatar_split_clause,[],[f12095,f9050,f18641]) ).

fof(f19135,plain,
    ( spl0_2582
    | ~ spl0_1633 ),
    inference(avatar_split_clause,[],[f19131,f9027,f19121]) ).

fof(f19137,definition,
    ( spl0_2583
  <=> node4(s302) ),
    introduced(definition,[new_symbols(definition,[spl0_2583])],[avatar_definition]) ).

fof(f19138,plain,
    ( node4(s302)
    | ~ spl0_2583 ),
    inference(avatar_component_clause,[],[f19137]) ).

fof(f19141,plain,
    ( ~ spl0_2583
    | ~ spl0_1060
    | ~ spl0_1061 ),
    inference(avatar_split_clause,[],[f18587,f5794,f5788,f19137]) ).

fof(f19143,plain,
    ( node4(s308)
    | ~ spl0_1636 ),
    inference(resolution,[],[f9043,f936]) ).

fof(f19144,plain,
    ( spl0_2557
    | ~ spl0_1636 ),
    inference(avatar_split_clause,[],[f19143,f9041,f18673]) ).

fof(f19148,plain,
    ( node4(s305)
    | ~ spl0_1642 ),
    inference(resolution,[],[f9070,f936]) ).

fof(f19149,plain,
    ( spl0_2554
    | ~ spl0_1642 ),
    inference(avatar_split_clause,[],[f19148,f9068,f18620]) ).

fof(f19151,plain,
    ( node4(s304)
    | ~ spl0_1644 ),
    inference(resolution,[],[f9079,f936]) ).

fof(f19152,plain,
    ( spl0_2553
    | ~ spl0_1644 ),
    inference(avatar_split_clause,[],[f19151,f9077,f18607]) ).

fof(f19153,plain,
    ( ! [X0] :
        ( trans(X0,s302)
        | always3(X0) )
    | ~ spl0_1649 ),
    inference(resolution,[],[f9101,f934]) ).

fof(f19154,plain,
    ( node4(s302)
    | ~ spl0_1649 ),
    inference(resolution,[],[f9101,f937]) ).

fof(f19158,plain,
    ( spl0_2583
    | ~ spl0_1649 ),
    inference(avatar_split_clause,[],[f19154,f9099,f19137]) ).

fof(f19161,plain,
    ( ! [X0] :
        ( trans(X0,s303)
        | always3(X0) )
    | ~ spl0_1647 ),
    inference(resolution,[],[f9092,f934]) ).

fof(f19162,plain,
    ( node4(s303)
    | ~ spl0_1647 ),
    inference(resolution,[],[f9092,f937]) ).

fof(f19163,plain,
    ( $false
    | ~ spl0_1062
    | ~ spl0_1063
    | ~ spl0_1647 ),
    inference(forward_subsumption_resolution,[],[f19162,f18593]) ).

fof(f19164,plain,
    ( ~ spl0_1062
    | ~ spl0_1063
    | ~ spl0_1647 ),
    inference(avatar_contradiction_clause,[],[f19163]) ).

fof(f19165,plain,
    ( spl0_2583
    | ~ spl0_1648 ),
    inference(avatar_split_clause,[],[f12105,f9095,f19137]) ).

fof(f19167,definition,
    ( spl0_2584
  <=> node4(s296) ),
    introduced(definition,[new_symbols(definition,[spl0_2584])],[avatar_definition]) ).

fof(f19168,plain,
    ( node4(s296)
    | ~ spl0_2584 ),
    inference(avatar_component_clause,[],[f19167]) ).

fof(f19171,plain,
    ( ~ spl0_2584
    | ~ spl0_1048
    | ~ spl0_1049 ),
    inference(avatar_split_clause,[],[f18512,f5734,f5728,f19167]) ).

fof(f19181,plain,
    ( node4(s299)
    | ~ spl0_1654 ),
    inference(resolution,[],[f9124,f936]) ).

fof(f19182,plain,
    ( spl0_2550
    | ~ spl0_1654 ),
    inference(avatar_split_clause,[],[f19181,f9122,f18552]) ).

fof(f19184,plain,
    ( node4(s298)
    | ~ spl0_1656 ),
    inference(resolution,[],[f9133,f936]) ).

fof(f19185,plain,
    ( spl0_2549
    | ~ spl0_1656 ),
    inference(avatar_split_clause,[],[f19184,f9131,f18539]) ).

fof(f19187,plain,
    ( node4(s297)
    | ~ spl0_1658 ),
    inference(resolution,[],[f9142,f936]) ).

fof(f19188,plain,
    ( spl0_2548
    | ~ spl0_1658 ),
    inference(avatar_split_clause,[],[f19187,f9140,f18526]) ).

fof(f19189,plain,
    ( ! [X0] :
        ( trans(X0,s296)
        | always3(X0) )
    | ~ spl0_1661 ),
    inference(resolution,[],[f9155,f934]) ).

fof(f19190,plain,
    ( node4(s296)
    | ~ spl0_1661 ),
    inference(resolution,[],[f9155,f937]) ).

fof(f19193,plain,
    ( spl0_2584
    | ~ spl0_1661 ),
    inference(avatar_split_clause,[],[f19190,f9153,f19167]) ).

fof(f19195,definition,
    ( spl0_2585
  <=> node4(s294) ),
    introduced(definition,[new_symbols(definition,[spl0_2585])],[avatar_definition]) ).

fof(f19196,plain,
    ( node4(s294)
    | ~ spl0_2585 ),
    inference(avatar_component_clause,[],[f19195]) ).

fof(f19199,plain,
    ( ~ spl0_2585
    | ~ spl0_1044
    | ~ spl0_1045 ),
    inference(avatar_split_clause,[],[f18500,f5714,f5708,f19195]) ).

fof(f19200,plain,
    ( ! [X0] :
        ( trans(X0,s294)
        | always3(X0) )
    | ~ spl0_1665 ),
    inference(resolution,[],[f9173,f934]) ).

fof(f19201,plain,
    ( node4(s294)
    | ~ spl0_1665 ),
    inference(resolution,[],[f9173,f937]) ).

fof(f19205,plain,
    ( spl0_2585
    | ~ spl0_1665 ),
    inference(avatar_split_clause,[],[f19201,f9171,f19195]) ).

fof(f19208,plain,
    ( ! [X0] :
        ( trans(X0,s295)
        | always3(X0) )
    | ~ spl0_1663 ),
    inference(resolution,[],[f9164,f934]) ).

fof(f19209,plain,
    ( node4(s295)
    | ~ spl0_1663 ),
    inference(resolution,[],[f9164,f937]) ).

fof(f19210,plain,
    ( $false
    | ~ spl0_1046
    | ~ spl0_1047
    | ~ spl0_1663 ),
    inference(forward_subsumption_resolution,[],[f19209,f18506]) ).

fof(f19211,plain,
    ( ~ spl0_1046
    | ~ spl0_1047
    | ~ spl0_1663 ),
    inference(avatar_contradiction_clause,[],[f19210]) ).

fof(f19220,definition,
    ( spl0_2586
  <=> node4(s303) ),
    introduced(definition,[new_symbols(definition,[spl0_2586])],[avatar_definition]) ).

fof(f19221,plain,
    ( node4(s303)
    | ~ spl0_2586 ),
    inference(avatar_component_clause,[],[f19220]) ).

fof(f19265,definition,
    ( spl0_2587
  <=> node4(s334) ),
    introduced(definition,[new_symbols(definition,[spl0_2587])],[avatar_definition]) ).

fof(f19266,plain,
    ( node4(s334)
    | ~ spl0_2587 ),
    inference(avatar_component_clause,[],[f19265]) ).

fof(f19270,definition,
    ( spl0_2588
  <=> node4(s295) ),
    introduced(definition,[new_symbols(definition,[spl0_2588])],[avatar_definition]) ).

fof(f19271,plain,
    ( node4(s295)
    | ~ spl0_2588 ),
    inference(avatar_component_clause,[],[f19270]) ).

fof(f19371,plain,
    ( ~ xuntil6(s335)
    | ~ node4(s335)
    | ~ spl0_1126 ),
    inference(resolution,[],[f6120,f938]) ).

fof(f19372,plain,
    ( ~ node4(s335)
    | ~ spl0_1126
    | ~ spl0_1127 ),
    inference(forward_subsumption_resolution,[],[f19371,f6126]) ).

fof(f19375,plain,
    ( ~ xuntil6(s335)
    | ~ spl0_1126
    | ~ spl0_1582 ),
    inference(forward_subsumption_resolution,[],[f19371,f12039]) ).

fof(f19376,plain,
    ( ~ spl0_1127
    | ~ spl0_1126
    | ~ spl0_1582 ),
    inference(avatar_split_clause,[],[f19375,f8798,f6118,f6124]) ).

fof(f19377,plain,
    ( ~ xuntil6(s336)
    | ~ node4(s336)
    | ~ spl0_1128 ),
    inference(resolution,[],[f6130,f938]) ).

fof(f19378,plain,
    ( ~ node4(s336)
    | ~ spl0_1128
    | ~ spl0_1129 ),
    inference(forward_subsumption_resolution,[],[f19377,f6136]) ).

fof(f19382,definition,
    ( spl0_2589
  <=> node4(s335) ),
    introduced(definition,[new_symbols(definition,[spl0_2589])],[avatar_definition]) ).

fof(f19383,plain,
    ( node4(s335)
    | ~ spl0_2589 ),
    inference(avatar_component_clause,[],[f19382]) ).

fof(f19386,plain,
    ( ~ spl0_2589
    | ~ spl0_1126
    | ~ spl0_1127 ),
    inference(avatar_split_clause,[],[f19372,f6124,f6118,f19382]) ).

fof(f19387,plain,
    ( ! [X0] :
        ( trans(X0,s335)
        | always3(X0) )
    | ~ spl0_1583 ),
    inference(resolution,[],[f8804,f934]) ).

fof(f19388,plain,
    ( node4(s335)
    | ~ spl0_1583 ),
    inference(resolution,[],[f8804,f937]) ).

fof(f19391,plain,
    ( ~ xuntil6(s336)
    | ~ spl0_1128
    | ~ spl0_1580 ),
    inference(forward_subsumption_resolution,[],[f19377,f12037]) ).

fof(f19392,plain,
    ( spl0_2589
    | ~ spl0_1583 ),
    inference(avatar_split_clause,[],[f19388,f8802,f19382]) ).

fof(f19393,plain,
    ( ~ spl0_1129
    | ~ spl0_1128
    | ~ spl0_1580 ),
    inference(avatar_split_clause,[],[f19391,f8789,f6128,f6134]) ).

fof(f19396,plain,
    ( ~ xuntil6(s337)
    | ~ node4(s337)
    | ~ spl0_1130 ),
    inference(resolution,[],[f6140,f938]) ).

fof(f19397,plain,
    ( ~ node4(s337)
    | ~ spl0_1130
    | ~ spl0_1131 ),
    inference(forward_subsumption_resolution,[],[f19396,f6146]) ).

fof(f19401,definition,
    ( spl0_2590
  <=> node4(s336) ),
    introduced(definition,[new_symbols(definition,[spl0_2590])],[avatar_definition]) ).

fof(f19402,plain,
    ( node4(s336)
    | ~ spl0_2590 ),
    inference(avatar_component_clause,[],[f19401]) ).

fof(f19406,plain,
    ( ~ spl0_2590
    | ~ spl0_1128
    | ~ spl0_1129 ),
    inference(avatar_split_clause,[],[f19378,f6134,f6128,f19401]) ).

fof(f19407,plain,
    ( ! [X0] :
        ( trans(X0,s336)
        | always3(X0) )
    | ~ spl0_1581 ),
    inference(resolution,[],[f8795,f934]) ).

fof(f19408,plain,
    ( node4(s336)
    | ~ spl0_1581 ),
    inference(resolution,[],[f8795,f937]) ).

fof(f19411,plain,
    ( ~ xuntil6(s337)
    | ~ spl0_1130
    | ~ spl0_1578 ),
    inference(forward_subsumption_resolution,[],[f19396,f12035]) ).

fof(f19412,plain,
    ( spl0_2590
    | ~ spl0_1581 ),
    inference(avatar_split_clause,[],[f19408,f8793,f19401]) ).

fof(f19413,plain,
    ( ~ spl0_1131
    | ~ spl0_1130
    | ~ spl0_1578 ),
    inference(avatar_split_clause,[],[f19411,f8780,f6138,f6144]) ).

fof(f19416,plain,
    ( ~ xuntil6(s338)
    | ~ node4(s338)
    | ~ spl0_1132 ),
    inference(resolution,[],[f6150,f938]) ).

fof(f19417,plain,
    ( ~ node4(s338)
    | ~ spl0_1132
    | ~ spl0_1133 ),
    inference(forward_subsumption_resolution,[],[f19416,f6156]) ).

fof(f19420,plain,
    ( ~ xuntil6(s338)
    | ~ spl0_1132
    | ~ spl0_1576 ),
    inference(forward_subsumption_resolution,[],[f19416,f12033]) ).

fof(f19421,plain,
    ( ~ spl0_1133
    | ~ spl0_1132
    | ~ spl0_1576 ),
    inference(avatar_split_clause,[],[f19420,f8771,f6148,f6154]) ).

fof(f19422,plain,
    ( ~ xuntil6(s339)
    | ~ node4(s339)
    | ~ spl0_1134 ),
    inference(resolution,[],[f6160,f938]) ).

fof(f19423,plain,
    ( ~ node4(s339)
    | ~ spl0_1134
    | ~ spl0_1135 ),
    inference(forward_subsumption_resolution,[],[f19422,f6166]) ).

fof(f19427,definition,
    ( spl0_2591
  <=> node4(s337) ),
    introduced(definition,[new_symbols(definition,[spl0_2591])],[avatar_definition]) ).

fof(f19428,plain,
    ( node4(s337)
    | ~ spl0_2591 ),
    inference(avatar_component_clause,[],[f19427]) ).

fof(f19432,plain,
    ( ~ spl0_2591
    | ~ spl0_1130
    | ~ spl0_1131 ),
    inference(avatar_split_clause,[],[f19397,f6144,f6138,f19427]) ).

fof(f19433,plain,
    ( ! [X0] :
        ( trans(X0,s337)
        | always3(X0) )
    | ~ spl0_1579 ),
    inference(resolution,[],[f8786,f934]) ).

fof(f19434,plain,
    ( node4(s337)
    | ~ spl0_1579 ),
    inference(resolution,[],[f8786,f937]) ).

fof(f19438,plain,
    ( spl0_2591
    | ~ spl0_1579 ),
    inference(avatar_split_clause,[],[f19434,f8784,f19427]) ).

fof(f19441,plain,
    ( ! [X0] :
        ( trans(X0,s338)
        | always3(X0) )
    | ~ spl0_1577 ),
    inference(resolution,[],[f8777,f934]) ).

fof(f19442,plain,
    ( node4(s338)
    | ~ spl0_1577 ),
    inference(resolution,[],[f8777,f937]) ).

fof(f19443,plain,
    ( $false
    | ~ spl0_1132
    | ~ spl0_1133
    | ~ spl0_1577 ),
    inference(forward_subsumption_resolution,[],[f19442,f19417]) ).

fof(f19444,plain,
    ( ~ spl0_1132
    | ~ spl0_1133
    | ~ spl0_1577 ),
    inference(avatar_contradiction_clause,[],[f19443]) ).

fof(f19445,plain,
    ( ~ xuntil6(s339)
    | ~ spl0_1134
    | ~ spl0_1574 ),
    inference(forward_subsumption_resolution,[],[f19422,f12031]) ).

fof(f19447,definition,
    ( spl0_2592
  <=> node4(s338) ),
    introduced(definition,[new_symbols(definition,[spl0_2592])],[avatar_definition]) ).

fof(f19448,plain,
    ( node4(s338)
    | ~ spl0_2592 ),
    inference(avatar_component_clause,[],[f19447]) ).

fof(f19452,plain,
    ( ~ spl0_1135
    | ~ spl0_1134
    | ~ spl0_1574 ),
    inference(avatar_split_clause,[],[f19445,f8762,f6158,f6164]) ).

fof(f19455,plain,
    ( ~ xuntil6(s340)
    | ~ node4(s340)
    | ~ spl0_1136 ),
    inference(resolution,[],[f6170,f938]) ).

fof(f19456,plain,
    ( ~ node4(s340)
    | ~ spl0_1136
    | ~ spl0_1137 ),
    inference(forward_subsumption_resolution,[],[f19455,f6176]) ).

fof(f19457,plain,
    ( $false
    | ~ spl0_1136
    | ~ spl0_1137
    | ~ spl0_1572 ),
    inference(forward_subsumption_resolution,[],[f19456,f12029]) ).

fof(f19458,plain,
    ( ~ spl0_1136
    | ~ spl0_1137
    | ~ spl0_1572 ),
    inference(avatar_contradiction_clause,[],[f19457]) ).

fof(f19459,plain,
    ( ! [X0] :
        ( trans(X0,s340)
        | always3(X0) )
    | ~ spl0_1573 ),
    inference(resolution,[],[f8759,f934]) ).

fof(f19460,plain,
    ( node4(s340)
    | ~ spl0_1573 ),
    inference(resolution,[],[f8759,f937]) ).

fof(f19461,plain,
    ( $false
    | ~ spl0_1136
    | ~ spl0_1137
    | ~ spl0_1573 ),
    inference(forward_subsumption_resolution,[],[f19460,f19456]) ).

fof(f19462,plain,
    ( ~ spl0_1136
    | ~ spl0_1137
    | ~ spl0_1573 ),
    inference(avatar_contradiction_clause,[],[f19461]) ).

fof(f19464,definition,
    ( spl0_2593
  <=> node4(s340) ),
    introduced(definition,[new_symbols(definition,[spl0_2593])],[avatar_definition]) ).

fof(f19465,plain,
    ( node4(s340)
    | ~ spl0_2593 ),
    inference(avatar_component_clause,[],[f19464]) ).

fof(f19468,plain,
    ( spl0_2593
    | ~ spl0_1573 ),
    inference(avatar_split_clause,[],[f19460,f8757,f19464]) ).

fof(f19469,plain,
    ( ~ xuntil6(s341)
    | ~ node4(s341)
    | ~ spl0_1138 ),
    inference(resolution,[],[f6180,f938]) ).

fof(f19470,plain,
    ( ~ node4(s341)
    | ~ spl0_1138
    | ~ spl0_1139 ),
    inference(forward_subsumption_resolution,[],[f19469,f6186]) ).

fof(f19471,plain,
    ( $false
    | ~ spl0_1138
    | ~ spl0_1139
    | ~ spl0_1570 ),
    inference(forward_subsumption_resolution,[],[f19470,f12027]) ).

fof(f19472,plain,
    ( ~ spl0_1138
    | ~ spl0_1139
    | ~ spl0_1570 ),
    inference(avatar_contradiction_clause,[],[f19471]) ).

fof(f19473,plain,
    ( ! [X0] :
        ( trans(X0,s341)
        | always3(X0) )
    | ~ spl0_1571 ),
    inference(resolution,[],[f8750,f934]) ).

fof(f19474,plain,
    ( node4(s341)
    | ~ spl0_1571 ),
    inference(resolution,[],[f8750,f937]) ).

fof(f19475,plain,
    ( $false
    | ~ spl0_1138
    | ~ spl0_1139
    | ~ spl0_1571 ),
    inference(forward_subsumption_resolution,[],[f19474,f19470]) ).

fof(f19476,plain,
    ( ~ spl0_1138
    | ~ spl0_1139
    | ~ spl0_1571 ),
    inference(avatar_contradiction_clause,[],[f19475]) ).

fof(f19478,definition,
    ( spl0_2594
  <=> node4(s341) ),
    introduced(definition,[new_symbols(definition,[spl0_2594])],[avatar_definition]) ).

fof(f19479,plain,
    ( node4(s341)
    | ~ spl0_2594 ),
    inference(avatar_component_clause,[],[f19478]) ).

fof(f19482,plain,
    ( ~ xuntil6(s342)
    | ~ node4(s342)
    | ~ spl0_1140 ),
    inference(resolution,[],[f6190,f938]) ).

fof(f19483,plain,
    ( ~ node4(s342)
    | ~ spl0_1140
    | ~ spl0_1141 ),
    inference(forward_subsumption_resolution,[],[f19482,f6196]) ).

fof(f19486,plain,
    ( ~ xuntil6(s342)
    | ~ spl0_1140
    | ~ spl0_1568 ),
    inference(forward_subsumption_resolution,[],[f19482,f12025]) ).

fof(f19487,plain,
    ( ~ spl0_1141
    | ~ spl0_1140
    | ~ spl0_1568 ),
    inference(avatar_split_clause,[],[f19486,f8735,f6188,f6194]) ).

fof(f19488,plain,
    ( ~ xuntil6(s343)
    | ~ node4(s343)
    | ~ spl0_1142 ),
    inference(resolution,[],[f6200,f938]) ).

fof(f19489,plain,
    ( ~ node4(s343)
    | ~ spl0_1142
    | ~ spl0_1143 ),
    inference(forward_subsumption_resolution,[],[f19488,f6206]) ).

fof(f19492,plain,
    ( ~ xuntil6(s343)
    | ~ spl0_1142
    | ~ spl0_1566 ),
    inference(forward_subsumption_resolution,[],[f19488,f12023]) ).

fof(f19493,plain,
    ( ~ spl0_1143
    | ~ spl0_1142
    | ~ spl0_1566 ),
    inference(avatar_split_clause,[],[f19492,f8726,f6198,f6204]) ).

fof(f19494,plain,
    ( ~ xuntil6(s344)
    | ~ node4(s344)
    | ~ spl0_1144 ),
    inference(resolution,[],[f6210,f938]) ).

fof(f19495,plain,
    ( ~ node4(s344)
    | ~ spl0_1144
    | ~ spl0_1145 ),
    inference(forward_subsumption_resolution,[],[f19494,f6216]) ).

fof(f19498,plain,
    ( ~ xuntil6(s344)
    | ~ spl0_1144
    | ~ spl0_1564 ),
    inference(forward_subsumption_resolution,[],[f19494,f12021]) ).

fof(f19499,plain,
    ( ~ spl0_1145
    | ~ spl0_1144
    | ~ spl0_1564 ),
    inference(avatar_split_clause,[],[f19498,f8717,f6208,f6214]) ).

fof(f19500,plain,
    ( ~ xuntil6(s345)
    | ~ node4(s345)
    | ~ spl0_1146 ),
    inference(resolution,[],[f6220,f938]) ).

fof(f19501,plain,
    ( ~ node4(s345)
    | ~ spl0_1146
    | ~ spl0_1147 ),
    inference(forward_subsumption_resolution,[],[f19500,f6226]) ).

fof(f19504,plain,
    ( ~ xuntil6(s345)
    | ~ spl0_1146
    | ~ spl0_1562 ),
    inference(forward_subsumption_resolution,[],[f19500,f12019]) ).

fof(f19505,plain,
    ( ~ spl0_1147
    | ~ spl0_1146
    | ~ spl0_1562 ),
    inference(avatar_split_clause,[],[f19504,f8708,f6218,f6224]) ).

fof(f19506,plain,
    ( ~ xuntil6(s346)
    | ~ node4(s346)
    | ~ spl0_1148 ),
    inference(resolution,[],[f6230,f938]) ).

fof(f19507,plain,
    ( ~ node4(s346)
    | ~ spl0_1148
    | ~ spl0_1149 ),
    inference(forward_subsumption_resolution,[],[f19506,f6236]) ).

fof(f19511,definition,
    ( spl0_2595
  <=> node4(s344) ),
    introduced(definition,[new_symbols(definition,[spl0_2595])],[avatar_definition]) ).

fof(f19512,plain,
    ( node4(s344)
    | ~ spl0_2595 ),
    inference(avatar_component_clause,[],[f19511]) ).

fof(f19513,plain,
    ( ~ node4(s344)
    | spl0_2595 ),
    inference(avatar_component_clause,[],[f19511]) ).

fof(f19515,plain,
    ( ~ spl0_2595
    | ~ spl0_1144
    | ~ spl0_1145 ),
    inference(avatar_split_clause,[],[f19495,f6214,f6208,f19511]) ).

fof(f19516,plain,
    ( ! [X0] :
        ( trans(X0,s344)
        | always3(X0) )
    | ~ spl0_1565 ),
    inference(resolution,[],[f8723,f934]) ).

fof(f19517,plain,
    ( node4(s344)
    | ~ spl0_1565 ),
    inference(resolution,[],[f8723,f937]) ).

fof(f19518,plain,
    ( $false
    | ~ spl0_1565
    | spl0_2595 ),
    inference(forward_subsumption_resolution,[],[f19517,f19513]) ).

fof(f19519,plain,
    ( ~ spl0_1565
    | spl0_2595 ),
    inference(avatar_contradiction_clause,[],[f19518]) ).

fof(f19523,definition,
    ( spl0_2596
  <=> node4(s343) ),
    introduced(definition,[new_symbols(definition,[spl0_2596])],[avatar_definition]) ).

fof(f19524,plain,
    ( node4(s343)
    | ~ spl0_2596 ),
    inference(avatar_component_clause,[],[f19523]) ).

fof(f19527,plain,
    ( spl0_2595
    | ~ spl0_1564 ),
    inference(avatar_split_clause,[],[f12021,f8717,f19511]) ).

fof(f19528,plain,
    ( ~ spl0_2596
    | ~ spl0_1142
    | ~ spl0_1143 ),
    inference(avatar_split_clause,[],[f19489,f6204,f6198,f19523]) ).

fof(f19531,plain,
    ( ! [X0] :
        ( trans(X0,s343)
        | always3(X0) )
    | ~ spl0_1567 ),
    inference(resolution,[],[f8732,f934]) ).

fof(f19532,plain,
    ( node4(s343)
    | ~ spl0_1567 ),
    inference(resolution,[],[f8732,f937]) ).

fof(f19537,plain,
    ( ~ xuntil6(s346)
    | ~ spl0_1148
    | ~ spl0_1560 ),
    inference(forward_subsumption_resolution,[],[f19506,f12017]) ).

fof(f19538,plain,
    ( spl0_2596
    | ~ spl0_1567 ),
    inference(avatar_split_clause,[],[f19532,f8730,f19523]) ).

fof(f19539,plain,
    ( ~ spl0_1149
    | ~ spl0_1148
    | ~ spl0_1560 ),
    inference(avatar_split_clause,[],[f19537,f8699,f6228,f6234]) ).

fof(f19546,plain,
    ( ~ xuntil6(s347)
    | ~ node4(s347)
    | ~ spl0_1150 ),
    inference(resolution,[],[f6240,f938]) ).

fof(f19547,plain,
    ( ~ node4(s347)
    | ~ spl0_1150
    | ~ spl0_1151 ),
    inference(forward_subsumption_resolution,[],[f19546,f6246]) ).

fof(f19550,plain,
    ( ~ xuntil6(s347)
    | ~ spl0_1150
    | ~ spl0_1558 ),
    inference(forward_subsumption_resolution,[],[f19546,f12015]) ).

fof(f19551,plain,
    ( ~ spl0_1151
    | ~ spl0_1150
    | ~ spl0_1558 ),
    inference(avatar_split_clause,[],[f19550,f8690,f6238,f6244]) ).

fof(f19552,plain,
    ( ~ xuntil6(s348)
    | ~ node4(s348)
    | ~ spl0_1152 ),
    inference(resolution,[],[f6250,f938]) ).

fof(f19553,plain,
    ( ~ node4(s348)
    | ~ spl0_1152
    | ~ spl0_1153 ),
    inference(forward_subsumption_resolution,[],[f19552,f6256]) ).

fof(f19554,plain,
    ( $false
    | ~ spl0_1152
    | ~ spl0_1153
    | ~ spl0_1556 ),
    inference(forward_subsumption_resolution,[],[f19553,f12013]) ).

fof(f19555,plain,
    ( ~ spl0_1152
    | ~ spl0_1153
    | ~ spl0_1556 ),
    inference(avatar_contradiction_clause,[],[f19554]) ).

fof(f19556,plain,
    ( ! [X0] :
        ( trans(X0,s348)
        | always3(X0) )
    | ~ spl0_1557 ),
    inference(resolution,[],[f8687,f934]) ).

fof(f19557,plain,
    ( node4(s348)
    | ~ spl0_1557 ),
    inference(resolution,[],[f8687,f937]) ).

fof(f19558,plain,
    ( $false
    | ~ spl0_1152
    | ~ spl0_1153
    | ~ spl0_1557 ),
    inference(forward_subsumption_resolution,[],[f19557,f19553]) ).

fof(f19559,plain,
    ( ~ spl0_1152
    | ~ spl0_1153
    | ~ spl0_1557 ),
    inference(avatar_contradiction_clause,[],[f19558]) ).

fof(f19561,definition,
    ( spl0_2597
  <=> node4(s348) ),
    introduced(definition,[new_symbols(definition,[spl0_2597])],[avatar_definition]) ).

fof(f19562,plain,
    ( node4(s348)
    | ~ spl0_2597 ),
    inference(avatar_component_clause,[],[f19561]) ).

fof(f19565,plain,
    ( spl0_2597
    | ~ spl0_1557 ),
    inference(avatar_split_clause,[],[f19557,f8685,f19561]) ).

fof(f19566,plain,
    ( ~ xuntil6(s349)
    | ~ node4(s349)
    | ~ spl0_1154 ),
    inference(resolution,[],[f6260,f938]) ).

fof(f19567,plain,
    ( ~ node4(s349)
    | ~ spl0_1154
    | ~ spl0_1155 ),
    inference(forward_subsumption_resolution,[],[f19566,f6266]) ).

fof(f19570,plain,
    ( ~ xuntil6(s349)
    | ~ spl0_1154
    | ~ spl0_1554 ),
    inference(forward_subsumption_resolution,[],[f19566,f12011]) ).

fof(f19571,plain,
    ( ~ spl0_1155
    | ~ spl0_1154
    | ~ spl0_1554 ),
    inference(avatar_split_clause,[],[f19570,f8672,f6258,f6264]) ).

fof(f19572,plain,
    ( ~ xuntil6(s350)
    | ~ node4(s350)
    | ~ spl0_1156 ),
    inference(resolution,[],[f6270,f938]) ).

fof(f19573,plain,
    ( ~ node4(s350)
    | ~ spl0_1156
    | ~ spl0_1157 ),
    inference(forward_subsumption_resolution,[],[f19572,f6276]) ).

fof(f19576,plain,
    ( ~ xuntil6(s350)
    | ~ spl0_1156
    | ~ spl0_1552 ),
    inference(forward_subsumption_resolution,[],[f19572,f12009]) ).

fof(f19577,plain,
    ( ~ spl0_1157
    | ~ spl0_1156
    | ~ spl0_1552 ),
    inference(avatar_split_clause,[],[f19576,f8663,f6268,f6274]) ).

fof(f19578,plain,
    ( ~ xuntil6(s351)
    | ~ node4(s351)
    | ~ spl0_1158 ),
    inference(resolution,[],[f6280,f938]) ).

fof(f19579,plain,
    ( ~ node4(s351)
    | ~ spl0_1158
    | ~ spl0_1159 ),
    inference(forward_subsumption_resolution,[],[f19578,f6286]) ).

fof(f19582,plain,
    ( ~ xuntil6(s351)
    | ~ spl0_1158
    | ~ spl0_1550 ),
    inference(forward_subsumption_resolution,[],[f19578,f12007]) ).

fof(f19583,plain,
    ( ~ spl0_1159
    | ~ spl0_1158
    | ~ spl0_1550 ),
    inference(avatar_split_clause,[],[f19582,f8654,f6278,f6284]) ).

fof(f19584,plain,
    ( ~ xuntil6(s352)
    | ~ node4(s352)
    | ~ spl0_1160 ),
    inference(resolution,[],[f6290,f938]) ).

fof(f19585,plain,
    ( ~ node4(s352)
    | ~ spl0_1160
    | ~ spl0_1161 ),
    inference(forward_subsumption_resolution,[],[f19584,f6296]) ).

fof(f19588,plain,
    ( ~ xuntil6(s352)
    | ~ spl0_1160
    | ~ spl0_1548 ),
    inference(forward_subsumption_resolution,[],[f19584,f12005]) ).

fof(f19589,plain,
    ( ~ spl0_1161
    | ~ spl0_1160
    | ~ spl0_1548 ),
    inference(avatar_split_clause,[],[f19588,f8645,f6288,f6294]) ).

fof(f19590,plain,
    ( ~ xuntil6(s353)
    | ~ node4(s353)
    | ~ spl0_1162 ),
    inference(resolution,[],[f6300,f938]) ).

fof(f19591,plain,
    ( ~ node4(s353)
    | ~ spl0_1162
    | ~ spl0_1163 ),
    inference(forward_subsumption_resolution,[],[f19590,f6306]) ).

fof(f19594,plain,
    ( ~ xuntil6(s353)
    | ~ spl0_1162
    | ~ spl0_1546 ),
    inference(forward_subsumption_resolution,[],[f19590,f12003]) ).

fof(f19595,plain,
    ( ~ spl0_1163
    | ~ spl0_1162
    | ~ spl0_1546 ),
    inference(avatar_split_clause,[],[f19594,f8636,f6298,f6304]) ).

fof(f19596,plain,
    ( ~ xuntil6(s354)
    | ~ node4(s354)
    | ~ spl0_1164 ),
    inference(resolution,[],[f6310,f938]) ).

fof(f19597,plain,
    ( ~ node4(s354)
    | ~ spl0_1164
    | ~ spl0_1165 ),
    inference(forward_subsumption_resolution,[],[f19596,f6316]) ).

fof(f19600,plain,
    ( ~ xuntil6(s354)
    | ~ spl0_1164
    | ~ spl0_1544 ),
    inference(forward_subsumption_resolution,[],[f19596,f12001]) ).

fof(f19601,plain,
    ( ~ spl0_1165
    | ~ spl0_1164
    | ~ spl0_1544 ),
    inference(avatar_split_clause,[],[f19600,f8627,f6308,f6314]) ).

fof(f19602,plain,
    ( ~ xuntil6(s355)
    | ~ node4(s355)
    | ~ spl0_1166 ),
    inference(resolution,[],[f6320,f938]) ).

fof(f19603,plain,
    ( ~ node4(s355)
    | ~ spl0_1166
    | ~ spl0_1167 ),
    inference(forward_subsumption_resolution,[],[f19602,f6326]) ).

fof(f19604,plain,
    ( $false
    | ~ spl0_1166
    | ~ spl0_1167
    | ~ spl0_1542 ),
    inference(forward_subsumption_resolution,[],[f19603,f11999]) ).

fof(f19605,plain,
    ( ~ spl0_1166
    | ~ spl0_1167
    | ~ spl0_1542 ),
    inference(avatar_contradiction_clause,[],[f19604]) ).

fof(f19606,plain,
    ( ! [X0] :
        ( trans(X0,s355)
        | always3(X0) )
    | ~ spl0_1543 ),
    inference(resolution,[],[f8624,f934]) ).

fof(f19607,plain,
    ( node4(s355)
    | ~ spl0_1543 ),
    inference(resolution,[],[f8624,f937]) ).

fof(f19608,plain,
    ( $false
    | ~ spl0_1166
    | ~ spl0_1167
    | ~ spl0_1543 ),
    inference(forward_subsumption_resolution,[],[f19607,f19603]) ).

fof(f19609,plain,
    ( ~ spl0_1166
    | ~ spl0_1167
    | ~ spl0_1543 ),
    inference(avatar_contradiction_clause,[],[f19608]) ).

fof(f19611,definition,
    ( spl0_2598
  <=> node4(s354) ),
    introduced(definition,[new_symbols(definition,[spl0_2598])],[avatar_definition]) ).

fof(f19612,plain,
    ( node4(s354)
    | ~ spl0_2598 ),
    inference(avatar_component_clause,[],[f19611]) ).

fof(f19613,plain,
    ( ~ node4(s354)
    | spl0_2598 ),
    inference(avatar_component_clause,[],[f19611]) ).

fof(f19615,plain,
    ( ~ spl0_2598
    | ~ spl0_1164
    | ~ spl0_1165 ),
    inference(avatar_split_clause,[],[f19597,f6314,f6308,f19611]) ).

fof(f19616,plain,
    ( ! [X0] :
        ( trans(X0,s354)
        | always3(X0) )
    | ~ spl0_1545 ),
    inference(resolution,[],[f8633,f934]) ).

fof(f19617,plain,
    ( node4(s354)
    | ~ spl0_1545 ),
    inference(resolution,[],[f8633,f937]) ).

fof(f19618,plain,
    ( $false
    | ~ spl0_1545
    | spl0_2598 ),
    inference(forward_subsumption_resolution,[],[f19617,f19613]) ).

fof(f19619,plain,
    ( ~ spl0_1545
    | spl0_2598 ),
    inference(avatar_contradiction_clause,[],[f19618]) ).

fof(f19621,definition,
    ( spl0_2599
  <=> node4(s355) ),
    introduced(definition,[new_symbols(definition,[spl0_2599])],[avatar_definition]) ).

fof(f19622,plain,
    ( node4(s355)
    | ~ spl0_2599 ),
    inference(avatar_component_clause,[],[f19621]) ).

fof(f19627,plain,
    ( spl0_2598
    | ~ spl0_1544 ),
    inference(avatar_split_clause,[],[f12001,f8627,f19611]) ).

fof(f19630,plain,
    ( ~ xuntil6(s356)
    | ~ node4(s356)
    | ~ spl0_1168 ),
    inference(resolution,[],[f6330,f938]) ).

fof(f19631,plain,
    ( ~ node4(s356)
    | ~ spl0_1168
    | ~ spl0_1169 ),
    inference(forward_subsumption_resolution,[],[f19630,f6336]) ).

fof(f19632,plain,
    ( $false
    | ~ spl0_1168
    | ~ spl0_1169
    | ~ spl0_1540 ),
    inference(forward_subsumption_resolution,[],[f19631,f11997]) ).

fof(f19633,plain,
    ( ~ spl0_1168
    | ~ spl0_1169
    | ~ spl0_1540 ),
    inference(avatar_contradiction_clause,[],[f19632]) ).

fof(f19634,plain,
    ( ! [X0] :
        ( trans(X0,s356)
        | always3(X0) )
    | ~ spl0_1541 ),
    inference(resolution,[],[f8615,f934]) ).

fof(f19635,plain,
    ( node4(s356)
    | ~ spl0_1541 ),
    inference(resolution,[],[f8615,f937]) ).

fof(f19636,plain,
    ( $false
    | ~ spl0_1168
    | ~ spl0_1169
    | ~ spl0_1541 ),
    inference(forward_subsumption_resolution,[],[f19635,f19631]) ).

fof(f19637,plain,
    ( ~ spl0_1168
    | ~ spl0_1169
    | ~ spl0_1541 ),
    inference(avatar_contradiction_clause,[],[f19636]) ).

fof(f19639,definition,
    ( spl0_2600
  <=> node4(s356) ),
    introduced(definition,[new_symbols(definition,[spl0_2600])],[avatar_definition]) ).

fof(f19640,plain,
    ( node4(s356)
    | ~ spl0_2600 ),
    inference(avatar_component_clause,[],[f19639]) ).

fof(f19643,plain,
    ( ~ xuntil6(s357)
    | ~ node4(s357)
    | ~ spl0_1170 ),
    inference(resolution,[],[f6340,f938]) ).

fof(f19644,plain,
    ( ~ node4(s357)
    | ~ spl0_1170
    | ~ spl0_1171 ),
    inference(forward_subsumption_resolution,[],[f19643,f6346]) ).

fof(f19645,plain,
    ( $false
    | ~ spl0_1170
    | ~ spl0_1171
    | ~ spl0_1538 ),
    inference(forward_subsumption_resolution,[],[f19644,f11995]) ).

fof(f19646,plain,
    ( ~ spl0_1170
    | ~ spl0_1171
    | ~ spl0_1538 ),
    inference(avatar_contradiction_clause,[],[f19645]) ).

fof(f19647,plain,
    ( ! [X0] :
        ( trans(X0,s357)
        | always3(X0) )
    | ~ spl0_1539 ),
    inference(resolution,[],[f8606,f934]) ).

fof(f19648,plain,
    ( node4(s357)
    | ~ spl0_1539 ),
    inference(resolution,[],[f8606,f937]) ).

fof(f19649,plain,
    ( $false
    | ~ spl0_1170
    | ~ spl0_1171
    | ~ spl0_1539 ),
    inference(forward_subsumption_resolution,[],[f19648,f19644]) ).

fof(f19650,plain,
    ( ~ spl0_1170
    | ~ spl0_1171
    | ~ spl0_1539 ),
    inference(avatar_contradiction_clause,[],[f19649]) ).

fof(f19652,definition,
    ( spl0_2601
  <=> node4(s357) ),
    introduced(definition,[new_symbols(definition,[spl0_2601])],[avatar_definition]) ).

fof(f19653,plain,
    ( node4(s357)
    | ~ spl0_2601 ),
    inference(avatar_component_clause,[],[f19652]) ).

fof(f19656,plain,
    ( ~ xuntil6(s358)
    | ~ node4(s358)
    | ~ spl0_1172 ),
    inference(resolution,[],[f6350,f938]) ).

fof(f19657,plain,
    ( ~ node4(s358)
    | ~ spl0_1172
    | ~ spl0_1173 ),
    inference(forward_subsumption_resolution,[],[f19656,f6356]) ).

fof(f19660,plain,
    ( ~ xuntil6(s358)
    | ~ spl0_1172
    | ~ spl0_1536 ),
    inference(forward_subsumption_resolution,[],[f19656,f11993]) ).

fof(f19661,plain,
    ( ~ spl0_1173
    | ~ spl0_1172
    | ~ spl0_1536 ),
    inference(avatar_split_clause,[],[f19660,f8591,f6348,f6354]) ).

fof(f19662,plain,
    ( ~ xuntil6(s359)
    | ~ node4(s359)
    | ~ spl0_1174 ),
    inference(resolution,[],[f6360,f938]) ).

fof(f19663,plain,
    ( ~ node4(s359)
    | ~ spl0_1174
    | ~ spl0_1175 ),
    inference(forward_subsumption_resolution,[],[f19662,f6366]) ).

fof(f19664,plain,
    ( $false
    | ~ spl0_1174
    | ~ spl0_1175
    | ~ spl0_1534 ),
    inference(forward_subsumption_resolution,[],[f19663,f11991]) ).

fof(f19665,plain,
    ( ~ spl0_1174
    | ~ spl0_1175
    | ~ spl0_1534 ),
    inference(avatar_contradiction_clause,[],[f19664]) ).

fof(f19667,definition,
    ( spl0_2602
  <=> node4(s358) ),
    introduced(definition,[new_symbols(definition,[spl0_2602])],[avatar_definition]) ).

fof(f19668,plain,
    ( node4(s358)
    | ~ spl0_2602 ),
    inference(avatar_component_clause,[],[f19667]) ).

fof(f19671,plain,
    ( ~ spl0_2602
    | ~ spl0_1172
    | ~ spl0_1173 ),
    inference(avatar_split_clause,[],[f19657,f6354,f6348,f19667]) ).

fof(f19672,plain,
    ( ! [X0] :
        ( trans(X0,s358)
        | always3(X0) )
    | ~ spl0_1537 ),
    inference(resolution,[],[f8597,f934]) ).

fof(f19673,plain,
    ( node4(s358)
    | ~ spl0_1537 ),
    inference(resolution,[],[f8597,f937]) ).

fof(f19677,plain,
    ( spl0_2602
    | ~ spl0_1537 ),
    inference(avatar_split_clause,[],[f19673,f8595,f19667]) ).

fof(f19680,plain,
    ( ! [X0] :
        ( trans(X0,s359)
        | always3(X0) )
    | ~ spl0_1535 ),
    inference(resolution,[],[f8588,f934]) ).

fof(f19681,plain,
    ( node4(s359)
    | ~ spl0_1535 ),
    inference(resolution,[],[f8588,f937]) ).

fof(f19682,plain,
    ( $false
    | ~ spl0_1174
    | ~ spl0_1175
    | ~ spl0_1535 ),
    inference(forward_subsumption_resolution,[],[f19681,f19663]) ).

fof(f19683,plain,
    ( ~ spl0_1174
    | ~ spl0_1175
    | ~ spl0_1535 ),
    inference(avatar_contradiction_clause,[],[f19682]) ).

fof(f19685,definition,
    ( spl0_2603
  <=> node4(s359) ),
    introduced(definition,[new_symbols(definition,[spl0_2603])],[avatar_definition]) ).

fof(f19686,plain,
    ( node4(s359)
    | ~ spl0_2603 ),
    inference(avatar_component_clause,[],[f19685]) ).

fof(f19690,plain,
    ( spl0_2603
    | ~ spl0_1535 ),
    inference(avatar_split_clause,[],[f19681,f8586,f19685]) ).

fof(f19691,plain,
    ( ~ xuntil6(s360)
    | ~ node4(s360)
    | ~ spl0_1176 ),
    inference(resolution,[],[f6370,f938]) ).

fof(f19692,plain,
    ( ~ node4(s360)
    | ~ spl0_1176
    | ~ spl0_1177 ),
    inference(forward_subsumption_resolution,[],[f19691,f6376]) ).

fof(f19695,plain,
    ( spl0_2603
    | ~ spl0_1534 ),
    inference(avatar_split_clause,[],[f11991,f8582,f19685]) ).

fof(f19696,plain,
    ( ~ xuntil6(s360)
    | ~ spl0_1176
    | ~ spl0_1532 ),
    inference(forward_subsumption_resolution,[],[f19691,f11989]) ).

fof(f19697,plain,
    ( ~ spl0_1177
    | ~ spl0_1176
    | ~ spl0_1532 ),
    inference(avatar_split_clause,[],[f19696,f8573,f6368,f6374]) ).

fof(f19698,plain,
    ( ~ xuntil6(s361)
    | ~ node4(s361)
    | ~ spl0_1178 ),
    inference(resolution,[],[f6380,f938]) ).

fof(f19699,plain,
    ( ~ node4(s361)
    | ~ spl0_1178
    | ~ spl0_1179 ),
    inference(forward_subsumption_resolution,[],[f19698,f6386]) ).

fof(f19700,plain,
    ( $false
    | ~ spl0_1178
    | ~ spl0_1179
    | ~ spl0_1530 ),
    inference(forward_subsumption_resolution,[],[f19699,f11987]) ).

fof(f19701,plain,
    ( ~ spl0_1178
    | ~ spl0_1179
    | ~ spl0_1530 ),
    inference(avatar_contradiction_clause,[],[f19700]) ).

fof(f19702,plain,
    ( ! [X0] :
        ( trans(X0,s361)
        | always3(X0) )
    | ~ spl0_1531 ),
    inference(resolution,[],[f8570,f934]) ).

fof(f19703,plain,
    ( node4(s361)
    | ~ spl0_1531 ),
    inference(resolution,[],[f8570,f937]) ).

fof(f19704,plain,
    ( $false
    | ~ spl0_1178
    | ~ spl0_1179
    | ~ spl0_1531 ),
    inference(forward_subsumption_resolution,[],[f19703,f19699]) ).

fof(f19705,plain,
    ( ~ spl0_1178
    | ~ spl0_1179
    | ~ spl0_1531 ),
    inference(avatar_contradiction_clause,[],[f19704]) ).

fof(f19707,definition,
    ( spl0_2604
  <=> node4(s361) ),
    introduced(definition,[new_symbols(definition,[spl0_2604])],[avatar_definition]) ).

fof(f19708,plain,
    ( node4(s361)
    | ~ spl0_2604 ),
    inference(avatar_component_clause,[],[f19707]) ).

fof(f19711,plain,
    ( spl0_2604
    | ~ spl0_1531 ),
    inference(avatar_split_clause,[],[f19703,f8568,f19707]) ).

fof(f19712,plain,
    ( ~ xuntil6(s362)
    | ~ node4(s362)
    | ~ spl0_1180 ),
    inference(resolution,[],[f6390,f938]) ).

fof(f19713,plain,
    ( ~ node4(s362)
    | ~ spl0_1180
    | ~ spl0_1181 ),
    inference(forward_subsumption_resolution,[],[f19712,f6396]) ).

fof(f19716,plain,
    ( ~ xuntil6(s362)
    | ~ spl0_1180
    | ~ spl0_1528 ),
    inference(forward_subsumption_resolution,[],[f19712,f11985]) ).

fof(f19717,plain,
    ( ~ spl0_1181
    | ~ spl0_1180
    | ~ spl0_1528 ),
    inference(avatar_split_clause,[],[f19716,f8555,f6388,f6394]) ).

fof(f19718,plain,
    ( ~ xuntil6(s363)
    | ~ node4(s363)
    | ~ spl0_1182 ),
    inference(resolution,[],[f6400,f938]) ).

fof(f19719,plain,
    ( ~ node4(s363)
    | ~ spl0_1182
    | ~ spl0_1183 ),
    inference(forward_subsumption_resolution,[],[f19718,f6406]) ).

fof(f19720,plain,
    ( $false
    | ~ spl0_1182
    | ~ spl0_1183
    | ~ spl0_1526 ),
    inference(forward_subsumption_resolution,[],[f19719,f11983]) ).

fof(f19721,plain,
    ( ~ spl0_1182
    | ~ spl0_1183
    | ~ spl0_1526 ),
    inference(avatar_contradiction_clause,[],[f19720]) ).

fof(f19722,plain,
    ( ! [X0] :
        ( trans(X0,s363)
        | always3(X0) )
    | ~ spl0_1527 ),
    inference(resolution,[],[f8552,f934]) ).

fof(f19723,plain,
    ( node4(s363)
    | ~ spl0_1527 ),
    inference(resolution,[],[f8552,f937]) ).

fof(f19724,plain,
    ( $false
    | ~ spl0_1182
    | ~ spl0_1183
    | ~ spl0_1527 ),
    inference(forward_subsumption_resolution,[],[f19723,f19719]) ).

fof(f19725,plain,
    ( ~ spl0_1182
    | ~ spl0_1183
    | ~ spl0_1527 ),
    inference(avatar_contradiction_clause,[],[f19724]) ).

fof(f19727,definition,
    ( spl0_2605
  <=> node4(s363) ),
    introduced(definition,[new_symbols(definition,[spl0_2605])],[avatar_definition]) ).

fof(f19728,plain,
    ( node4(s363)
    | ~ spl0_2605 ),
    inference(avatar_component_clause,[],[f19727]) ).

fof(f19731,plain,
    ( spl0_2605
    | ~ spl0_1527 ),
    inference(avatar_split_clause,[],[f19723,f8550,f19727]) ).

fof(f19732,plain,
    ( ~ xuntil6(s364)
    | ~ node4(s364)
    | ~ spl0_1184 ),
    inference(resolution,[],[f6410,f938]) ).

fof(f19733,plain,
    ( ~ node4(s364)
    | ~ spl0_1184
    | ~ spl0_1185 ),
    inference(forward_subsumption_resolution,[],[f19732,f6416]) ).

fof(f19736,plain,
    ( ~ xuntil6(s364)
    | ~ spl0_1184
    | ~ spl0_1524 ),
    inference(forward_subsumption_resolution,[],[f19732,f11981]) ).

fof(f19737,plain,
    ( ~ spl0_1185
    | ~ spl0_1184
    | ~ spl0_1524 ),
    inference(avatar_split_clause,[],[f19736,f8537,f6408,f6414]) ).

fof(f19738,plain,
    ( ~ xuntil6(s365)
    | ~ node4(s365)
    | ~ spl0_1186 ),
    inference(resolution,[],[f6420,f938]) ).

fof(f19739,plain,
    ( ~ node4(s365)
    | ~ spl0_1186
    | ~ spl0_1187 ),
    inference(forward_subsumption_resolution,[],[f19738,f6426]) ).

fof(f19740,plain,
    ( $false
    | ~ spl0_1186
    | ~ spl0_1187
    | ~ spl0_1522 ),
    inference(forward_subsumption_resolution,[],[f19739,f11979]) ).

fof(f19741,plain,
    ( ~ spl0_1186
    | ~ spl0_1187
    | ~ spl0_1522 ),
    inference(avatar_contradiction_clause,[],[f19740]) ).

fof(f19742,plain,
    ( ! [X0] :
        ( trans(X0,s365)
        | always3(X0) )
    | ~ spl0_1523 ),
    inference(resolution,[],[f8534,f934]) ).

fof(f19743,plain,
    ( node4(s365)
    | ~ spl0_1523 ),
    inference(resolution,[],[f8534,f937]) ).

fof(f19744,plain,
    ( $false
    | ~ spl0_1186
    | ~ spl0_1187
    | ~ spl0_1523 ),
    inference(forward_subsumption_resolution,[],[f19743,f19739]) ).

fof(f19745,plain,
    ( ~ spl0_1186
    | ~ spl0_1187
    | ~ spl0_1523 ),
    inference(avatar_contradiction_clause,[],[f19744]) ).

fof(f19747,definition,
    ( spl0_2606
  <=> node4(s365) ),
    introduced(definition,[new_symbols(definition,[spl0_2606])],[avatar_definition]) ).

fof(f19748,plain,
    ( node4(s365)
    | ~ spl0_2606 ),
    inference(avatar_component_clause,[],[f19747]) ).

fof(f19751,plain,
    ( spl0_2606
    | ~ spl0_1523 ),
    inference(avatar_split_clause,[],[f19743,f8532,f19747]) ).

fof(f19752,plain,
    ( ~ xuntil6(s366)
    | ~ node4(s366)
    | ~ spl0_1188 ),
    inference(resolution,[],[f6430,f938]) ).

fof(f19753,plain,
    ( ~ node4(s366)
    | ~ spl0_1188
    | ~ spl0_1189 ),
    inference(forward_subsumption_resolution,[],[f19752,f6436]) ).

fof(f19757,definition,
    ( spl0_2607
  <=> node4(s364) ),
    introduced(definition,[new_symbols(definition,[spl0_2607])],[avatar_definition]) ).

fof(f19758,plain,
    ( node4(s364)
    | ~ spl0_2607 ),
    inference(avatar_component_clause,[],[f19757]) ).

fof(f19761,plain,
    ( ~ spl0_2607
    | ~ spl0_1184
    | ~ spl0_1185 ),
    inference(avatar_split_clause,[],[f19733,f6414,f6408,f19757]) ).

fof(f19762,plain,
    ( ! [X0] :
        ( trans(X0,s364)
        | always3(X0) )
    | ~ spl0_1525 ),
    inference(resolution,[],[f8543,f934]) ).

fof(f19763,plain,
    ( node4(s364)
    | ~ spl0_1525 ),
    inference(resolution,[],[f8543,f937]) ).

fof(f19767,plain,
    ( ~ xuntil6(s366)
    | ~ spl0_1188
    | ~ spl0_1520 ),
    inference(forward_subsumption_resolution,[],[f19752,f11977]) ).

fof(f19768,plain,
    ( spl0_2606
    | ~ spl0_1522 ),
    inference(avatar_split_clause,[],[f11979,f8528,f19747]) ).

fof(f19769,plain,
    ( spl0_2607
    | ~ spl0_1525 ),
    inference(avatar_split_clause,[],[f19763,f8541,f19757]) ).

fof(f19770,plain,
    ( ~ spl0_1189
    | ~ spl0_1188
    | ~ spl0_1520 ),
    inference(avatar_split_clause,[],[f19767,f8519,f6428,f6434]) ).

fof(f19775,plain,
    ( ~ xuntil6(s367)
    | ~ node4(s367)
    | ~ spl0_1190 ),
    inference(resolution,[],[f6440,f938]) ).

fof(f19776,plain,
    ( ~ node4(s367)
    | ~ spl0_1190
    | ~ spl0_1191 ),
    inference(forward_subsumption_resolution,[],[f19775,f6446]) ).

fof(f19777,plain,
    ( $false
    | ~ spl0_1190
    | ~ spl0_1191
    | ~ spl0_1518 ),
    inference(forward_subsumption_resolution,[],[f19776,f11975]) ).

fof(f19778,plain,
    ( ~ spl0_1190
    | ~ spl0_1191
    | ~ spl0_1518 ),
    inference(avatar_contradiction_clause,[],[f19777]) ).

fof(f19780,definition,
    ( spl0_2608
  <=> node4(s366) ),
    introduced(definition,[new_symbols(definition,[spl0_2608])],[avatar_definition]) ).

fof(f19781,plain,
    ( node4(s366)
    | ~ spl0_2608 ),
    inference(avatar_component_clause,[],[f19780]) ).

fof(f19782,plain,
    ( ~ node4(s366)
    | spl0_2608 ),
    inference(avatar_component_clause,[],[f19780]) ).

fof(f19785,plain,
    ( ~ spl0_2608
    | ~ spl0_1188
    | ~ spl0_1189 ),
    inference(avatar_split_clause,[],[f19753,f6434,f6428,f19780]) ).

fof(f19786,plain,
    ( ! [X0] :
        ( trans(X0,s366)
        | always3(X0) )
    | ~ spl0_1521 ),
    inference(resolution,[],[f8525,f934]) ).

fof(f19787,plain,
    ( node4(s366)
    | ~ spl0_1521 ),
    inference(resolution,[],[f8525,f937]) ).

fof(f19788,plain,
    ( $false
    | ~ spl0_1521
    | spl0_2608 ),
    inference(forward_subsumption_resolution,[],[f19787,f19782]) ).

fof(f19789,plain,
    ( ~ spl0_1521
    | spl0_2608 ),
    inference(avatar_contradiction_clause,[],[f19788]) ).

fof(f19793,plain,
    ( spl0_2608
    | ~ spl0_1520 ),
    inference(avatar_split_clause,[],[f11977,f8519,f19780]) ).

fof(f19796,plain,
    ( ! [X0] :
        ( trans(X0,s367)
        | always3(X0) )
    | ~ spl0_1519 ),
    inference(resolution,[],[f8516,f934]) ).

fof(f19797,plain,
    ( node4(s367)
    | ~ spl0_1519 ),
    inference(resolution,[],[f8516,f937]) ).

fof(f19798,plain,
    ( $false
    | ~ spl0_1190
    | ~ spl0_1191
    | ~ spl0_1519 ),
    inference(forward_subsumption_resolution,[],[f19797,f19776]) ).

fof(f19799,plain,
    ( ~ spl0_1190
    | ~ spl0_1191
    | ~ spl0_1519 ),
    inference(avatar_contradiction_clause,[],[f19798]) ).

fof(f19801,definition,
    ( spl0_2609
  <=> node4(s367) ),
    introduced(definition,[new_symbols(definition,[spl0_2609])],[avatar_definition]) ).

fof(f19802,plain,
    ( node4(s367)
    | ~ spl0_2609 ),
    inference(avatar_component_clause,[],[f19801]) ).

fof(f19806,plain,
    ( ~ xuntil6(s368)
    | ~ node4(s368)
    | ~ spl0_1192 ),
    inference(resolution,[],[f6450,f938]) ).

fof(f19807,plain,
    ( ~ node4(s368)
    | ~ spl0_1192
    | ~ spl0_1193 ),
    inference(forward_subsumption_resolution,[],[f19806,f6456]) ).

fof(f19810,plain,
    ( ~ xuntil6(s368)
    | ~ spl0_1192
    | ~ spl0_1516 ),
    inference(forward_subsumption_resolution,[],[f19806,f11973]) ).

fof(f19811,plain,
    ( ~ spl0_1193
    | ~ spl0_1192
    | ~ spl0_1516 ),
    inference(avatar_split_clause,[],[f19810,f8501,f6448,f6454]) ).

fof(f19812,plain,
    ( ~ xuntil6(s369)
    | ~ node4(s369)
    | ~ spl0_1194 ),
    inference(resolution,[],[f6460,f938]) ).

fof(f19813,plain,
    ( ~ node4(s369)
    | ~ spl0_1194
    | ~ spl0_1195 ),
    inference(forward_subsumption_resolution,[],[f19812,f6466]) ).

fof(f19814,plain,
    ( $false
    | ~ spl0_1194
    | ~ spl0_1195
    | ~ spl0_1514 ),
    inference(forward_subsumption_resolution,[],[f19813,f11971]) ).

fof(f19815,plain,
    ( ~ spl0_1194
    | ~ spl0_1195
    | ~ spl0_1514 ),
    inference(avatar_contradiction_clause,[],[f19814]) ).

fof(f19817,definition,
    ( spl0_2610
  <=> node4(s368) ),
    introduced(definition,[new_symbols(definition,[spl0_2610])],[avatar_definition]) ).

fof(f19818,plain,
    ( node4(s368)
    | ~ spl0_2610 ),
    inference(avatar_component_clause,[],[f19817]) ).

fof(f19821,plain,
    ( ~ spl0_2610
    | ~ spl0_1192
    | ~ spl0_1193 ),
    inference(avatar_split_clause,[],[f19807,f6454,f6448,f19817]) ).

fof(f19822,plain,
    ( ! [X0] :
        ( trans(X0,s368)
        | always3(X0) )
    | ~ spl0_1517 ),
    inference(resolution,[],[f8507,f934]) ).

fof(f19823,plain,
    ( node4(s368)
    | ~ spl0_1517 ),
    inference(resolution,[],[f8507,f937]) ).

fof(f19827,plain,
    ( spl0_2610
    | ~ spl0_1517 ),
    inference(avatar_split_clause,[],[f19823,f8505,f19817]) ).

fof(f19830,plain,
    ( ! [X0] :
        ( trans(X0,s369)
        | always3(X0) )
    | ~ spl0_1515 ),
    inference(resolution,[],[f8498,f934]) ).

fof(f19831,plain,
    ( node4(s369)
    | ~ spl0_1515 ),
    inference(resolution,[],[f8498,f937]) ).

fof(f19832,plain,
    ( $false
    | ~ spl0_1194
    | ~ spl0_1195
    | ~ spl0_1515 ),
    inference(forward_subsumption_resolution,[],[f19831,f19813]) ).

fof(f19833,plain,
    ( ~ spl0_1194
    | ~ spl0_1195
    | ~ spl0_1515 ),
    inference(avatar_contradiction_clause,[],[f19832]) ).

fof(f19835,definition,
    ( spl0_2611
  <=> node4(s369) ),
    introduced(definition,[new_symbols(definition,[spl0_2611])],[avatar_definition]) ).

fof(f19836,plain,
    ( node4(s369)
    | ~ spl0_2611 ),
    inference(avatar_component_clause,[],[f19835]) ).

fof(f19840,plain,
    ( spl0_2611
    | ~ spl0_1515 ),
    inference(avatar_split_clause,[],[f19831,f8496,f19835]) ).

fof(f19841,plain,
    ( ~ xuntil6(s370)
    | ~ node4(s370)
    | ~ spl0_1196 ),
    inference(resolution,[],[f6470,f938]) ).

fof(f19842,plain,
    ( ~ node4(s370)
    | ~ spl0_1196
    | ~ spl0_1197 ),
    inference(forward_subsumption_resolution,[],[f19841,f6476]) ).

fof(f19843,plain,
    ( $false
    | ~ spl0_1196
    | ~ spl0_1197
    | ~ spl0_1512 ),
    inference(forward_subsumption_resolution,[],[f19842,f11969]) ).

fof(f19844,plain,
    ( ~ spl0_1196
    | ~ spl0_1197
    | ~ spl0_1512 ),
    inference(avatar_contradiction_clause,[],[f19843]) ).

fof(f19845,plain,
    ( ! [X0] :
        ( trans(X0,s370)
        | always3(X0) )
    | ~ spl0_1513 ),
    inference(resolution,[],[f8489,f934]) ).

fof(f19846,plain,
    ( node4(s370)
    | ~ spl0_1513 ),
    inference(resolution,[],[f8489,f937]) ).

fof(f19847,plain,
    ( $false
    | ~ spl0_1196
    | ~ spl0_1197
    | ~ spl0_1513 ),
    inference(forward_subsumption_resolution,[],[f19846,f19842]) ).

fof(f19848,plain,
    ( ~ spl0_1196
    | ~ spl0_1197
    | ~ spl0_1513 ),
    inference(avatar_contradiction_clause,[],[f19847]) ).

fof(f19849,plain,
    ( spl0_2611
    | ~ spl0_1514 ),
    inference(avatar_split_clause,[],[f11971,f8492,f19835]) ).

fof(f19851,definition,
    ( spl0_2612
  <=> node4(s370) ),
    introduced(definition,[new_symbols(definition,[spl0_2612])],[avatar_definition]) ).

fof(f19852,plain,
    ( node4(s370)
    | ~ spl0_2612 ),
    inference(avatar_component_clause,[],[f19851]) ).

fof(f19855,plain,
    ( spl0_2612
    | ~ spl0_1513 ),
    inference(avatar_split_clause,[],[f19846,f8487,f19851]) ).

fof(f19856,plain,
    ( ~ xuntil6(s371)
    | ~ node4(s371)
    | ~ spl0_1198 ),
    inference(resolution,[],[f6480,f938]) ).

fof(f19857,plain,
    ( ~ node4(s371)
    | ~ spl0_1198
    | ~ spl0_1199 ),
    inference(forward_subsumption_resolution,[],[f19856,f6486]) ).

fof(f19858,plain,
    ( $false
    | ~ spl0_1198
    | ~ spl0_1199
    | ~ spl0_1510 ),
    inference(forward_subsumption_resolution,[],[f19857,f11967]) ).

fof(f19859,plain,
    ( ~ spl0_1198
    | ~ spl0_1199
    | ~ spl0_1510 ),
    inference(avatar_contradiction_clause,[],[f19858]) ).

fof(f19860,plain,
    ( ! [X0] :
        ( trans(X0,s371)
        | always3(X0) )
    | ~ spl0_1511 ),
    inference(resolution,[],[f8480,f934]) ).

fof(f19861,plain,
    ( node4(s371)
    | ~ spl0_1511 ),
    inference(resolution,[],[f8480,f937]) ).

fof(f19862,plain,
    ( $false
    | ~ spl0_1198
    | ~ spl0_1199
    | ~ spl0_1511 ),
    inference(forward_subsumption_resolution,[],[f19861,f19857]) ).

fof(f19863,plain,
    ( ~ spl0_1198
    | ~ spl0_1199
    | ~ spl0_1511 ),
    inference(avatar_contradiction_clause,[],[f19862]) ).

fof(f19865,definition,
    ( spl0_2613
  <=> node4(s371) ),
    introduced(definition,[new_symbols(definition,[spl0_2613])],[avatar_definition]) ).

fof(f19866,plain,
    ( node4(s371)
    | ~ spl0_2613 ),
    inference(avatar_component_clause,[],[f19865]) ).

fof(f19869,plain,
    ( spl0_2613
    | ~ spl0_1511 ),
    inference(avatar_split_clause,[],[f19861,f8478,f19865]) ).

fof(f19870,plain,
    ( ~ xuntil6(s372)
    | ~ node4(s372)
    | ~ spl0_1200 ),
    inference(resolution,[],[f6490,f938]) ).

fof(f19871,plain,
    ( ~ node4(s372)
    | ~ spl0_1200
    | ~ spl0_1201 ),
    inference(forward_subsumption_resolution,[],[f19870,f6496]) ).

fof(f19872,plain,
    ( $false
    | ~ spl0_1200
    | ~ spl0_1201
    | ~ spl0_1508 ),
    inference(forward_subsumption_resolution,[],[f19871,f11965]) ).

fof(f19873,plain,
    ( ~ spl0_1200
    | ~ spl0_1201
    | ~ spl0_1508 ),
    inference(avatar_contradiction_clause,[],[f19872]) ).

fof(f19874,plain,
    ( ! [X0] :
        ( trans(X0,s372)
        | always3(X0) )
    | ~ spl0_1509 ),
    inference(resolution,[],[f8471,f934]) ).

fof(f19875,plain,
    ( node4(s372)
    | ~ spl0_1509 ),
    inference(resolution,[],[f8471,f937]) ).

fof(f19876,plain,
    ( $false
    | ~ spl0_1200
    | ~ spl0_1201
    | ~ spl0_1509 ),
    inference(forward_subsumption_resolution,[],[f19875,f19871]) ).

fof(f19877,plain,
    ( ~ spl0_1200
    | ~ spl0_1201
    | ~ spl0_1509 ),
    inference(avatar_contradiction_clause,[],[f19876]) ).

fof(f19879,definition,
    ( spl0_2614
  <=> node4(s372) ),
    introduced(definition,[new_symbols(definition,[spl0_2614])],[avatar_definition]) ).

fof(f19880,plain,
    ( node4(s372)
    | ~ spl0_2614 ),
    inference(avatar_component_clause,[],[f19879]) ).

fof(f19883,plain,
    ( spl0_2614
    | ~ spl0_1509 ),
    inference(avatar_split_clause,[],[f19875,f8469,f19879]) ).

fof(f19884,plain,
    ( ~ xuntil6(s373)
    | ~ node4(s373)
    | ~ spl0_1202 ),
    inference(resolution,[],[f6500,f938]) ).

fof(f19885,plain,
    ( ~ node4(s373)
    | ~ spl0_1202
    | ~ spl0_1203 ),
    inference(forward_subsumption_resolution,[],[f19884,f6506]) ).

fof(f19886,plain,
    ( $false
    | ~ spl0_1202
    | ~ spl0_1203
    | ~ spl0_1506 ),
    inference(forward_subsumption_resolution,[],[f19885,f11963]) ).

fof(f19887,plain,
    ( ~ spl0_1202
    | ~ spl0_1203
    | ~ spl0_1506 ),
    inference(avatar_contradiction_clause,[],[f19886]) ).

fof(f19888,plain,
    ( spl0_2614
    | ~ spl0_1508 ),
    inference(avatar_split_clause,[],[f11965,f8465,f19879]) ).

fof(f19889,plain,
    ( ! [X0] :
        ( trans(X0,s373)
        | always3(X0) )
    | ~ spl0_1507 ),
    inference(resolution,[],[f8462,f934]) ).

fof(f19890,plain,
    ( node4(s373)
    | ~ spl0_1507 ),
    inference(resolution,[],[f8462,f937]) ).

fof(f19891,plain,
    ( $false
    | ~ spl0_1202
    | ~ spl0_1203
    | ~ spl0_1507 ),
    inference(forward_subsumption_resolution,[],[f19890,f19885]) ).

fof(f19892,plain,
    ( ~ spl0_1202
    | ~ spl0_1203
    | ~ spl0_1507 ),
    inference(avatar_contradiction_clause,[],[f19891]) ).

fof(f19894,definition,
    ( spl0_2615
  <=> node4(s373) ),
    introduced(definition,[new_symbols(definition,[spl0_2615])],[avatar_definition]) ).

fof(f19895,plain,
    ( node4(s373)
    | ~ spl0_2615 ),
    inference(avatar_component_clause,[],[f19894]) ).

fof(f19898,plain,
    ( spl0_2615
    | ~ spl0_1507 ),
    inference(avatar_split_clause,[],[f19890,f8460,f19894]) ).

fof(f19899,plain,
    ( ~ xuntil6(s374)
    | ~ node4(s374)
    | ~ spl0_1204 ),
    inference(resolution,[],[f6510,f938]) ).

fof(f19900,plain,
    ( ~ node4(s374)
    | ~ spl0_1204
    | ~ spl0_1205 ),
    inference(forward_subsumption_resolution,[],[f19899,f6516]) ).

fof(f19903,plain,
    ( ~ xuntil6(s374)
    | ~ spl0_1204
    | ~ spl0_1504 ),
    inference(forward_subsumption_resolution,[],[f19899,f11961]) ).

fof(f19904,plain,
    ( ~ spl0_1205
    | ~ spl0_1204
    | ~ spl0_1504 ),
    inference(avatar_split_clause,[],[f19903,f8447,f6508,f6514]) ).

fof(f19905,plain,
    ( ~ xuntil6(s375)
    | ~ node4(s375)
    | ~ spl0_1206 ),
    inference(resolution,[],[f6520,f938]) ).

fof(f19906,plain,
    ( ~ node4(s375)
    | ~ spl0_1206
    | ~ spl0_1207 ),
    inference(forward_subsumption_resolution,[],[f19905,f6526]) ).

fof(f19909,plain,
    ( spl0_2615
    | ~ spl0_1506 ),
    inference(avatar_split_clause,[],[f11963,f8456,f19894]) ).

fof(f19910,plain,
    ( ~ xuntil6(s375)
    | ~ spl0_1206
    | ~ spl0_1502 ),
    inference(forward_subsumption_resolution,[],[f19905,f11959]) ).

fof(f19911,plain,
    ( ~ spl0_1207
    | ~ spl0_1206
    | ~ spl0_1502 ),
    inference(avatar_split_clause,[],[f19910,f8438,f6518,f6524]) ).

fof(f19912,plain,
    ( ~ xuntil6(s376)
    | ~ node4(s376)
    | ~ spl0_1208 ),
    inference(resolution,[],[f6530,f938]) ).

fof(f19913,plain,
    ( ~ node4(s376)
    | ~ spl0_1208
    | ~ spl0_1209 ),
    inference(forward_subsumption_resolution,[],[f19912,f6536]) ).

fof(f19914,plain,
    ( $false
    | ~ spl0_1208
    | ~ spl0_1209
    | ~ spl0_1500 ),
    inference(forward_subsumption_resolution,[],[f19913,f11957]) ).

fof(f19915,plain,
    ( ~ spl0_1208
    | ~ spl0_1209
    | ~ spl0_1500 ),
    inference(avatar_contradiction_clause,[],[f19914]) ).

fof(f19916,plain,
    ( ! [X0] :
        ( trans(X0,s376)
        | always3(X0) )
    | ~ spl0_1501 ),
    inference(resolution,[],[f8435,f934]) ).

fof(f19917,plain,
    ( node4(s376)
    | ~ spl0_1501 ),
    inference(resolution,[],[f8435,f937]) ).

fof(f19918,plain,
    ( $false
    | ~ spl0_1208
    | ~ spl0_1209
    | ~ spl0_1501 ),
    inference(forward_subsumption_resolution,[],[f19917,f19913]) ).

fof(f19919,plain,
    ( ~ spl0_1208
    | ~ spl0_1209
    | ~ spl0_1501 ),
    inference(avatar_contradiction_clause,[],[f19918]) ).

fof(f19921,definition,
    ( spl0_2616
  <=> node4(s376) ),
    introduced(definition,[new_symbols(definition,[spl0_2616])],[avatar_definition]) ).

fof(f19922,plain,
    ( node4(s376)
    | ~ spl0_2616 ),
    inference(avatar_component_clause,[],[f19921]) ).

fof(f19925,plain,
    ( ~ xuntil6(s377)
    | ~ node4(s377)
    | ~ spl0_1210 ),
    inference(resolution,[],[f6540,f938]) ).

fof(f19926,plain,
    ( ~ node4(s377)
    | ~ spl0_1210
    | ~ spl0_1211 ),
    inference(forward_subsumption_resolution,[],[f19925,f6546]) ).

fof(f19929,plain,
    ( ~ xuntil6(s377)
    | ~ spl0_1210
    | ~ spl0_1498 ),
    inference(forward_subsumption_resolution,[],[f19925,f11955]) ).

fof(f19930,plain,
    ( ~ spl0_1211
    | ~ spl0_1210
    | ~ spl0_1498 ),
    inference(avatar_split_clause,[],[f19929,f8420,f6538,f6544]) ).

fof(f19931,plain,
    ( ~ xuntil6(s378)
    | ~ node4(s378)
    | ~ spl0_1212 ),
    inference(resolution,[],[f6550,f938]) ).

fof(f19932,plain,
    ( ~ node4(s378)
    | ~ spl0_1212
    | ~ spl0_1213 ),
    inference(forward_subsumption_resolution,[],[f19931,f6556]) ).

fof(f19933,plain,
    ( $false
    | ~ spl0_1212
    | ~ spl0_1213
    | ~ spl0_1496 ),
    inference(forward_subsumption_resolution,[],[f19932,f11953]) ).

fof(f19934,plain,
    ( ~ spl0_1212
    | ~ spl0_1213
    | ~ spl0_1496 ),
    inference(avatar_contradiction_clause,[],[f19933]) ).

fof(f19935,plain,
    ( ! [X0] :
        ( trans(X0,s378)
        | always3(X0) )
    | ~ spl0_1497 ),
    inference(resolution,[],[f8417,f934]) ).

fof(f19936,plain,
    ( node4(s378)
    | ~ spl0_1497 ),
    inference(resolution,[],[f8417,f937]) ).

fof(f19937,plain,
    ( $false
    | ~ spl0_1212
    | ~ spl0_1213
    | ~ spl0_1497 ),
    inference(forward_subsumption_resolution,[],[f19936,f19932]) ).

fof(f19938,plain,
    ( ~ spl0_1212
    | ~ spl0_1213
    | ~ spl0_1497 ),
    inference(avatar_contradiction_clause,[],[f19937]) ).

fof(f19940,definition,
    ( spl0_2617
  <=> node4(s377) ),
    introduced(definition,[new_symbols(definition,[spl0_2617])],[avatar_definition]) ).

fof(f19941,plain,
    ( node4(s377)
    | ~ spl0_2617 ),
    inference(avatar_component_clause,[],[f19940]) ).

fof(f19944,plain,
    ( ~ spl0_2617
    | ~ spl0_1210
    | ~ spl0_1211 ),
    inference(avatar_split_clause,[],[f19926,f6544,f6538,f19940]) ).

fof(f19945,plain,
    ( ! [X0] :
        ( trans(X0,s377)
        | always3(X0) )
    | ~ spl0_1499 ),
    inference(resolution,[],[f8426,f934]) ).

fof(f19946,plain,
    ( node4(s377)
    | ~ spl0_1499 ),
    inference(resolution,[],[f8426,f937]) ).

fof(f19950,definition,
    ( spl0_2618
  <=> node4(s378) ),
    introduced(definition,[new_symbols(definition,[spl0_2618])],[avatar_definition]) ).

fof(f19951,plain,
    ( node4(s378)
    | ~ spl0_2618 ),
    inference(avatar_component_clause,[],[f19950]) ).

fof(f19954,plain,
    ( spl0_2617
    | ~ spl0_1499 ),
    inference(avatar_split_clause,[],[f19946,f8424,f19940]) ).

fof(f19957,plain,
    ( ~ xuntil6(s379)
    | ~ node4(s379)
    | ~ spl0_1214 ),
    inference(resolution,[],[f6560,f938]) ).

fof(f19958,plain,
    ( ~ node4(s379)
    | ~ spl0_1214
    | ~ spl0_1215 ),
    inference(forward_subsumption_resolution,[],[f19957,f6566]) ).

fof(f19959,plain,
    ( $false
    | ~ spl0_1214
    | ~ spl0_1215
    | ~ spl0_1494 ),
    inference(forward_subsumption_resolution,[],[f19958,f11951]) ).

fof(f19960,plain,
    ( ~ spl0_1214
    | ~ spl0_1215
    | ~ spl0_1494 ),
    inference(avatar_contradiction_clause,[],[f19959]) ).

fof(f19961,plain,
    ( ! [X0] :
        ( trans(X0,s379)
        | always3(X0) )
    | ~ spl0_1495 ),
    inference(resolution,[],[f8408,f934]) ).

fof(f19962,plain,
    ( node4(s379)
    | ~ spl0_1495 ),
    inference(resolution,[],[f8408,f937]) ).

fof(f19963,plain,
    ( $false
    | ~ spl0_1214
    | ~ spl0_1215
    | ~ spl0_1495 ),
    inference(forward_subsumption_resolution,[],[f19962,f19958]) ).

fof(f19964,plain,
    ( ~ spl0_1214
    | ~ spl0_1215
    | ~ spl0_1495 ),
    inference(avatar_contradiction_clause,[],[f19963]) ).

fof(f19966,definition,
    ( spl0_2619
  <=> node4(s379) ),
    introduced(definition,[new_symbols(definition,[spl0_2619])],[avatar_definition]) ).

fof(f19967,plain,
    ( node4(s379)
    | ~ spl0_2619 ),
    inference(avatar_component_clause,[],[f19966]) ).

fof(f19970,plain,
    ( ~ xuntil6(s380)
    | ~ node4(s380)
    | ~ spl0_1216 ),
    inference(resolution,[],[f6570,f938]) ).

fof(f19971,plain,
    ( ~ node4(s380)
    | ~ spl0_1216
    | ~ spl0_1217 ),
    inference(forward_subsumption_resolution,[],[f19970,f6576]) ).

fof(f19974,plain,
    ( ~ xuntil6(s380)
    | ~ spl0_1216
    | ~ spl0_1492 ),
    inference(forward_subsumption_resolution,[],[f19970,f11949]) ).

fof(f19975,plain,
    ( ~ spl0_1217
    | ~ spl0_1216
    | ~ spl0_1492 ),
    inference(avatar_split_clause,[],[f19974,f8393,f6568,f6574]) ).

fof(f19976,plain,
    ( ~ xuntil6(s381)
    | ~ node4(s381)
    | ~ spl0_1218 ),
    inference(resolution,[],[f6580,f938]) ).

fof(f19977,plain,
    ( ~ node4(s381)
    | ~ spl0_1218
    | ~ spl0_1219 ),
    inference(forward_subsumption_resolution,[],[f19976,f6586]) ).

fof(f19980,plain,
    ( ~ xuntil6(s381)
    | ~ spl0_1218
    | ~ spl0_1490 ),
    inference(forward_subsumption_resolution,[],[f19976,f11947]) ).

fof(f19981,plain,
    ( ~ spl0_1219
    | ~ spl0_1218
    | ~ spl0_1490 ),
    inference(avatar_split_clause,[],[f19980,f8384,f6578,f6584]) ).

fof(f19982,plain,
    ( ~ xuntil6(s382)
    | ~ node4(s382)
    | ~ spl0_1220 ),
    inference(resolution,[],[f6590,f938]) ).

fof(f19983,plain,
    ( ~ node4(s382)
    | ~ spl0_1220
    | ~ spl0_1221 ),
    inference(forward_subsumption_resolution,[],[f19982,f6596]) ).

fof(f19986,plain,
    ( ~ xuntil6(s382)
    | ~ spl0_1220
    | ~ spl0_1488 ),
    inference(forward_subsumption_resolution,[],[f19982,f11945]) ).

fof(f19987,plain,
    ( ~ spl0_1221
    | ~ spl0_1220
    | ~ spl0_1488 ),
    inference(avatar_split_clause,[],[f19986,f8375,f6588,f6594]) ).

fof(f19988,plain,
    ( ~ xuntil6(s383)
    | ~ node4(s383)
    | ~ spl0_1222 ),
    inference(resolution,[],[f6600,f938]) ).

fof(f19989,plain,
    ( ~ node4(s383)
    | ~ spl0_1222
    | ~ spl0_1223 ),
    inference(forward_subsumption_resolution,[],[f19988,f6606]) ).

fof(f19990,plain,
    ( $false
    | ~ spl0_1222
    | ~ spl0_1223
    | ~ spl0_1486 ),
    inference(forward_subsumption_resolution,[],[f19989,f11943]) ).

fof(f19991,plain,
    ( ~ spl0_1222
    | ~ spl0_1223
    | ~ spl0_1486 ),
    inference(avatar_contradiction_clause,[],[f19990]) ).

fof(f19993,definition,
    ( spl0_2620
  <=> node4(s382) ),
    introduced(definition,[new_symbols(definition,[spl0_2620])],[avatar_definition]) ).

fof(f19994,plain,
    ( node4(s382)
    | ~ spl0_2620 ),
    inference(avatar_component_clause,[],[f19993]) ).

fof(f19995,plain,
    ( ~ node4(s382)
    | spl0_2620 ),
    inference(avatar_component_clause,[],[f19993]) ).

fof(f19997,plain,
    ( ~ spl0_2620
    | ~ spl0_1220
    | ~ spl0_1221 ),
    inference(avatar_split_clause,[],[f19983,f6594,f6588,f19993]) ).

fof(f19998,plain,
    ( ! [X0] :
        ( trans(X0,s382)
        | always3(X0) )
    | ~ spl0_1489 ),
    inference(resolution,[],[f8381,f934]) ).

fof(f19999,plain,
    ( node4(s382)
    | ~ spl0_1489 ),
    inference(resolution,[],[f8381,f937]) ).

fof(f20002,plain,
    ( $false
    | ~ spl0_1488
    | spl0_2620 ),
    inference(forward_subsumption_resolution,[],[f11945,f19995]) ).

fof(f20003,plain,
    ( ~ spl0_1488
    | spl0_2620 ),
    inference(avatar_contradiction_clause,[],[f20002]) ).

fof(f20005,definition,
    ( spl0_2621
  <=> node4(s380) ),
    introduced(definition,[new_symbols(definition,[spl0_2621])],[avatar_definition]) ).

fof(f20006,plain,
    ( node4(s380)
    | ~ spl0_2621 ),
    inference(avatar_component_clause,[],[f20005]) ).

fof(f20009,plain,
    ( spl0_2620
    | ~ spl0_1489 ),
    inference(avatar_split_clause,[],[f19999,f8379,f19993]) ).

fof(f20010,plain,
    ( ~ spl0_2621
    | ~ spl0_1216
    | ~ spl0_1217 ),
    inference(avatar_split_clause,[],[f19971,f6574,f6568,f20005]) ).

fof(f20013,plain,
    ( ! [X0] :
        ( trans(X0,s380)
        | always3(X0) )
    | ~ spl0_1493 ),
    inference(resolution,[],[f8399,f934]) ).

fof(f20014,plain,
    ( node4(s380)
    | ~ spl0_1493 ),
    inference(resolution,[],[f8399,f937]) ).

fof(f20018,plain,
    ( spl0_2621
    | ~ spl0_1493 ),
    inference(avatar_split_clause,[],[f20014,f8397,f20005]) ).

fof(f20021,plain,
    ( ! [X0] :
        ( trans(X0,s381)
        | always3(X0) )
    | ~ spl0_1491 ),
    inference(resolution,[],[f8390,f934]) ).

fof(f20022,plain,
    ( node4(s381)
    | ~ spl0_1491 ),
    inference(resolution,[],[f8390,f937]) ).

fof(f20023,plain,
    ( $false
    | ~ spl0_1218
    | ~ spl0_1219
    | ~ spl0_1491 ),
    inference(forward_subsumption_resolution,[],[f20022,f19977]) ).

fof(f20024,plain,
    ( ~ spl0_1218
    | ~ spl0_1219
    | ~ spl0_1491 ),
    inference(avatar_contradiction_clause,[],[f20023]) ).

fof(f20026,definition,
    ( spl0_2622
  <=> node4(s375) ),
    introduced(definition,[new_symbols(definition,[spl0_2622])],[avatar_definition]) ).

fof(f20027,plain,
    ( node4(s375)
    | ~ spl0_2622 ),
    inference(avatar_component_clause,[],[f20026]) ).

fof(f20028,plain,
    ( ~ node4(s375)
    | spl0_2622 ),
    inference(avatar_component_clause,[],[f20026]) ).

fof(f20030,plain,
    ( ~ spl0_2622
    | ~ spl0_1206
    | ~ spl0_1207 ),
    inference(avatar_split_clause,[],[f19906,f6524,f6518,f20026]) ).

fof(f20034,plain,
    ( node4(s379)
    | ~ spl0_1494 ),
    inference(resolution,[],[f8404,f936]) ).

fof(f20035,plain,
    ( spl0_2619
    | ~ spl0_1494 ),
    inference(avatar_split_clause,[],[f20034,f8402,f19966]) ).

fof(f20037,plain,
    ( node4(s376)
    | ~ spl0_1500 ),
    inference(resolution,[],[f8431,f936]) ).

fof(f20038,plain,
    ( spl0_2616
    | ~ spl0_1500 ),
    inference(avatar_split_clause,[],[f20037,f8429,f19921]) ).

fof(f20039,plain,
    ( ! [X0] :
        ( trans(X0,s375)
        | always3(X0) )
    | ~ spl0_1503 ),
    inference(resolution,[],[f8444,f934]) ).

fof(f20040,plain,
    ( node4(s375)
    | ~ spl0_1503 ),
    inference(resolution,[],[f8444,f937]) ).

fof(f20043,plain,
    ( $false
    | ~ spl0_1502
    | spl0_2622 ),
    inference(forward_subsumption_resolution,[],[f11959,f20028]) ).

fof(f20044,plain,
    ( ~ spl0_1502
    | spl0_2622 ),
    inference(avatar_contradiction_clause,[],[f20043]) ).

fof(f20046,definition,
    ( spl0_2623
  <=> node4(s374) ),
    introduced(definition,[new_symbols(definition,[spl0_2623])],[avatar_definition]) ).

fof(f20047,plain,
    ( node4(s374)
    | ~ spl0_2623 ),
    inference(avatar_component_clause,[],[f20046]) ).

fof(f20050,plain,
    ( spl0_2622
    | ~ spl0_1503 ),
    inference(avatar_split_clause,[],[f20040,f8442,f20026]) ).

fof(f20051,plain,
    ( ~ spl0_2623
    | ~ spl0_1204
    | ~ spl0_1205 ),
    inference(avatar_split_clause,[],[f19900,f6514,f6508,f20046]) ).

fof(f20054,plain,
    ( ! [X0] :
        ( trans(X0,s374)
        | always3(X0) )
    | ~ spl0_1505 ),
    inference(resolution,[],[f8453,f934]) ).

fof(f20055,plain,
    ( node4(s374)
    | ~ spl0_1505 ),
    inference(resolution,[],[f8453,f937]) ).

fof(f20058,plain,
    ( spl0_2613
    | ~ spl0_1510 ),
    inference(avatar_split_clause,[],[f11967,f8474,f19865]) ).

fof(f20059,plain,
    ( spl0_2623
    | ~ spl0_1505 ),
    inference(avatar_split_clause,[],[f20055,f8451,f20046]) ).

fof(f20061,definition,
    ( spl0_2624
  <=> node4(s362) ),
    introduced(definition,[new_symbols(definition,[spl0_2624])],[avatar_definition]) ).

fof(f20062,plain,
    ( node4(s362)
    | ~ spl0_2624 ),
    inference(avatar_component_clause,[],[f20061]) ).

fof(f20065,plain,
    ( ~ spl0_2624
    | ~ spl0_1180
    | ~ spl0_1181 ),
    inference(avatar_split_clause,[],[f19713,f6394,f6388,f20061]) ).

fof(f20075,plain,
    ( node4(s367)
    | ~ spl0_1518 ),
    inference(resolution,[],[f8512,f936]) ).

fof(f20076,plain,
    ( spl0_2609
    | ~ spl0_1518 ),
    inference(avatar_split_clause,[],[f20075,f8510,f19801]) ).

fof(f20081,plain,
    ( ! [X0] :
        ( trans(X0,s362)
        | always3(X0) )
    | ~ spl0_1529 ),
    inference(resolution,[],[f8561,f934]) ).

fof(f20082,plain,
    ( node4(s362)
    | ~ spl0_1529 ),
    inference(resolution,[],[f8561,f937]) ).

fof(f20085,plain,
    ( spl0_2624
    | ~ spl0_1529 ),
    inference(avatar_split_clause,[],[f20082,f8559,f20061]) ).

fof(f20087,definition,
    ( spl0_2625
  <=> node4(s360) ),
    introduced(definition,[new_symbols(definition,[spl0_2625])],[avatar_definition]) ).

fof(f20088,plain,
    ( node4(s360)
    | ~ spl0_2625 ),
    inference(avatar_component_clause,[],[f20087]) ).

fof(f20091,plain,
    ( ~ spl0_2625
    | ~ spl0_1176
    | ~ spl0_1177 ),
    inference(avatar_split_clause,[],[f19692,f6374,f6368,f20087]) ).

fof(f20092,plain,
    ( ! [X0] :
        ( trans(X0,s360)
        | always3(X0) )
    | ~ spl0_1533 ),
    inference(resolution,[],[f8579,f934]) ).

fof(f20093,plain,
    ( node4(s360)
    | ~ spl0_1533 ),
    inference(resolution,[],[f8579,f937]) ).

fof(f20096,plain,
    ( spl0_2625
    | ~ spl0_1533 ),
    inference(avatar_split_clause,[],[f20093,f8577,f20087]) ).

fof(f20098,definition,
    ( spl0_2626
  <=> node4(s353) ),
    introduced(definition,[new_symbols(definition,[spl0_2626])],[avatar_definition]) ).

fof(f20099,plain,
    ( node4(s353)
    | ~ spl0_2626 ),
    inference(avatar_component_clause,[],[f20098]) ).

fof(f20102,plain,
    ( ~ spl0_2626
    | ~ spl0_1162
    | ~ spl0_1163 ),
    inference(avatar_split_clause,[],[f19591,f6304,f6298,f20098]) ).

fof(f20106,plain,
    ( node4(s357)
    | ~ spl0_1538 ),
    inference(resolution,[],[f8602,f936]) ).

fof(f20107,plain,
    ( spl0_2601
    | ~ spl0_1538 ),
    inference(avatar_split_clause,[],[f20106,f8600,f19652]) ).

fof(f20109,plain,
    ( node4(s356)
    | ~ spl0_1540 ),
    inference(resolution,[],[f8611,f936]) ).

fof(f20110,plain,
    ( spl0_2600
    | ~ spl0_1540 ),
    inference(avatar_split_clause,[],[f20109,f8609,f19639]) ).

fof(f20113,plain,
    ( ! [X0] :
        ( trans(X0,s353)
        | always3(X0) )
    | ~ spl0_1547 ),
    inference(resolution,[],[f8642,f934]) ).

fof(f20114,plain,
    ( node4(s353)
    | ~ spl0_1547 ),
    inference(resolution,[],[f8642,f937]) ).

fof(f20117,plain,
    ( spl0_2626
    | ~ spl0_1547 ),
    inference(avatar_split_clause,[],[f20114,f8640,f20098]) ).

fof(f20119,definition,
    ( spl0_2627
  <=> node4(s351) ),
    introduced(definition,[new_symbols(definition,[spl0_2627])],[avatar_definition]) ).

fof(f20120,plain,
    ( node4(s351)
    | ~ spl0_2627 ),
    inference(avatar_component_clause,[],[f20119]) ).

fof(f20121,plain,
    ( ~ node4(s351)
    | spl0_2627 ),
    inference(avatar_component_clause,[],[f20119]) ).

fof(f20123,plain,
    ( ~ spl0_2627
    | ~ spl0_1158
    | ~ spl0_1159 ),
    inference(avatar_split_clause,[],[f19579,f6284,f6278,f20119]) ).

fof(f20124,plain,
    ( ! [X0] :
        ( trans(X0,s351)
        | always3(X0) )
    | ~ spl0_1551 ),
    inference(resolution,[],[f8660,f934]) ).

fof(f20125,plain,
    ( node4(s351)
    | ~ spl0_1551 ),
    inference(resolution,[],[f8660,f937]) ).

fof(f20126,plain,
    ( $false
    | ~ spl0_1551
    | spl0_2627 ),
    inference(forward_subsumption_resolution,[],[f20125,f20121]) ).

fof(f20127,plain,
    ( ~ spl0_1551
    | spl0_2627 ),
    inference(avatar_contradiction_clause,[],[f20126]) ).

fof(f20131,plain,
    ( spl0_2627
    | ~ spl0_1550 ),
    inference(avatar_split_clause,[],[f12007,f8654,f20119]) ).

fof(f20134,plain,
    ( ! [X0] :
        ( trans(X0,s352)
        | always3(X0) )
    | ~ spl0_1549 ),
    inference(resolution,[],[f8651,f934]) ).

fof(f20135,plain,
    ( node4(s352)
    | ~ spl0_1549 ),
    inference(resolution,[],[f8651,f937]) ).

fof(f20136,plain,
    ( $false
    | ~ spl0_1160
    | ~ spl0_1161
    | ~ spl0_1549 ),
    inference(forward_subsumption_resolution,[],[f20135,f19585]) ).

fof(f20137,plain,
    ( ~ spl0_1160
    | ~ spl0_1161
    | ~ spl0_1549 ),
    inference(avatar_contradiction_clause,[],[f20136]) ).

fof(f20174,definition,
    ( spl0_2628
  <=> node4(s381) ),
    introduced(definition,[new_symbols(definition,[spl0_2628])],[avatar_definition]) ).

fof(f20175,plain,
    ( node4(s381)
    | ~ spl0_2628 ),
    inference(avatar_component_clause,[],[f20174]) ).

fof(f20182,definition,
    ( spl0_2629
  <=> node4(s352) ),
    introduced(definition,[new_symbols(definition,[spl0_2629])],[avatar_definition]) ).

fof(f20183,plain,
    ( node4(s352)
    | ~ spl0_2629 ),
    inference(avatar_component_clause,[],[f20182]) ).

fof(f20263,plain,
    ( ! [X0] :
        ( trans(X0,s383)
        | always3(X0) )
    | ~ spl0_1487 ),
    inference(resolution,[],[f8372,f934]) ).

fof(f20264,plain,
    ( node4(s383)
    | ~ spl0_1487 ),
    inference(resolution,[],[f8372,f937]) ).

fof(f20265,plain,
    ( $false
    | ~ spl0_1222
    | ~ spl0_1223
    | ~ spl0_1487 ),
    inference(forward_subsumption_resolution,[],[f20264,f19989]) ).

fof(f20266,plain,
    ( ~ spl0_1222
    | ~ spl0_1223
    | ~ spl0_1487 ),
    inference(avatar_contradiction_clause,[],[f20265]) ).

fof(f20268,definition,
    ( spl0_2630
  <=> node4(s383) ),
    introduced(definition,[new_symbols(definition,[spl0_2630])],[avatar_definition]) ).

fof(f20269,plain,
    ( node4(s383)
    | ~ spl0_2630 ),
    inference(avatar_component_clause,[],[f20268]) ).

fof(f20273,plain,
    ( spl0_2630
    | ~ spl0_1487 ),
    inference(avatar_split_clause,[],[f20264,f8370,f20268]) ).

fof(f20274,plain,
    ( ~ xuntil6(s384)
    | ~ node4(s384)
    | ~ spl0_1224 ),
    inference(resolution,[],[f6610,f938]) ).

fof(f20275,plain,
    ( ~ node4(s384)
    | ~ spl0_1224
    | ~ spl0_1225 ),
    inference(forward_subsumption_resolution,[],[f20274,f6616]) ).

fof(f20278,plain,
    ( ~ xuntil6(s384)
    | ~ spl0_1224
    | ~ spl0_1484 ),
    inference(forward_subsumption_resolution,[],[f20274,f11941]) ).

fof(f20279,plain,
    ( ~ spl0_1225
    | ~ spl0_1224
    | ~ spl0_1484 ),
    inference(avatar_split_clause,[],[f20278,f8357,f6608,f6614]) ).

fof(f20280,plain,
    ( ~ xuntil6(s385)
    | ~ node4(s385)
    | ~ spl0_1226 ),
    inference(resolution,[],[f6620,f938]) ).

fof(f20281,plain,
    ( ~ node4(s385)
    | ~ spl0_1226
    | ~ spl0_1227 ),
    inference(forward_subsumption_resolution,[],[f20280,f6626]) ).

fof(f20282,plain,
    ( $false
    | ~ spl0_1226
    | ~ spl0_1227
    | ~ spl0_1482 ),
    inference(forward_subsumption_resolution,[],[f20281,f11939]) ).

fof(f20283,plain,
    ( ~ spl0_1226
    | ~ spl0_1227
    | ~ spl0_1482 ),
    inference(avatar_contradiction_clause,[],[f20282]) ).

fof(f20284,plain,
    ( ! [X0] :
        ( trans(X0,s385)
        | always3(X0) )
    | ~ spl0_1483 ),
    inference(resolution,[],[f8354,f934]) ).

fof(f20285,plain,
    ( node4(s385)
    | ~ spl0_1483 ),
    inference(resolution,[],[f8354,f937]) ).

fof(f20286,plain,
    ( $false
    | ~ spl0_1226
    | ~ spl0_1227
    | ~ spl0_1483 ),
    inference(forward_subsumption_resolution,[],[f20285,f20281]) ).

fof(f20287,plain,
    ( ~ spl0_1226
    | ~ spl0_1227
    | ~ spl0_1483 ),
    inference(avatar_contradiction_clause,[],[f20286]) ).

fof(f20289,definition,
    ( spl0_2631
  <=> node4(s385) ),
    introduced(definition,[new_symbols(definition,[spl0_2631])],[avatar_definition]) ).

fof(f20290,plain,
    ( node4(s385)
    | ~ spl0_2631 ),
    inference(avatar_component_clause,[],[f20289]) ).

fof(f20293,plain,
    ( spl0_2631
    | ~ spl0_1483 ),
    inference(avatar_split_clause,[],[f20285,f8352,f20289]) ).

fof(f20294,plain,
    ( ~ xuntil6(s386)
    | ~ node4(s386)
    | ~ spl0_1228 ),
    inference(resolution,[],[f6630,f938]) ).

fof(f20295,plain,
    ( ~ node4(s386)
    | ~ spl0_1228
    | ~ spl0_1229 ),
    inference(forward_subsumption_resolution,[],[f20294,f6636]) ).

fof(f20298,plain,
    ( ~ xuntil6(s386)
    | ~ spl0_1228
    | ~ spl0_1480 ),
    inference(forward_subsumption_resolution,[],[f20294,f11937]) ).

fof(f20299,plain,
    ( ~ spl0_1229
    | ~ spl0_1228
    | ~ spl0_1480 ),
    inference(avatar_split_clause,[],[f20298,f8339,f6628,f6634]) ).

fof(f20300,plain,
    ( ~ xuntil6(s387)
    | ~ node4(s387)
    | ~ spl0_1230 ),
    inference(resolution,[],[f6640,f938]) ).

fof(f20301,plain,
    ( ~ node4(s387)
    | ~ spl0_1230
    | ~ spl0_1231 ),
    inference(forward_subsumption_resolution,[],[f20300,f6646]) ).

fof(f20302,plain,
    ( $false
    | ~ spl0_1230
    | ~ spl0_1231
    | ~ spl0_1478 ),
    inference(forward_subsumption_resolution,[],[f20301,f11935]) ).

fof(f20303,plain,
    ( ~ spl0_1230
    | ~ spl0_1231
    | ~ spl0_1478 ),
    inference(avatar_contradiction_clause,[],[f20302]) ).

fof(f20305,definition,
    ( spl0_2632
  <=> node4(s384) ),
    introduced(definition,[new_symbols(definition,[spl0_2632])],[avatar_definition]) ).

fof(f20306,plain,
    ( node4(s384)
    | ~ spl0_2632 ),
    inference(avatar_component_clause,[],[f20305]) ).

fof(f20307,plain,
    ( ~ node4(s384)
    | spl0_2632 ),
    inference(avatar_component_clause,[],[f20305]) ).

fof(f20309,plain,
    ( ~ spl0_2632
    | ~ spl0_1224
    | ~ spl0_1225 ),
    inference(avatar_split_clause,[],[f20275,f6614,f6608,f20305]) ).

fof(f20310,plain,
    ( ! [X0] :
        ( trans(X0,s384)
        | always3(X0) )
    | ~ spl0_1485 ),
    inference(resolution,[],[f8363,f934]) ).

fof(f20311,plain,
    ( node4(s384)
    | ~ spl0_1485 ),
    inference(resolution,[],[f8363,f937]) ).

fof(f20312,plain,
    ( $false
    | ~ spl0_1485
    | spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f20311,f20307]) ).

fof(f20313,plain,
    ( ~ spl0_1485
    | spl0_2632 ),
    inference(avatar_contradiction_clause,[],[f20312]) ).

fof(f20319,plain,
    ( spl0_2630
    | ~ spl0_1486 ),
    inference(avatar_split_clause,[],[f11943,f8366,f20268]) ).

fof(f20321,plain,
    ( spl0_2632
    | ~ spl0_1484 ),
    inference(avatar_split_clause,[],[f11941,f8357,f20305]) ).

fof(f20328,plain,
    ( ! [X0] :
        ( trans(X0,s387)
        | always3(X0) )
    | ~ spl0_1479 ),
    inference(resolution,[],[f8336,f934]) ).

fof(f20329,plain,
    ( node4(s387)
    | ~ spl0_1479 ),
    inference(resolution,[],[f8336,f937]) ).

fof(f20330,plain,
    ( $false
    | ~ spl0_1230
    | ~ spl0_1231
    | ~ spl0_1479 ),
    inference(forward_subsumption_resolution,[],[f20329,f20301]) ).

fof(f20331,plain,
    ( ~ spl0_1230
    | ~ spl0_1231
    | ~ spl0_1479 ),
    inference(avatar_contradiction_clause,[],[f20330]) ).

fof(f20333,definition,
    ( spl0_2633
  <=> node4(s386) ),
    introduced(definition,[new_symbols(definition,[spl0_2633])],[avatar_definition]) ).

fof(f20334,plain,
    ( node4(s386)
    | ~ spl0_2633 ),
    inference(avatar_component_clause,[],[f20333]) ).

fof(f20338,plain,
    ( ~ spl0_2633
    | ~ spl0_1228
    | ~ spl0_1229 ),
    inference(avatar_split_clause,[],[f20295,f6634,f6628,f20333]) ).

fof(f20339,plain,
    ( ! [X0] :
        ( trans(X0,s386)
        | always3(X0) )
    | ~ spl0_1481 ),
    inference(resolution,[],[f8345,f934]) ).

fof(f20340,plain,
    ( node4(s386)
    | ~ spl0_1481 ),
    inference(resolution,[],[f8345,f937]) ).

fof(f20344,definition,
    ( spl0_2634
  <=> node4(s387) ),
    introduced(definition,[new_symbols(definition,[spl0_2634])],[avatar_definition]) ).

fof(f20345,plain,
    ( node4(s387)
    | ~ spl0_2634 ),
    inference(avatar_component_clause,[],[f20344]) ).

fof(f20349,plain,
    ( spl0_2633
    | ~ spl0_1481 ),
    inference(avatar_split_clause,[],[f20340,f8343,f20333]) ).

fof(f20352,plain,
    ( ~ xuntil6(s388)
    | ~ node4(s388)
    | ~ spl0_1232 ),
    inference(resolution,[],[f6650,f938]) ).

fof(f20353,plain,
    ( ~ node4(s388)
    | ~ spl0_1232
    | ~ spl0_1233 ),
    inference(forward_subsumption_resolution,[],[f20352,f6656]) ).

fof(f20356,plain,
    ( spl0_2634
    | ~ spl0_1478 ),
    inference(avatar_split_clause,[],[f11935,f8330,f20344]) ).

fof(f20357,plain,
    ( ~ xuntil6(s388)
    | ~ spl0_1232
    | ~ spl0_1476 ),
    inference(forward_subsumption_resolution,[],[f20352,f11933]) ).

fof(f20358,plain,
    ( ~ spl0_1233
    | ~ spl0_1232
    | ~ spl0_1476 ),
    inference(avatar_split_clause,[],[f20357,f8321,f6648,f6654]) ).

fof(f20359,plain,
    ( ~ xuntil6(s389)
    | ~ node4(s389)
    | ~ spl0_1234 ),
    inference(resolution,[],[f6660,f938]) ).

fof(f20360,plain,
    ( ~ node4(s389)
    | ~ spl0_1234
    | ~ spl0_1235 ),
    inference(forward_subsumption_resolution,[],[f20359,f6666]) ).

fof(f20361,plain,
    ( $false
    | ~ spl0_1234
    | ~ spl0_1235
    | ~ spl0_1474 ),
    inference(forward_subsumption_resolution,[],[f20360,f11931]) ).

fof(f20362,plain,
    ( ~ spl0_1234
    | ~ spl0_1235
    | ~ spl0_1474 ),
    inference(avatar_contradiction_clause,[],[f20361]) ).

fof(f20364,definition,
    ( spl0_2635
  <=> node4(s388) ),
    introduced(definition,[new_symbols(definition,[spl0_2635])],[avatar_definition]) ).

fof(f20365,plain,
    ( node4(s388)
    | ~ spl0_2635 ),
    inference(avatar_component_clause,[],[f20364]) ).

fof(f20366,plain,
    ( ~ node4(s388)
    | spl0_2635 ),
    inference(avatar_component_clause,[],[f20364]) ).

fof(f20368,plain,
    ( ~ spl0_2635
    | ~ spl0_1232
    | ~ spl0_1233 ),
    inference(avatar_split_clause,[],[f20353,f6654,f6648,f20364]) ).

fof(f20369,plain,
    ( ! [X0] :
        ( trans(X0,s388)
        | always3(X0) )
    | ~ spl0_1477 ),
    inference(resolution,[],[f8327,f934]) ).

fof(f20370,plain,
    ( node4(s388)
    | ~ spl0_1477 ),
    inference(resolution,[],[f8327,f937]) ).

fof(f20371,plain,
    ( $false
    | ~ spl0_1477
    | spl0_2635 ),
    inference(forward_subsumption_resolution,[],[f20370,f20366]) ).

fof(f20372,plain,
    ( ~ spl0_1477
    | spl0_2635 ),
    inference(avatar_contradiction_clause,[],[f20371]) ).

fof(f20376,plain,
    ( spl0_2635
    | ~ spl0_1476 ),
    inference(avatar_split_clause,[],[f11933,f8321,f20364]) ).

fof(f20379,plain,
    ( ! [X0] :
        ( trans(X0,s389)
        | always3(X0) )
    | ~ spl0_1475 ),
    inference(resolution,[],[f8318,f934]) ).

fof(f20380,plain,
    ( node4(s389)
    | ~ spl0_1475 ),
    inference(resolution,[],[f8318,f937]) ).

fof(f20381,plain,
    ( $false
    | ~ spl0_1234
    | ~ spl0_1235
    | ~ spl0_1475 ),
    inference(forward_subsumption_resolution,[],[f20380,f20360]) ).

fof(f20382,plain,
    ( ~ spl0_1234
    | ~ spl0_1235
    | ~ spl0_1475 ),
    inference(avatar_contradiction_clause,[],[f20381]) ).

fof(f20384,definition,
    ( spl0_2636
  <=> node4(s389) ),
    introduced(definition,[new_symbols(definition,[spl0_2636])],[avatar_definition]) ).

fof(f20385,plain,
    ( node4(s389)
    | ~ spl0_2636 ),
    inference(avatar_component_clause,[],[f20384]) ).

fof(f20389,plain,
    ( ~ xuntil6(s390)
    | ~ node4(s390)
    | ~ spl0_1236 ),
    inference(resolution,[],[f6670,f938]) ).

fof(f20390,plain,
    ( ~ node4(s390)
    | ~ spl0_1236
    | ~ spl0_1237 ),
    inference(forward_subsumption_resolution,[],[f20389,f6676]) ).

fof(f20393,plain,
    ( ~ xuntil6(s390)
    | ~ spl0_1236
    | ~ spl0_1472 ),
    inference(forward_subsumption_resolution,[],[f20389,f11929]) ).

fof(f20394,plain,
    ( ~ spl0_1237
    | ~ spl0_1236
    | ~ spl0_1472 ),
    inference(avatar_split_clause,[],[f20393,f8303,f6668,f6674]) ).

fof(f20395,plain,
    ( ~ xuntil6(s391)
    | ~ node4(s391)
    | ~ spl0_1238 ),
    inference(resolution,[],[f6680,f938]) ).

fof(f20396,plain,
    ( ~ node4(s391)
    | ~ spl0_1238
    | ~ spl0_1239 ),
    inference(forward_subsumption_resolution,[],[f20395,f6686]) ).

fof(f20400,definition,
    ( spl0_2637
  <=> node4(s390) ),
    introduced(definition,[new_symbols(definition,[spl0_2637])],[avatar_definition]) ).

fof(f20401,plain,
    ( node4(s390)
    | ~ spl0_2637 ),
    inference(avatar_component_clause,[],[f20400]) ).

fof(f20404,plain,
    ( ~ spl0_2637
    | ~ spl0_1236
    | ~ spl0_1237 ),
    inference(avatar_split_clause,[],[f20390,f6674,f6668,f20400]) ).

fof(f20405,plain,
    ( ! [X0] :
        ( trans(X0,s390)
        | always3(X0) )
    | ~ spl0_1473 ),
    inference(resolution,[],[f8309,f934]) ).

fof(f20406,plain,
    ( node4(s390)
    | ~ spl0_1473 ),
    inference(resolution,[],[f8309,f937]) ).

fof(f20409,plain,
    ( ~ xuntil6(s391)
    | ~ spl0_1238
    | ~ spl0_1470 ),
    inference(forward_subsumption_resolution,[],[f20395,f11927]) ).

fof(f20410,plain,
    ( spl0_2637
    | ~ spl0_1473 ),
    inference(avatar_split_clause,[],[f20406,f8307,f20400]) ).

fof(f20411,plain,
    ( ~ spl0_1239
    | ~ spl0_1238
    | ~ spl0_1470 ),
    inference(avatar_split_clause,[],[f20409,f8294,f6678,f6684]) ).

fof(f20414,plain,
    ( ~ xuntil6(s392)
    | ~ node4(s392)
    | ~ spl0_1240 ),
    inference(resolution,[],[f6690,f938]) ).

fof(f20415,plain,
    ( ~ node4(s392)
    | ~ spl0_1240
    | ~ spl0_1241 ),
    inference(forward_subsumption_resolution,[],[f20414,f6696]) ).

fof(f20418,plain,
    ( ~ xuntil6(s392)
    | ~ spl0_1240
    | ~ spl0_1468 ),
    inference(forward_subsumption_resolution,[],[f20414,f11925]) ).

fof(f20419,plain,
    ( ~ spl0_1241
    | ~ spl0_1240
    | ~ spl0_1468 ),
    inference(avatar_split_clause,[],[f20418,f8285,f6688,f6694]) ).

fof(f20420,plain,
    ( ~ xuntil6(s393)
    | ~ node4(s393)
    | ~ spl0_1242 ),
    inference(resolution,[],[f6700,f938]) ).

fof(f20421,plain,
    ( ~ node4(s393)
    | ~ spl0_1242
    | ~ spl0_1243 ),
    inference(forward_subsumption_resolution,[],[f20420,f6706]) ).

fof(f20424,plain,
    ( ~ xuntil6(s393)
    | ~ spl0_1242
    | ~ spl0_1466 ),
    inference(forward_subsumption_resolution,[],[f20420,f11923]) ).

fof(f20425,plain,
    ( ~ spl0_1243
    | ~ spl0_1242
    | ~ spl0_1466 ),
    inference(avatar_split_clause,[],[f20424,f8276,f6698,f6704]) ).

fof(f20426,plain,
    ( ~ xuntil6(s394)
    | ~ node4(s394)
    | ~ spl0_1244 ),
    inference(resolution,[],[f6710,f938]) ).

fof(f20427,plain,
    ( ~ node4(s394)
    | ~ spl0_1244
    | ~ spl0_1245 ),
    inference(forward_subsumption_resolution,[],[f20426,f6716]) ).

fof(f20428,plain,
    ( $false
    | ~ spl0_1244
    | ~ spl0_1245
    | ~ spl0_1464 ),
    inference(forward_subsumption_resolution,[],[f20427,f11921]) ).

fof(f20429,plain,
    ( ~ spl0_1244
    | ~ spl0_1245
    | ~ spl0_1464 ),
    inference(avatar_contradiction_clause,[],[f20428]) ).

fof(f20430,plain,
    ( ! [X0] :
        ( trans(X0,s394)
        | always3(X0) )
    | ~ spl0_1465 ),
    inference(resolution,[],[f8273,f934]) ).

fof(f20431,plain,
    ( node4(s394)
    | ~ spl0_1465 ),
    inference(resolution,[],[f8273,f937]) ).

fof(f20432,plain,
    ( $false
    | ~ spl0_1244
    | ~ spl0_1245
    | ~ spl0_1465 ),
    inference(forward_subsumption_resolution,[],[f20431,f20427]) ).

fof(f20433,plain,
    ( ~ spl0_1244
    | ~ spl0_1245
    | ~ spl0_1465 ),
    inference(avatar_contradiction_clause,[],[f20432]) ).

fof(f20435,definition,
    ( spl0_2638
  <=> node4(s394) ),
    introduced(definition,[new_symbols(definition,[spl0_2638])],[avatar_definition]) ).

fof(f20436,plain,
    ( node4(s394)
    | ~ spl0_2638 ),
    inference(avatar_component_clause,[],[f20435]) ).

fof(f20439,plain,
    ( ~ xuntil6(s395)
    | ~ node4(s395)
    | ~ spl0_1246 ),
    inference(resolution,[],[f6720,f938]) ).

fof(f20440,plain,
    ( ~ node4(s395)
    | ~ spl0_1246
    | ~ spl0_1247 ),
    inference(forward_subsumption_resolution,[],[f20439,f6726]) ).

fof(f20443,plain,
    ( ~ xuntil6(s395)
    | ~ spl0_1246
    | ~ spl0_1462 ),
    inference(forward_subsumption_resolution,[],[f20439,f11919]) ).

fof(f20444,plain,
    ( ~ spl0_1247
    | ~ spl0_1246
    | ~ spl0_1462 ),
    inference(avatar_split_clause,[],[f20443,f8258,f6718,f6724]) ).

fof(f20445,plain,
    ( ~ xuntil6(s396)
    | ~ node4(s396)
    | ~ spl0_1248 ),
    inference(resolution,[],[f6730,f938]) ).

fof(f20446,plain,
    ( ~ node4(s396)
    | ~ spl0_1248
    | ~ spl0_1249 ),
    inference(forward_subsumption_resolution,[],[f20445,f6736]) ).

fof(f20447,plain,
    ( $false
    | ~ spl0_1248
    | ~ spl0_1249
    | ~ spl0_1460 ),
    inference(forward_subsumption_resolution,[],[f20446,f11917]) ).

fof(f20448,plain,
    ( ~ spl0_1248
    | ~ spl0_1249
    | ~ spl0_1460 ),
    inference(avatar_contradiction_clause,[],[f20447]) ).

fof(f20449,plain,
    ( ! [X0] :
        ( trans(X0,s396)
        | always3(X0) )
    | ~ spl0_1461 ),
    inference(resolution,[],[f8255,f934]) ).

fof(f20450,plain,
    ( node4(s396)
    | ~ spl0_1461 ),
    inference(resolution,[],[f8255,f937]) ).

fof(f20451,plain,
    ( $false
    | ~ spl0_1248
    | ~ spl0_1249
    | ~ spl0_1461 ),
    inference(forward_subsumption_resolution,[],[f20450,f20446]) ).

fof(f20452,plain,
    ( ~ spl0_1248
    | ~ spl0_1249
    | ~ spl0_1461 ),
    inference(avatar_contradiction_clause,[],[f20451]) ).

fof(f20454,definition,
    ( spl0_2639
  <=> node4(s396) ),
    introduced(definition,[new_symbols(definition,[spl0_2639])],[avatar_definition]) ).

fof(f20455,plain,
    ( node4(s396)
    | ~ spl0_2639 ),
    inference(avatar_component_clause,[],[f20454]) ).

fof(f20458,plain,
    ( spl0_2639
    | ~ spl0_1461 ),
    inference(avatar_split_clause,[],[f20450,f8253,f20454]) ).

fof(f20459,plain,
    ( ~ xuntil6(s397)
    | ~ node4(s397)
    | ~ spl0_1250 ),
    inference(resolution,[],[f6740,f938]) ).

fof(f20460,plain,
    ( ~ node4(s397)
    | ~ spl0_1250
    | ~ spl0_1251 ),
    inference(forward_subsumption_resolution,[],[f20459,f6746]) ).

fof(f20461,plain,
    ( $false
    | ~ spl0_1250
    | ~ spl0_1251
    | ~ spl0_1458 ),
    inference(forward_subsumption_resolution,[],[f20460,f11915]) ).

fof(f20462,plain,
    ( ~ spl0_1250
    | ~ spl0_1251
    | ~ spl0_1458 ),
    inference(avatar_contradiction_clause,[],[f20461]) ).

fof(f20463,plain,
    ( ! [X0] :
        ( trans(X0,s397)
        | always3(X0) )
    | ~ spl0_1459 ),
    inference(resolution,[],[f8246,f934]) ).

fof(f20464,plain,
    ( node4(s397)
    | ~ spl0_1459 ),
    inference(resolution,[],[f8246,f937]) ).

fof(f20465,plain,
    ( $false
    | ~ spl0_1250
    | ~ spl0_1251
    | ~ spl0_1459 ),
    inference(forward_subsumption_resolution,[],[f20464,f20460]) ).

fof(f20466,plain,
    ( ~ spl0_1250
    | ~ spl0_1251
    | ~ spl0_1459 ),
    inference(avatar_contradiction_clause,[],[f20465]) ).

fof(f20468,definition,
    ( spl0_2640
  <=> node4(s397) ),
    introduced(definition,[new_symbols(definition,[spl0_2640])],[avatar_definition]) ).

fof(f20469,plain,
    ( node4(s397)
    | ~ spl0_2640 ),
    inference(avatar_component_clause,[],[f20468]) ).

fof(f20472,plain,
    ( spl0_2640
    | ~ spl0_1459 ),
    inference(avatar_split_clause,[],[f20464,f8244,f20468]) ).

fof(f20473,plain,
    ( ~ xuntil6(s398)
    | ~ node4(s398)
    | ~ spl0_1252 ),
    inference(resolution,[],[f6750,f938]) ).

fof(f20474,plain,
    ( ~ node4(s398)
    | ~ spl0_1252
    | ~ spl0_1253 ),
    inference(forward_subsumption_resolution,[],[f20473,f6756]) ).

fof(f20475,plain,
    ( $false
    | ~ spl0_1252
    | ~ spl0_1253
    | ~ spl0_1456 ),
    inference(forward_subsumption_resolution,[],[f20474,f11913]) ).

fof(f20476,plain,
    ( ~ spl0_1252
    | ~ spl0_1253
    | ~ spl0_1456 ),
    inference(avatar_contradiction_clause,[],[f20475]) ).

fof(f20477,plain,
    ( ! [X0] :
        ( trans(X0,s398)
        | always3(X0) )
    | ~ spl0_1457 ),
    inference(resolution,[],[f8237,f934]) ).

fof(f20478,plain,
    ( node4(s398)
    | ~ spl0_1457 ),
    inference(resolution,[],[f8237,f937]) ).

fof(f20479,plain,
    ( $false
    | ~ spl0_1252
    | ~ spl0_1253
    | ~ spl0_1457 ),
    inference(forward_subsumption_resolution,[],[f20478,f20474]) ).

fof(f20480,plain,
    ( ~ spl0_1252
    | ~ spl0_1253
    | ~ spl0_1457 ),
    inference(avatar_contradiction_clause,[],[f20479]) ).

fof(f20481,plain,
    ( spl0_2640
    | ~ spl0_1458 ),
    inference(avatar_split_clause,[],[f11915,f8240,f20468]) ).

fof(f20483,definition,
    ( spl0_2641
  <=> node4(s398) ),
    introduced(definition,[new_symbols(definition,[spl0_2641])],[avatar_definition]) ).

fof(f20484,plain,
    ( node4(s398)
    | ~ spl0_2641 ),
    inference(avatar_component_clause,[],[f20483]) ).

fof(f20487,plain,
    ( spl0_2641
    | ~ spl0_1457 ),
    inference(avatar_split_clause,[],[f20478,f8235,f20483]) ).

fof(f20488,plain,
    ( ~ xuntil6(s399)
    | ~ node4(s399)
    | ~ spl0_1254 ),
    inference(resolution,[],[f6760,f938]) ).

fof(f20489,plain,
    ( ~ node4(s399)
    | ~ spl0_1254
    | ~ spl0_1255 ),
    inference(forward_subsumption_resolution,[],[f20488,f6766]) ).

fof(f20490,plain,
    ( $false
    | ~ spl0_1254
    | ~ spl0_1255
    | ~ spl0_1454 ),
    inference(forward_subsumption_resolution,[],[f20489,f11911]) ).

fof(f20491,plain,
    ( ~ spl0_1254
    | ~ spl0_1255
    | ~ spl0_1454 ),
    inference(avatar_contradiction_clause,[],[f20490]) ).

fof(f20492,plain,
    ( ! [X0] :
        ( trans(X0,s399)
        | always3(X0) )
    | ~ spl0_1455 ),
    inference(resolution,[],[f8228,f934]) ).

fof(f20493,plain,
    ( node4(s399)
    | ~ spl0_1455 ),
    inference(resolution,[],[f8228,f937]) ).

fof(f20494,plain,
    ( $false
    | ~ spl0_1254
    | ~ spl0_1255
    | ~ spl0_1455 ),
    inference(forward_subsumption_resolution,[],[f20493,f20489]) ).

fof(f20495,plain,
    ( ~ spl0_1254
    | ~ spl0_1255
    | ~ spl0_1455 ),
    inference(avatar_contradiction_clause,[],[f20494]) ).

fof(f20497,definition,
    ( spl0_2642
  <=> node4(s399) ),
    introduced(definition,[new_symbols(definition,[spl0_2642])],[avatar_definition]) ).

fof(f20498,plain,
    ( node4(s399)
    | ~ spl0_2642 ),
    inference(avatar_component_clause,[],[f20497]) ).

fof(f20501,plain,
    ( spl0_2642
    | ~ spl0_1455 ),
    inference(avatar_split_clause,[],[f20493,f8226,f20497]) ).

fof(f20502,plain,
    ( ~ xuntil6(s400)
    | ~ node4(s400)
    | ~ spl0_1256 ),
    inference(resolution,[],[f6770,f938]) ).

fof(f20503,plain,
    ( ~ node4(s400)
    | ~ spl0_1256
    | ~ spl0_1257 ),
    inference(forward_subsumption_resolution,[],[f20502,f6776]) ).

fof(f20504,plain,
    ( $false
    | ~ spl0_1256
    | ~ spl0_1257
    | ~ spl0_1452 ),
    inference(forward_subsumption_resolution,[],[f20503,f11909]) ).

fof(f20505,plain,
    ( ~ spl0_1256
    | ~ spl0_1257
    | ~ spl0_1452 ),
    inference(avatar_contradiction_clause,[],[f20504]) ).

fof(f20506,plain,
    ( ! [X0] :
        ( trans(X0,s400)
        | always3(X0) )
    | ~ spl0_1453 ),
    inference(resolution,[],[f8219,f934]) ).

fof(f20507,plain,
    ( node4(s400)
    | ~ spl0_1453 ),
    inference(resolution,[],[f8219,f937]) ).

fof(f20508,plain,
    ( $false
    | ~ spl0_1256
    | ~ spl0_1257
    | ~ spl0_1453 ),
    inference(forward_subsumption_resolution,[],[f20507,f20503]) ).

fof(f20509,plain,
    ( ~ spl0_1256
    | ~ spl0_1257
    | ~ spl0_1453 ),
    inference(avatar_contradiction_clause,[],[f20508]) ).

fof(f20511,definition,
    ( spl0_2643
  <=> node4(s400) ),
    introduced(definition,[new_symbols(definition,[spl0_2643])],[avatar_definition]) ).

fof(f20512,plain,
    ( node4(s400)
    | ~ spl0_2643 ),
    inference(avatar_component_clause,[],[f20511]) ).

fof(f20515,plain,
    ( spl0_2643
    | ~ spl0_1453 ),
    inference(avatar_split_clause,[],[f20507,f8217,f20511]) ).

fof(f20516,plain,
    ( ~ xuntil6(s401)
    | ~ node4(s401)
    | ~ spl0_1258 ),
    inference(resolution,[],[f6780,f938]) ).

fof(f20517,plain,
    ( ~ node4(s401)
    | ~ spl0_1258
    | ~ spl0_1259 ),
    inference(forward_subsumption_resolution,[],[f20516,f6786]) ).

fof(f20520,plain,
    ( ~ xuntil6(s401)
    | ~ spl0_1258
    | ~ spl0_1450 ),
    inference(forward_subsumption_resolution,[],[f20516,f11907]) ).

fof(f20521,plain,
    ( ~ spl0_1259
    | ~ spl0_1258
    | ~ spl0_1450 ),
    inference(avatar_split_clause,[],[f20520,f8204,f6778,f6784]) ).

fof(f20522,plain,
    ( ~ xuntil6(s402)
    | ~ node4(s402)
    | ~ spl0_1260 ),
    inference(resolution,[],[f6790,f938]) ).

fof(f20523,plain,
    ( ~ node4(s402)
    | ~ spl0_1260
    | ~ spl0_1261 ),
    inference(forward_subsumption_resolution,[],[f20522,f6796]) ).

fof(f20524,plain,
    ( $false
    | ~ spl0_1260
    | ~ spl0_1261
    | ~ spl0_1448 ),
    inference(forward_subsumption_resolution,[],[f20523,f11905]) ).

fof(f20525,plain,
    ( ~ spl0_1260
    | ~ spl0_1261
    | ~ spl0_1448 ),
    inference(avatar_contradiction_clause,[],[f20524]) ).

fof(f20526,plain,
    ( ! [X0] :
        ( trans(X0,s402)
        | always3(X0) )
    | ~ spl0_1449 ),
    inference(resolution,[],[f8201,f934]) ).

fof(f20527,plain,
    ( node4(s402)
    | ~ spl0_1449 ),
    inference(resolution,[],[f8201,f937]) ).

fof(f20528,plain,
    ( $false
    | ~ spl0_1260
    | ~ spl0_1261
    | ~ spl0_1449 ),
    inference(forward_subsumption_resolution,[],[f20527,f20523]) ).

fof(f20529,plain,
    ( ~ spl0_1260
    | ~ spl0_1261
    | ~ spl0_1449 ),
    inference(avatar_contradiction_clause,[],[f20528]) ).

fof(f20531,definition,
    ( spl0_2644
  <=> node4(s401) ),
    introduced(definition,[new_symbols(definition,[spl0_2644])],[avatar_definition]) ).

fof(f20532,plain,
    ( node4(s401)
    | ~ spl0_2644 ),
    inference(avatar_component_clause,[],[f20531]) ).

fof(f20535,plain,
    ( ~ spl0_2644
    | ~ spl0_1258
    | ~ spl0_1259 ),
    inference(avatar_split_clause,[],[f20517,f6784,f6778,f20531]) ).

fof(f20538,plain,
    ( ! [X0] :
        ( trans(X0,s401)
        | always3(X0) )
    | ~ spl0_1451 ),
    inference(resolution,[],[f8210,f934]) ).

fof(f20539,plain,
    ( node4(s401)
    | ~ spl0_1451 ),
    inference(resolution,[],[f8210,f937]) ).

fof(f20542,plain,
    ( spl0_2643
    | ~ spl0_1452 ),
    inference(avatar_split_clause,[],[f11909,f8213,f20511]) ).

fof(f20543,plain,
    ( spl0_2642
    | ~ spl0_1454 ),
    inference(avatar_split_clause,[],[f11911,f8222,f20497]) ).

fof(f20544,plain,
    ( spl0_2639
    | ~ spl0_1460 ),
    inference(avatar_split_clause,[],[f11917,f8249,f20454]) ).

fof(f20545,plain,
    ( spl0_2644
    | ~ spl0_1451 ),
    inference(avatar_split_clause,[],[f20539,f8208,f20531]) ).

fof(f20547,definition,
    ( spl0_2645
  <=> node4(s395) ),
    introduced(definition,[new_symbols(definition,[spl0_2645])],[avatar_definition]) ).

fof(f20548,plain,
    ( node4(s395)
    | ~ spl0_2645 ),
    inference(avatar_component_clause,[],[f20547]) ).

fof(f20551,plain,
    ( ~ spl0_2645
    | ~ spl0_1246
    | ~ spl0_1247 ),
    inference(avatar_split_clause,[],[f20440,f6724,f6718,f20547]) ).

fof(f20560,plain,
    ( ! [X0] :
        ( trans(X0,s395)
        | always3(X0) )
    | ~ spl0_1463 ),
    inference(resolution,[],[f8264,f934]) ).

fof(f20561,plain,
    ( node4(s395)
    | ~ spl0_1463 ),
    inference(resolution,[],[f8264,f937]) ).

fof(f20564,plain,
    ( spl0_2645
    | ~ spl0_1463 ),
    inference(avatar_split_clause,[],[f20561,f8262,f20547]) ).

fof(f20566,definition,
    ( spl0_2646
  <=> node4(s392) ),
    introduced(definition,[new_symbols(definition,[spl0_2646])],[avatar_definition]) ).

fof(f20567,plain,
    ( node4(s392)
    | ~ spl0_2646 ),
    inference(avatar_component_clause,[],[f20566]) ).

fof(f20568,plain,
    ( ~ node4(s392)
    | spl0_2646 ),
    inference(avatar_component_clause,[],[f20566]) ).

fof(f20570,plain,
    ( ~ spl0_2646
    | ~ spl0_1240
    | ~ spl0_1241 ),
    inference(avatar_split_clause,[],[f20415,f6694,f6688,f20566]) ).

fof(f20572,plain,
    ( node4(s394)
    | ~ spl0_1464 ),
    inference(resolution,[],[f8269,f936]) ).

fof(f20573,plain,
    ( spl0_2638
    | ~ spl0_1464 ),
    inference(avatar_split_clause,[],[f20572,f8267,f20435]) ).

fof(f20574,plain,
    ( ! [X0] :
        ( trans(X0,s392)
        | always3(X0) )
    | ~ spl0_1469 ),
    inference(resolution,[],[f8291,f934]) ).

fof(f20575,plain,
    ( node4(s392)
    | ~ spl0_1469 ),
    inference(resolution,[],[f8291,f937]) ).

fof(f20579,plain,
    ( $false
    | ~ spl0_1468
    | spl0_2646 ),
    inference(forward_subsumption_resolution,[],[f11925,f20568]) ).

fof(f20580,plain,
    ( ~ spl0_1468
    | spl0_2646 ),
    inference(avatar_contradiction_clause,[],[f20579]) ).

fof(f20581,plain,
    ( spl0_2646
    | ~ spl0_1469 ),
    inference(avatar_split_clause,[],[f20575,f8289,f20566]) ).

fof(f20584,plain,
    ( ! [X0] :
        ( trans(X0,s393)
        | always3(X0) )
    | ~ spl0_1467 ),
    inference(resolution,[],[f8282,f934]) ).

fof(f20585,plain,
    ( node4(s393)
    | ~ spl0_1467 ),
    inference(resolution,[],[f8282,f937]) ).

fof(f20586,plain,
    ( $false
    | ~ spl0_1242
    | ~ spl0_1243
    | ~ spl0_1467 ),
    inference(forward_subsumption_resolution,[],[f20585,f20421]) ).

fof(f20587,plain,
    ( ~ spl0_1242
    | ~ spl0_1243
    | ~ spl0_1467 ),
    inference(avatar_contradiction_clause,[],[f20586]) ).

fof(f20589,definition,
    ( spl0_2647
  <=> node4(s391) ),
    introduced(definition,[new_symbols(definition,[spl0_2647])],[avatar_definition]) ).

fof(f20590,plain,
    ( node4(s391)
    | ~ spl0_2647 ),
    inference(avatar_component_clause,[],[f20589]) ).

fof(f20594,plain,
    ( ~ spl0_2647
    | ~ spl0_1238
    | ~ spl0_1239 ),
    inference(avatar_split_clause,[],[f20396,f6684,f6678,f20589]) ).

fof(f20597,plain,
    ( ! [X0] :
        ( trans(X0,s391)
        | always3(X0) )
    | ~ spl0_1471 ),
    inference(resolution,[],[f8300,f934]) ).

fof(f20598,plain,
    ( node4(s391)
    | ~ spl0_1471 ),
    inference(resolution,[],[f8300,f937]) ).

fof(f20601,plain,
    ( spl0_2647
    | ~ spl0_1471 ),
    inference(avatar_split_clause,[],[f20598,f8298,f20589]) ).

fof(f20603,definition,
    ( spl0_2648
  <=> node4(s349) ),
    introduced(definition,[new_symbols(definition,[spl0_2648])],[avatar_definition]) ).

fof(f20604,plain,
    ( node4(s349)
    | ~ spl0_2648 ),
    inference(avatar_component_clause,[],[f20603]) ).

fof(f20605,plain,
    ( ~ node4(s349)
    | spl0_2648 ),
    inference(avatar_component_clause,[],[f20603]) ).

fof(f20607,plain,
    ( ~ spl0_2648
    | ~ spl0_1154
    | ~ spl0_1155 ),
    inference(avatar_split_clause,[],[f19567,f6264,f6258,f20603]) ).

fof(f20611,plain,
    ( node4(s389)
    | ~ spl0_1474 ),
    inference(resolution,[],[f8314,f936]) ).

fof(f20612,plain,
    ( spl0_2636
    | ~ spl0_1474 ),
    inference(avatar_split_clause,[],[f20611,f8312,f20384]) ).

fof(f20622,plain,
    ( node4(s352)
    | ~ spl0_1548 ),
    inference(resolution,[],[f8647,f936]) ).

fof(f20623,plain,
    ( spl0_2629
    | ~ spl0_1548 ),
    inference(avatar_split_clause,[],[f20622,f8645,f20182]) ).

fof(f20626,plain,
    ( ! [X0] :
        ( trans(X0,s349)
        | always3(X0) )
    | ~ spl0_1555 ),
    inference(resolution,[],[f8678,f934]) ).

fof(f20627,plain,
    ( node4(s349)
    | ~ spl0_1555 ),
    inference(resolution,[],[f8678,f937]) ).

fof(f20628,plain,
    ( $false
    | ~ spl0_1555
    | spl0_2648 ),
    inference(forward_subsumption_resolution,[],[f20627,f20605]) ).

fof(f20629,plain,
    ( ~ spl0_1555
    | spl0_2648 ),
    inference(avatar_contradiction_clause,[],[f20628]) ).

fof(f20632,plain,
    ( spl0_2597
    | ~ spl0_1556 ),
    inference(avatar_split_clause,[],[f12013,f8681,f19561]) ).

fof(f20634,definition,
    ( spl0_2649
  <=> node4(s347) ),
    introduced(definition,[new_symbols(definition,[spl0_2649])],[avatar_definition]) ).

fof(f20635,plain,
    ( node4(s347)
    | ~ spl0_2649 ),
    inference(avatar_component_clause,[],[f20634]) ).

fof(f20636,plain,
    ( ~ node4(s347)
    | spl0_2649 ),
    inference(avatar_component_clause,[],[f20634]) ).

fof(f20638,plain,
    ( spl0_2648
    | ~ spl0_1554 ),
    inference(avatar_split_clause,[],[f12011,f8672,f20603]) ).

fof(f20639,plain,
    ( ~ spl0_2649
    | ~ spl0_1150
    | ~ spl0_1151 ),
    inference(avatar_split_clause,[],[f19547,f6244,f6238,f20634]) ).

fof(f20644,plain,
    ( ! [X0] :
        ( trans(X0,s347)
        | always3(X0) )
    | ~ spl0_1559 ),
    inference(resolution,[],[f8696,f934]) ).

fof(f20645,plain,
    ( node4(s347)
    | ~ spl0_1559 ),
    inference(resolution,[],[f8696,f937]) ).

fof(f20648,plain,
    ( $false
    | ~ spl0_1558
    | spl0_2649 ),
    inference(forward_subsumption_resolution,[],[f12015,f20636]) ).

fof(f20649,plain,
    ( ~ spl0_1558
    | spl0_2649 ),
    inference(avatar_contradiction_clause,[],[f20648]) ).

fof(f20651,definition,
    ( spl0_2650
  <=> node4(s345) ),
    introduced(definition,[new_symbols(definition,[spl0_2650])],[avatar_definition]) ).

fof(f20652,plain,
    ( node4(s345)
    | ~ spl0_2650 ),
    inference(avatar_component_clause,[],[f20651]) ).

fof(f20653,plain,
    ( ~ node4(s345)
    | spl0_2650 ),
    inference(avatar_component_clause,[],[f20651]) ).

fof(f20656,plain,
    ( spl0_2649
    | ~ spl0_1559 ),
    inference(avatar_split_clause,[],[f20645,f8694,f20634]) ).

fof(f20657,plain,
    ( ~ spl0_2650
    | ~ spl0_1146
    | ~ spl0_1147 ),
    inference(avatar_split_clause,[],[f19501,f6224,f6218,f20651]) ).

fof(f20660,plain,
    ( ! [X0] :
        ( trans(X0,s345)
        | always3(X0) )
    | ~ spl0_1563 ),
    inference(resolution,[],[f8714,f934]) ).

fof(f20661,plain,
    ( node4(s345)
    | ~ spl0_1563 ),
    inference(resolution,[],[f8714,f937]) ).

fof(f20662,plain,
    ( $false
    | ~ spl0_1563
    | spl0_2650 ),
    inference(forward_subsumption_resolution,[],[f20661,f20653]) ).

fof(f20663,plain,
    ( ~ spl0_1563
    | spl0_2650 ),
    inference(avatar_contradiction_clause,[],[f20662]) ).

fof(f20668,plain,
    ( spl0_2650
    | ~ spl0_1562 ),
    inference(avatar_split_clause,[],[f12019,f8708,f20651]) ).

fof(f20671,plain,
    ( ! [X0] :
        ( trans(X0,s346)
        | always3(X0) )
    | ~ spl0_1561 ),
    inference(resolution,[],[f8705,f934]) ).

fof(f20672,plain,
    ( node4(s346)
    | ~ spl0_1561 ),
    inference(resolution,[],[f8705,f937]) ).

fof(f20673,plain,
    ( $false
    | ~ spl0_1148
    | ~ spl0_1149
    | ~ spl0_1561 ),
    inference(forward_subsumption_resolution,[],[f20672,f19507]) ).

fof(f20674,plain,
    ( ~ spl0_1148
    | ~ spl0_1149
    | ~ spl0_1561 ),
    inference(avatar_contradiction_clause,[],[f20673]) ).

fof(f20676,definition,
    ( spl0_2651
  <=> node4(s342) ),
    introduced(definition,[new_symbols(definition,[spl0_2651])],[avatar_definition]) ).

fof(f20677,plain,
    ( node4(s342)
    | ~ spl0_2651 ),
    inference(avatar_component_clause,[],[f20676]) ).

fof(f20680,plain,
    ( ~ spl0_2651
    | ~ spl0_1140
    | ~ spl0_1141 ),
    inference(avatar_split_clause,[],[f19483,f6194,f6188,f20676]) ).

fof(f20687,plain,
    ( ! [X0] :
        ( trans(X0,s342)
        | always3(X0) )
    | ~ spl0_1569 ),
    inference(resolution,[],[f8741,f934]) ).

fof(f20688,plain,
    ( node4(s342)
    | ~ spl0_1569 ),
    inference(resolution,[],[f8741,f937]) ).

fof(f20691,plain,
    ( spl0_2651
    | ~ spl0_1569 ),
    inference(avatar_split_clause,[],[f20688,f8739,f20676]) ).

fof(f20693,definition,
    ( spl0_2652
  <=> node4(s339) ),
    introduced(definition,[new_symbols(definition,[spl0_2652])],[avatar_definition]) ).

fof(f20694,plain,
    ( node4(s339)
    | ~ spl0_2652 ),
    inference(avatar_component_clause,[],[f20693]) ).

fof(f20698,plain,
    ( ~ spl0_2652
    | ~ spl0_1134
    | ~ spl0_1135 ),
    inference(avatar_split_clause,[],[f19423,f6164,f6158,f20693]) ).

fof(f20700,plain,
    ( node4(s341)
    | ~ spl0_1570 ),
    inference(resolution,[],[f8746,f936]) ).

fof(f20701,plain,
    ( spl0_2594
    | ~ spl0_1570 ),
    inference(avatar_split_clause,[],[f20700,f8744,f19478]) ).

fof(f20702,plain,
    ( ! [X0] :
        ( trans(X0,s339)
        | always3(X0) )
    | ~ spl0_1575 ),
    inference(resolution,[],[f8768,f934]) ).

fof(f20703,plain,
    ( node4(s339)
    | ~ spl0_1575 ),
    inference(resolution,[],[f8768,f937]) ).

fof(f20706,plain,
    ( spl0_2652
    | ~ spl0_1575 ),
    inference(avatar_split_clause,[],[f20703,f8766,f20693]) ).

fof(f20708,definition,
    ( spl0_2653
  <=> node4(s287) ),
    introduced(definition,[new_symbols(definition,[spl0_2653])],[avatar_definition]) ).

fof(f20709,plain,
    ( node4(s287)
    | ~ spl0_2653 ),
    inference(avatar_component_clause,[],[f20708]) ).

fof(f20710,plain,
    ( ~ node4(s287)
    | spl0_2653 ),
    inference(avatar_component_clause,[],[f20708]) ).

fof(f20713,plain,
    ( ~ spl0_2653
    | ~ spl0_1030
    | ~ spl0_1031 ),
    inference(avatar_split_clause,[],[f18166,f5644,f5638,f20708]) ).

fof(f20715,plain,
    ( node4(s338)
    | ~ spl0_1576 ),
    inference(resolution,[],[f8773,f936]) ).

fof(f20716,plain,
    ( spl0_2592
    | ~ spl0_1576 ),
    inference(avatar_split_clause,[],[f20715,f8771,f19447]) ).

fof(f20718,plain,
    ( node4(s295)
    | ~ spl0_1662 ),
    inference(resolution,[],[f9160,f936]) ).

fof(f20719,plain,
    ( spl0_2588
    | ~ spl0_1662 ),
    inference(avatar_split_clause,[],[f20718,f9158,f19270]) ).

fof(f20723,plain,
    ( node4(s292)
    | ~ spl0_1668 ),
    inference(resolution,[],[f9187,f936]) ).

fof(f20724,plain,
    ( spl0_2546
    | ~ spl0_1668 ),
    inference(avatar_split_clause,[],[f20723,f9185,f18480]) ).

fof(f20726,plain,
    ( node4(s289)
    | ~ spl0_1674 ),
    inference(resolution,[],[f9214,f936]) ).

fof(f20727,plain,
    ( spl0_2543
    | ~ spl0_1674 ),
    inference(avatar_split_clause,[],[f20726,f9212,f18435]) ).

fof(f20728,plain,
    ( ! [X0] :
        ( trans(X0,s287)
        | always3(X0) )
    | ~ spl0_1679 ),
    inference(resolution,[],[f9236,f934]) ).

fof(f20729,plain,
    ( node4(s287)
    | ~ spl0_1679 ),
    inference(resolution,[],[f9236,f937]) ).

fof(f20730,plain,
    ( $false
    | ~ spl0_1679
    | spl0_2653 ),
    inference(forward_subsumption_resolution,[],[f20729,f20710]) ).

fof(f20731,plain,
    ( ~ spl0_1679
    | spl0_2653 ),
    inference(avatar_contradiction_clause,[],[f20730]) ).

fof(f20735,plain,
    ( spl0_2653
    | ~ spl0_1678 ),
    inference(avatar_split_clause,[],[f12135,f9230,f20708]) ).

fof(f20738,plain,
    ( ! [X0] :
        ( trans(X0,s288)
        | always3(X0) )
    | ~ spl0_1677 ),
    inference(resolution,[],[f9227,f934]) ).

fof(f20739,plain,
    ( node4(s288)
    | ~ spl0_1677 ),
    inference(resolution,[],[f9227,f937]) ).

fof(f20740,plain,
    ( $false
    | ~ spl0_1032
    | ~ spl0_1033
    | ~ spl0_1677 ),
    inference(forward_subsumption_resolution,[],[f20739,f18421]) ).

fof(f20741,plain,
    ( ~ spl0_1032
    | ~ spl0_1033
    | ~ spl0_1677 ),
    inference(avatar_contradiction_clause,[],[f20740]) ).

fof(f20857,definition,
    ( spl0_2654
  <=> node4(s346) ),
    introduced(definition,[new_symbols(definition,[spl0_2654])],[avatar_definition]) ).

fof(f20858,plain,
    ( node4(s346)
    | ~ spl0_2654 ),
    inference(avatar_component_clause,[],[f20857]) ).

fof(f20868,definition,
    ( spl0_2655
  <=> node4(s288) ),
    introduced(definition,[new_symbols(definition,[spl0_2655])],[avatar_definition]) ).

fof(f20869,plain,
    ( node4(s288)
    | ~ spl0_2655 ),
    inference(avatar_component_clause,[],[f20868]) ).

fof(f20873,plain,
    ( spl0_2655
    | ~ spl0_1677 ),
    inference(avatar_split_clause,[],[f20739,f9225,f20868]) ).

fof(f21006,plain,
    ( ! [X0] :
        ( trans(X0,s350)
        | always3(X0) )
    | ~ spl0_1553 ),
    inference(resolution,[],[f8669,f934]) ).

fof(f21007,plain,
    ( node4(s350)
    | ~ spl0_1553 ),
    inference(resolution,[],[f8669,f937]) ).

fof(f21008,plain,
    ( $false
    | ~ spl0_1156
    | ~ spl0_1157
    | ~ spl0_1553 ),
    inference(forward_subsumption_resolution,[],[f21007,f19573]) ).

fof(f21009,plain,
    ( ~ spl0_1156
    | ~ spl0_1157
    | ~ spl0_1553 ),
    inference(avatar_contradiction_clause,[],[f21008]) ).

fof(f21099,definition,
    ( spl0_2656
  <=> node4(s393) ),
    introduced(definition,[new_symbols(definition,[spl0_2656])],[avatar_definition]) ).

fof(f21100,plain,
    ( node4(s393)
    | ~ spl0_2656 ),
    inference(avatar_component_clause,[],[f21099]) ).

fof(f21113,definition,
    ( spl0_2657
  <=> node4(s402) ),
    introduced(definition,[new_symbols(definition,[spl0_2657])],[avatar_definition]) ).

fof(f21114,plain,
    ( node4(s402)
    | ~ spl0_2657 ),
    inference(avatar_component_clause,[],[f21113]) ).

fof(f21118,definition,
    ( spl0_2658
  <=> node4(s350) ),
    introduced(definition,[new_symbols(definition,[spl0_2658])],[avatar_definition]) ).

fof(f21119,plain,
    ( node4(s350)
    | ~ spl0_2658 ),
    inference(avatar_component_clause,[],[f21118]) ).

fof(f21123,plain,
    ( spl0_2658
    | ~ spl0_1553 ),
    inference(avatar_split_clause,[],[f21007,f8667,f21118]) ).

fof(f21238,plain,
    ( ~ xuntil6(s403)
    | ~ node4(s403)
    | ~ spl0_1262 ),
    inference(resolution,[],[f6800,f938]) ).

fof(f21239,plain,
    ( ~ node4(s403)
    | ~ spl0_1262
    | ~ spl0_1263 ),
    inference(forward_subsumption_resolution,[],[f21238,f6806]) ).

fof(f21242,plain,
    ( ~ xuntil6(s403)
    | ~ spl0_1262
    | ~ spl0_1446 ),
    inference(forward_subsumption_resolution,[],[f21238,f11903]) ).

fof(f21243,plain,
    ( ~ spl0_1263
    | ~ spl0_1262
    | ~ spl0_1446 ),
    inference(avatar_split_clause,[],[f21242,f8186,f6798,f6804]) ).

fof(f21244,plain,
    ( ~ xuntil6(s404)
    | ~ node4(s404)
    | ~ spl0_1264 ),
    inference(resolution,[],[f6810,f938]) ).

fof(f21245,plain,
    ( ~ node4(s404)
    | ~ spl0_1264
    | ~ spl0_1265 ),
    inference(forward_subsumption_resolution,[],[f21244,f6816]) ).

fof(f21248,plain,
    ( ~ xuntil6(s404)
    | ~ spl0_1264
    | ~ spl0_1444 ),
    inference(forward_subsumption_resolution,[],[f21244,f11901]) ).

fof(f21249,plain,
    ( ~ spl0_1265
    | ~ spl0_1264
    | ~ spl0_1444 ),
    inference(avatar_split_clause,[],[f21248,f8177,f6808,f6814]) ).

fof(f21250,plain,
    ( ~ xuntil6(s405)
    | ~ node4(s405)
    | ~ spl0_1266 ),
    inference(resolution,[],[f6820,f938]) ).

fof(f21251,plain,
    ( ~ node4(s405)
    | ~ spl0_1266
    | ~ spl0_1267 ),
    inference(forward_subsumption_resolution,[],[f21250,f6826]) ).

fof(f21254,plain,
    ( ~ xuntil6(s405)
    | ~ spl0_1266
    | ~ spl0_1442 ),
    inference(forward_subsumption_resolution,[],[f21250,f11899]) ).

fof(f21255,plain,
    ( ~ spl0_1267
    | ~ spl0_1266
    | ~ spl0_1442 ),
    inference(avatar_split_clause,[],[f21254,f8168,f6818,f6824]) ).

fof(f21256,plain,
    ( ~ xuntil6(s406)
    | ~ node4(s406)
    | ~ spl0_1268 ),
    inference(resolution,[],[f6830,f938]) ).

fof(f21257,plain,
    ( ~ node4(s406)
    | ~ spl0_1268
    | ~ spl0_1269 ),
    inference(forward_subsumption_resolution,[],[f21256,f6836]) ).

fof(f21258,plain,
    ( $false
    | ~ spl0_1268
    | ~ spl0_1269
    | ~ spl0_1440 ),
    inference(forward_subsumption_resolution,[],[f21257,f11897]) ).

fof(f21259,plain,
    ( ~ spl0_1268
    | ~ spl0_1269
    | ~ spl0_1440 ),
    inference(avatar_contradiction_clause,[],[f21258]) ).

fof(f21260,plain,
    ( ! [X0] :
        ( trans(X0,s406)
        | always3(X0) )
    | ~ spl0_1441 ),
    inference(resolution,[],[f8165,f934]) ).

fof(f21261,plain,
    ( node4(s406)
    | ~ spl0_1441 ),
    inference(resolution,[],[f8165,f937]) ).

fof(f21262,plain,
    ( $false
    | ~ spl0_1268
    | ~ spl0_1269
    | ~ spl0_1441 ),
    inference(forward_subsumption_resolution,[],[f21261,f21257]) ).

fof(f21263,plain,
    ( ~ spl0_1268
    | ~ spl0_1269
    | ~ spl0_1441 ),
    inference(avatar_contradiction_clause,[],[f21262]) ).

fof(f21265,definition,
    ( spl0_2659
  <=> node4(s406) ),
    introduced(definition,[new_symbols(definition,[spl0_2659])],[avatar_definition]) ).

fof(f21266,plain,
    ( node4(s406)
    | ~ spl0_2659 ),
    inference(avatar_component_clause,[],[f21265]) ).

fof(f21269,plain,
    ( ~ xuntil6(s407)
    | ~ node4(s407)
    | ~ spl0_1270 ),
    inference(resolution,[],[f6840,f938]) ).

fof(f21270,plain,
    ( ~ node4(s407)
    | ~ spl0_1270
    | ~ spl0_1271 ),
    inference(forward_subsumption_resolution,[],[f21269,f6846]) ).

fof(f21273,plain,
    ( ~ xuntil6(s407)
    | ~ spl0_1270
    | ~ spl0_1438 ),
    inference(forward_subsumption_resolution,[],[f21269,f11895]) ).

fof(f21274,plain,
    ( ~ spl0_1271
    | ~ spl0_1270
    | ~ spl0_1438 ),
    inference(avatar_split_clause,[],[f21273,f8150,f6838,f6844]) ).

fof(f21275,plain,
    ( ~ xuntil6(s408)
    | ~ node4(s408)
    | ~ spl0_1272 ),
    inference(resolution,[],[f6850,f938]) ).

fof(f21276,plain,
    ( ~ node4(s408)
    | ~ spl0_1272
    | ~ spl0_1273 ),
    inference(forward_subsumption_resolution,[],[f21275,f6856]) ).

fof(f21277,plain,
    ( $false
    | ~ spl0_1272
    | ~ spl0_1273
    | ~ spl0_1436 ),
    inference(forward_subsumption_resolution,[],[f21276,f11893]) ).

fof(f21278,plain,
    ( ~ spl0_1272
    | ~ spl0_1273
    | ~ spl0_1436 ),
    inference(avatar_contradiction_clause,[],[f21277]) ).

fof(f21280,definition,
    ( spl0_2660
  <=> node4(s407) ),
    introduced(definition,[new_symbols(definition,[spl0_2660])],[avatar_definition]) ).

fof(f21281,plain,
    ( node4(s407)
    | ~ spl0_2660 ),
    inference(avatar_component_clause,[],[f21280]) ).

fof(f21284,plain,
    ( ~ spl0_2660
    | ~ spl0_1270
    | ~ spl0_1271 ),
    inference(avatar_split_clause,[],[f21270,f6844,f6838,f21280]) ).

fof(f21285,plain,
    ( ! [X0] :
        ( trans(X0,s407)
        | always3(X0) )
    | ~ spl0_1439 ),
    inference(resolution,[],[f8156,f934]) ).

fof(f21286,plain,
    ( node4(s407)
    | ~ spl0_1439 ),
    inference(resolution,[],[f8156,f937]) ).

fof(f21290,plain,
    ( spl0_2660
    | ~ spl0_1439 ),
    inference(avatar_split_clause,[],[f21286,f8154,f21280]) ).

fof(f21293,plain,
    ( ! [X0] :
        ( trans(X0,s408)
        | always3(X0) )
    | ~ spl0_1437 ),
    inference(resolution,[],[f8147,f934]) ).

fof(f21294,plain,
    ( node4(s408)
    | ~ spl0_1437 ),
    inference(resolution,[],[f8147,f937]) ).

fof(f21295,plain,
    ( $false
    | ~ spl0_1272
    | ~ spl0_1273
    | ~ spl0_1437 ),
    inference(forward_subsumption_resolution,[],[f21294,f21276]) ).

fof(f21296,plain,
    ( ~ spl0_1272
    | ~ spl0_1273
    | ~ spl0_1437 ),
    inference(avatar_contradiction_clause,[],[f21295]) ).

fof(f21298,definition,
    ( spl0_2661
  <=> node4(s408) ),
    introduced(definition,[new_symbols(definition,[spl0_2661])],[avatar_definition]) ).

fof(f21299,plain,
    ( node4(s408)
    | ~ spl0_2661 ),
    inference(avatar_component_clause,[],[f21298]) ).

fof(f21303,plain,
    ( spl0_2661
    | ~ spl0_1437 ),
    inference(avatar_split_clause,[],[f21294,f8145,f21298]) ).

fof(f21304,plain,
    ( ~ xuntil6(s409)
    | ~ node4(s409)
    | ~ spl0_1274 ),
    inference(resolution,[],[f6860,f938]) ).

fof(f21305,plain,
    ( ~ node4(s409)
    | ~ spl0_1274
    | ~ spl0_1275 ),
    inference(forward_subsumption_resolution,[],[f21304,f6866]) ).

fof(f21306,plain,
    ( $false
    | ~ spl0_1274
    | ~ spl0_1275
    | ~ spl0_1434 ),
    inference(forward_subsumption_resolution,[],[f21305,f11891]) ).

fof(f21307,plain,
    ( ~ spl0_1274
    | ~ spl0_1275
    | ~ spl0_1434 ),
    inference(avatar_contradiction_clause,[],[f21306]) ).

fof(f21308,plain,
    ( ! [X0] :
        ( trans(X0,s409)
        | always3(X0) )
    | ~ spl0_1435 ),
    inference(resolution,[],[f8138,f934]) ).

fof(f21309,plain,
    ( node4(s409)
    | ~ spl0_1435 ),
    inference(resolution,[],[f8138,f937]) ).

fof(f21310,plain,
    ( $false
    | ~ spl0_1274
    | ~ spl0_1275
    | ~ spl0_1435 ),
    inference(forward_subsumption_resolution,[],[f21309,f21305]) ).

fof(f21311,plain,
    ( ~ spl0_1274
    | ~ spl0_1275
    | ~ spl0_1435 ),
    inference(avatar_contradiction_clause,[],[f21310]) ).

fof(f21313,definition,
    ( spl0_2662
  <=> node4(s409) ),
    introduced(definition,[new_symbols(definition,[spl0_2662])],[avatar_definition]) ).

fof(f21314,plain,
    ( node4(s409)
    | ~ spl0_2662 ),
    inference(avatar_component_clause,[],[f21313]) ).

fof(f21317,plain,
    ( spl0_2662
    | ~ spl0_1435 ),
    inference(avatar_split_clause,[],[f21309,f8136,f21313]) ).

fof(f21318,plain,
    ( ~ xuntil6(s410)
    | ~ node4(s410)
    | ~ spl0_1276 ),
    inference(resolution,[],[f6870,f938]) ).

fof(f21319,plain,
    ( ~ node4(s410)
    | ~ spl0_1276
    | ~ spl0_1277 ),
    inference(forward_subsumption_resolution,[],[f21318,f6876]) ).

fof(f21320,plain,
    ( $false
    | ~ spl0_1276
    | ~ spl0_1277
    | ~ spl0_1432 ),
    inference(forward_subsumption_resolution,[],[f21319,f11889]) ).

fof(f21321,plain,
    ( ~ spl0_1276
    | ~ spl0_1277
    | ~ spl0_1432 ),
    inference(avatar_contradiction_clause,[],[f21320]) ).

fof(f21322,plain,
    ( ! [X0] :
        ( trans(X0,s410)
        | always3(X0) )
    | ~ spl0_1433 ),
    inference(resolution,[],[f8129,f934]) ).

fof(f21323,plain,
    ( node4(s410)
    | ~ spl0_1433 ),
    inference(resolution,[],[f8129,f937]) ).

fof(f21324,plain,
    ( $false
    | ~ spl0_1276
    | ~ spl0_1277
    | ~ spl0_1433 ),
    inference(forward_subsumption_resolution,[],[f21323,f21319]) ).

fof(f21325,plain,
    ( ~ spl0_1276
    | ~ spl0_1277
    | ~ spl0_1433 ),
    inference(avatar_contradiction_clause,[],[f21324]) ).

fof(f21327,definition,
    ( spl0_2663
  <=> node4(s410) ),
    introduced(definition,[new_symbols(definition,[spl0_2663])],[avatar_definition]) ).

fof(f21328,plain,
    ( node4(s410)
    | ~ spl0_2663 ),
    inference(avatar_component_clause,[],[f21327]) ).

fof(f21331,plain,
    ( ~ xuntil6(s411)
    | ~ node4(s411)
    | ~ spl0_1278 ),
    inference(resolution,[],[f6880,f938]) ).

fof(f21332,plain,
    ( ~ node4(s411)
    | ~ spl0_1278
    | ~ spl0_1279 ),
    inference(forward_subsumption_resolution,[],[f21331,f6886]) ).

fof(f21333,plain,
    ( $false
    | ~ spl0_1278
    | ~ spl0_1279
    | ~ spl0_1430 ),
    inference(forward_subsumption_resolution,[],[f21332,f11887]) ).

fof(f21334,plain,
    ( ~ spl0_1278
    | ~ spl0_1279
    | ~ spl0_1430 ),
    inference(avatar_contradiction_clause,[],[f21333]) ).

fof(f21335,plain,
    ( ! [X0] :
        ( trans(X0,s411)
        | always3(X0) )
    | ~ spl0_1431 ),
    inference(resolution,[],[f8120,f934]) ).

fof(f21336,plain,
    ( node4(s411)
    | ~ spl0_1431 ),
    inference(resolution,[],[f8120,f937]) ).

fof(f21337,plain,
    ( $false
    | ~ spl0_1278
    | ~ spl0_1279
    | ~ spl0_1431 ),
    inference(forward_subsumption_resolution,[],[f21336,f21332]) ).

fof(f21338,plain,
    ( ~ spl0_1278
    | ~ spl0_1279
    | ~ spl0_1431 ),
    inference(avatar_contradiction_clause,[],[f21337]) ).

fof(f21340,definition,
    ( spl0_2664
  <=> node4(s411) ),
    introduced(definition,[new_symbols(definition,[spl0_2664])],[avatar_definition]) ).

fof(f21341,plain,
    ( node4(s411)
    | ~ spl0_2664 ),
    inference(avatar_component_clause,[],[f21340]) ).

fof(f21344,plain,
    ( spl0_2664
    | ~ spl0_1431 ),
    inference(avatar_split_clause,[],[f21336,f8118,f21340]) ).

fof(f21345,plain,
    ( ~ xuntil6(s412)
    | ~ node4(s412)
    | ~ spl0_1280 ),
    inference(resolution,[],[f6890,f938]) ).

fof(f21346,plain,
    ( ~ node4(s412)
    | ~ spl0_1280
    | ~ spl0_1281 ),
    inference(forward_subsumption_resolution,[],[f21345,f6896]) ).

fof(f21347,plain,
    ( $false
    | ~ spl0_1280
    | ~ spl0_1281
    | ~ spl0_1428 ),
    inference(forward_subsumption_resolution,[],[f21346,f11885]) ).

fof(f21348,plain,
    ( ~ spl0_1280
    | ~ spl0_1281
    | ~ spl0_1428 ),
    inference(avatar_contradiction_clause,[],[f21347]) ).

fof(f21349,plain,
    ( ! [X0] :
        ( trans(X0,s412)
        | always3(X0) )
    | ~ spl0_1429 ),
    inference(resolution,[],[f8111,f934]) ).

fof(f21350,plain,
    ( node4(s412)
    | ~ spl0_1429 ),
    inference(resolution,[],[f8111,f937]) ).

fof(f21351,plain,
    ( $false
    | ~ spl0_1280
    | ~ spl0_1281
    | ~ spl0_1429 ),
    inference(forward_subsumption_resolution,[],[f21350,f21346]) ).

fof(f21352,plain,
    ( ~ spl0_1280
    | ~ spl0_1281
    | ~ spl0_1429 ),
    inference(avatar_contradiction_clause,[],[f21351]) ).

fof(f21353,plain,
    ( spl0_2664
    | ~ spl0_1430 ),
    inference(avatar_split_clause,[],[f11887,f8114,f21340]) ).

fof(f21355,definition,
    ( spl0_2665
  <=> node4(s412) ),
    introduced(definition,[new_symbols(definition,[spl0_2665])],[avatar_definition]) ).

fof(f21356,plain,
    ( node4(s412)
    | ~ spl0_2665 ),
    inference(avatar_component_clause,[],[f21355]) ).

fof(f21359,plain,
    ( spl0_2665
    | ~ spl0_1429 ),
    inference(avatar_split_clause,[],[f21350,f8109,f21355]) ).

fof(f21360,plain,
    ( ~ xuntil6(s413)
    | ~ node4(s413)
    | ~ spl0_1282 ),
    inference(resolution,[],[f6900,f938]) ).

fof(f21361,plain,
    ( ~ node4(s413)
    | ~ spl0_1282
    | ~ spl0_1283 ),
    inference(forward_subsumption_resolution,[],[f21360,f6906]) ).

fof(f21362,plain,
    ( $false
    | ~ spl0_1282
    | ~ spl0_1283
    | ~ spl0_1426 ),
    inference(forward_subsumption_resolution,[],[f21361,f11883]) ).

fof(f21363,plain,
    ( ~ spl0_1282
    | ~ spl0_1283
    | ~ spl0_1426 ),
    inference(avatar_contradiction_clause,[],[f21362]) ).

fof(f21364,plain,
    ( ! [X0] :
        ( trans(X0,s413)
        | always3(X0) )
    | ~ spl0_1427 ),
    inference(resolution,[],[f8102,f934]) ).

fof(f21365,plain,
    ( node4(s413)
    | ~ spl0_1427 ),
    inference(resolution,[],[f8102,f937]) ).

fof(f21366,plain,
    ( $false
    | ~ spl0_1282
    | ~ spl0_1283
    | ~ spl0_1427 ),
    inference(forward_subsumption_resolution,[],[f21365,f21361]) ).

fof(f21367,plain,
    ( ~ spl0_1282
    | ~ spl0_1283
    | ~ spl0_1427 ),
    inference(avatar_contradiction_clause,[],[f21366]) ).

fof(f21369,definition,
    ( spl0_2666
  <=> node4(s413) ),
    introduced(definition,[new_symbols(definition,[spl0_2666])],[avatar_definition]) ).

fof(f21370,plain,
    ( node4(s413)
    | ~ spl0_2666 ),
    inference(avatar_component_clause,[],[f21369]) ).

fof(f21373,plain,
    ( spl0_2666
    | ~ spl0_1427 ),
    inference(avatar_split_clause,[],[f21365,f8100,f21369]) ).

fof(f21374,plain,
    ( ~ xuntil6(s414)
    | ~ node4(s414)
    | ~ spl0_1284 ),
    inference(resolution,[],[f6910,f938]) ).

fof(f21375,plain,
    ( ~ node4(s414)
    | ~ spl0_1284
    | ~ spl0_1285 ),
    inference(forward_subsumption_resolution,[],[f21374,f6916]) ).

fof(f21378,plain,
    ( ~ xuntil6(s414)
    | ~ spl0_1284
    | ~ spl0_1424 ),
    inference(forward_subsumption_resolution,[],[f21374,f11881]) ).

fof(f21379,plain,
    ( ~ spl0_1285
    | ~ spl0_1284
    | ~ spl0_1424 ),
    inference(avatar_split_clause,[],[f21378,f8087,f6908,f6914]) ).

fof(f21380,plain,
    ( ~ xuntil6(s415)
    | ~ node4(s415)
    | ~ spl0_1286 ),
    inference(resolution,[],[f6920,f938]) ).

fof(f21381,plain,
    ( ~ node4(s415)
    | ~ spl0_1286
    | ~ spl0_1287 ),
    inference(forward_subsumption_resolution,[],[f21380,f6926]) ).

fof(f21384,plain,
    ( ~ xuntil6(s415)
    | ~ spl0_1286
    | ~ spl0_1422 ),
    inference(forward_subsumption_resolution,[],[f21380,f11879]) ).

fof(f21385,plain,
    ( ~ spl0_1287
    | ~ spl0_1286
    | ~ spl0_1422 ),
    inference(avatar_split_clause,[],[f21384,f8078,f6918,f6924]) ).

fof(f21386,plain,
    ( ~ xuntil6(s416)
    | ~ node4(s416)
    | ~ spl0_1288 ),
    inference(resolution,[],[f6930,f938]) ).

fof(f21387,plain,
    ( ~ node4(s416)
    | ~ spl0_1288
    | ~ spl0_1289 ),
    inference(forward_subsumption_resolution,[],[f21386,f6936]) ).

fof(f21388,plain,
    ( $false
    | ~ spl0_1288
    | ~ spl0_1289
    | ~ spl0_1420 ),
    inference(forward_subsumption_resolution,[],[f21387,f11877]) ).

fof(f21389,plain,
    ( ~ spl0_1288
    | ~ spl0_1289
    | ~ spl0_1420 ),
    inference(avatar_contradiction_clause,[],[f21388]) ).

fof(f21390,plain,
    ( ! [X0] :
        ( trans(X0,s416)
        | always3(X0) )
    | ~ spl0_1421 ),
    inference(resolution,[],[f8075,f934]) ).

fof(f21391,plain,
    ( node4(s416)
    | ~ spl0_1421 ),
    inference(resolution,[],[f8075,f937]) ).

fof(f21392,plain,
    ( $false
    | ~ spl0_1288
    | ~ spl0_1289
    | ~ spl0_1421 ),
    inference(forward_subsumption_resolution,[],[f21391,f21387]) ).

fof(f21393,plain,
    ( ~ spl0_1288
    | ~ spl0_1289
    | ~ spl0_1421 ),
    inference(avatar_contradiction_clause,[],[f21392]) ).

fof(f21395,definition,
    ( spl0_2667
  <=> node4(s416) ),
    introduced(definition,[new_symbols(definition,[spl0_2667])],[avatar_definition]) ).

fof(f21396,plain,
    ( node4(s416)
    | ~ spl0_2667 ),
    inference(avatar_component_clause,[],[f21395]) ).

fof(f21399,plain,
    ( ~ xuntil6(s417)
    | ~ node4(s417)
    | ~ spl0_1290 ),
    inference(resolution,[],[f6940,f938]) ).

fof(f21400,plain,
    ( ~ node4(s417)
    | ~ spl0_1290
    | ~ spl0_1291 ),
    inference(forward_subsumption_resolution,[],[f21399,f6946]) ).

fof(f21403,plain,
    ( ~ xuntil6(s417)
    | ~ spl0_1290
    | ~ spl0_1418 ),
    inference(forward_subsumption_resolution,[],[f21399,f11875]) ).

fof(f21404,plain,
    ( ~ spl0_1291
    | ~ spl0_1290
    | ~ spl0_1418 ),
    inference(avatar_split_clause,[],[f21403,f8060,f6938,f6944]) ).

fof(f21405,plain,
    ( ~ xuntil6(s418)
    | ~ node4(s418)
    | ~ spl0_1292 ),
    inference(resolution,[],[f6950,f938]) ).

fof(f21406,plain,
    ( ~ node4(s418)
    | ~ spl0_1292
    | ~ spl0_1293 ),
    inference(forward_subsumption_resolution,[],[f21405,f6956]) ).

fof(f21410,definition,
    ( spl0_2668
  <=> node4(s417) ),
    introduced(definition,[new_symbols(definition,[spl0_2668])],[avatar_definition]) ).

fof(f21411,plain,
    ( node4(s417)
    | ~ spl0_2668 ),
    inference(avatar_component_clause,[],[f21410]) ).

fof(f21412,plain,
    ( ~ node4(s417)
    | spl0_2668 ),
    inference(avatar_component_clause,[],[f21410]) ).

fof(f21414,plain,
    ( ~ spl0_2668
    | ~ spl0_1290
    | ~ spl0_1291 ),
    inference(avatar_split_clause,[],[f21400,f6944,f6938,f21410]) ).

fof(f21415,plain,
    ( ! [X0] :
        ( trans(X0,s417)
        | always3(X0) )
    | ~ spl0_1419 ),
    inference(resolution,[],[f8066,f934]) ).

fof(f21416,plain,
    ( node4(s417)
    | ~ spl0_1419 ),
    inference(resolution,[],[f8066,f937]) ).

fof(f21417,plain,
    ( $false
    | ~ spl0_1419
    | spl0_2668 ),
    inference(forward_subsumption_resolution,[],[f21416,f21412]) ).

fof(f21418,plain,
    ( ~ spl0_1419
    | spl0_2668 ),
    inference(avatar_contradiction_clause,[],[f21417]) ).

fof(f21419,plain,
    ( ~ xuntil6(s418)
    | ~ spl0_1292
    | ~ spl0_1416 ),
    inference(forward_subsumption_resolution,[],[f21405,f11873]) ).

fof(f21422,plain,
    ( ~ spl0_1293
    | ~ spl0_1292
    | ~ spl0_1416 ),
    inference(avatar_split_clause,[],[f21419,f8051,f6948,f6954]) ).

fof(f21423,plain,
    ( spl0_2668
    | ~ spl0_1418 ),
    inference(avatar_split_clause,[],[f11875,f8060,f21410]) ).

fof(f21426,plain,
    ( ~ xuntil6(s419)
    | ~ node4(s419)
    | ~ spl0_1294 ),
    inference(resolution,[],[f6960,f938]) ).

fof(f21427,plain,
    ( ~ node4(s419)
    | ~ spl0_1294
    | ~ spl0_1295 ),
    inference(forward_subsumption_resolution,[],[f21426,f6966]) ).

fof(f21428,plain,
    ( $false
    | ~ spl0_1294
    | ~ spl0_1295
    | ~ spl0_1414 ),
    inference(forward_subsumption_resolution,[],[f21427,f11871]) ).

fof(f21429,plain,
    ( ~ spl0_1294
    | ~ spl0_1295
    | ~ spl0_1414 ),
    inference(avatar_contradiction_clause,[],[f21428]) ).

fof(f21430,plain,
    ( ! [X0] :
        ( trans(X0,s419)
        | always3(X0) )
    | ~ spl0_1415 ),
    inference(resolution,[],[f8048,f934]) ).

fof(f21431,plain,
    ( node4(s419)
    | ~ spl0_1415 ),
    inference(resolution,[],[f8048,f937]) ).

fof(f21432,plain,
    ( $false
    | ~ spl0_1294
    | ~ spl0_1295
    | ~ spl0_1415 ),
    inference(forward_subsumption_resolution,[],[f21431,f21427]) ).

fof(f21433,plain,
    ( ~ spl0_1294
    | ~ spl0_1295
    | ~ spl0_1415 ),
    inference(avatar_contradiction_clause,[],[f21432]) ).

fof(f21435,definition,
    ( spl0_2669
  <=> node4(s418) ),
    introduced(definition,[new_symbols(definition,[spl0_2669])],[avatar_definition]) ).

fof(f21436,plain,
    ( node4(s418)
    | ~ spl0_2669 ),
    inference(avatar_component_clause,[],[f21435]) ).

fof(f21440,plain,
    ( ~ spl0_2669
    | ~ spl0_1292
    | ~ spl0_1293 ),
    inference(avatar_split_clause,[],[f21406,f6954,f6948,f21435]) ).

fof(f21441,plain,
    ( ! [X0] :
        ( trans(X0,s418)
        | always3(X0) )
    | ~ spl0_1417 ),
    inference(resolution,[],[f8057,f934]) ).

fof(f21442,plain,
    ( node4(s418)
    | ~ spl0_1417 ),
    inference(resolution,[],[f8057,f937]) ).

fof(f21446,definition,
    ( spl0_2670
  <=> node4(s419) ),
    introduced(definition,[new_symbols(definition,[spl0_2670])],[avatar_definition]) ).

fof(f21447,plain,
    ( node4(s419)
    | ~ spl0_2670 ),
    inference(avatar_component_clause,[],[f21446]) ).

fof(f21450,plain,
    ( spl0_2669
    | ~ spl0_1417 ),
    inference(avatar_split_clause,[],[f21442,f8055,f21435]) ).

fof(f21453,plain,
    ( ~ xuntil6(s420)
    | ~ node4(s420)
    | ~ spl0_1296 ),
    inference(resolution,[],[f6970,f938]) ).

fof(f21454,plain,
    ( ~ node4(s420)
    | ~ spl0_1296
    | ~ spl0_1297 ),
    inference(forward_subsumption_resolution,[],[f21453,f6976]) ).

fof(f21457,plain,
    ( ~ xuntil6(s420)
    | ~ spl0_1296
    | ~ spl0_1412 ),
    inference(forward_subsumption_resolution,[],[f21453,f11869]) ).

fof(f21458,plain,
    ( ~ spl0_1297
    | ~ spl0_1296
    | ~ spl0_1412 ),
    inference(avatar_split_clause,[],[f21457,f8033,f6968,f6974]) ).

fof(f21459,plain,
    ( ~ xuntil6(s421)
    | ~ node4(s421)
    | ~ spl0_1298 ),
    inference(resolution,[],[f6980,f938]) ).

fof(f21460,plain,
    ( ~ node4(s421)
    | ~ spl0_1298
    | ~ spl0_1299 ),
    inference(forward_subsumption_resolution,[],[f21459,f6986]) ).

fof(f21463,plain,
    ( ~ xuntil6(s421)
    | ~ spl0_1298
    | ~ spl0_1410 ),
    inference(forward_subsumption_resolution,[],[f21459,f11867]) ).

fof(f21464,plain,
    ( ~ spl0_1299
    | ~ spl0_1298
    | ~ spl0_1410 ),
    inference(avatar_split_clause,[],[f21463,f8024,f6978,f6984]) ).

fof(f21465,plain,
    ( ~ xuntil6(s422)
    | ~ node4(s422)
    | ~ spl0_1300 ),
    inference(resolution,[],[f6990,f938]) ).

fof(f21466,plain,
    ( ~ node4(s422)
    | ~ spl0_1300
    | ~ spl0_1301 ),
    inference(forward_subsumption_resolution,[],[f21465,f6996]) ).

fof(f21467,plain,
    ( $false
    | ~ spl0_1300
    | ~ spl0_1301
    | ~ spl0_1408 ),
    inference(forward_subsumption_resolution,[],[f21466,f11865]) ).

fof(f21468,plain,
    ( ~ spl0_1300
    | ~ spl0_1301
    | ~ spl0_1408 ),
    inference(avatar_contradiction_clause,[],[f21467]) ).

fof(f21469,plain,
    ( ! [X0] :
        ( trans(X0,s422)
        | always3(X0) )
    | ~ spl0_1409 ),
    inference(resolution,[],[f8021,f934]) ).

fof(f21470,plain,
    ( node4(s422)
    | ~ spl0_1409 ),
    inference(resolution,[],[f8021,f937]) ).

fof(f21471,plain,
    ( $false
    | ~ spl0_1300
    | ~ spl0_1301
    | ~ spl0_1409 ),
    inference(forward_subsumption_resolution,[],[f21470,f21466]) ).

fof(f21472,plain,
    ( ~ spl0_1300
    | ~ spl0_1301
    | ~ spl0_1409 ),
    inference(avatar_contradiction_clause,[],[f21471]) ).

fof(f21474,definition,
    ( spl0_2671
  <=> node4(s422) ),
    introduced(definition,[new_symbols(definition,[spl0_2671])],[avatar_definition]) ).

fof(f21475,plain,
    ( node4(s422)
    | ~ spl0_2671 ),
    inference(avatar_component_clause,[],[f21474]) ).

fof(f21478,plain,
    ( spl0_2671
    | ~ spl0_1409 ),
    inference(avatar_split_clause,[],[f21470,f8019,f21474]) ).

fof(f21479,plain,
    ( ~ xuntil6(s423)
    | ~ node4(s423)
    | ~ spl0_1302 ),
    inference(resolution,[],[f7000,f938]) ).

fof(f21480,plain,
    ( ~ node4(s423)
    | ~ spl0_1302
    | ~ spl0_1303 ),
    inference(forward_subsumption_resolution,[],[f21479,f7006]) ).

fof(f21481,plain,
    ( $false
    | ~ spl0_1302
    | ~ spl0_1303
    | ~ spl0_1406 ),
    inference(forward_subsumption_resolution,[],[f21480,f11863]) ).

fof(f21482,plain,
    ( ~ spl0_1302
    | ~ spl0_1303
    | ~ spl0_1406 ),
    inference(avatar_contradiction_clause,[],[f21481]) ).

fof(f21483,plain,
    ( ! [X0] :
        ( trans(X0,s423)
        | always3(X0) )
    | ~ spl0_1407 ),
    inference(resolution,[],[f8012,f934]) ).

fof(f21484,plain,
    ( node4(s423)
    | ~ spl0_1407 ),
    inference(resolution,[],[f8012,f937]) ).

fof(f21485,plain,
    ( $false
    | ~ spl0_1302
    | ~ spl0_1303
    | ~ spl0_1407 ),
    inference(forward_subsumption_resolution,[],[f21484,f21480]) ).

fof(f21486,plain,
    ( ~ spl0_1302
    | ~ spl0_1303
    | ~ spl0_1407 ),
    inference(avatar_contradiction_clause,[],[f21485]) ).

fof(f21488,definition,
    ( spl0_2672
  <=> node4(s423) ),
    introduced(definition,[new_symbols(definition,[spl0_2672])],[avatar_definition]) ).

fof(f21489,plain,
    ( node4(s423)
    | ~ spl0_2672 ),
    inference(avatar_component_clause,[],[f21488]) ).

fof(f21492,plain,
    ( spl0_2672
    | ~ spl0_1407 ),
    inference(avatar_split_clause,[],[f21484,f8010,f21488]) ).

fof(f21493,plain,
    ( ~ xuntil6(s424)
    | ~ node4(s424)
    | ~ spl0_1304 ),
    inference(resolution,[],[f7010,f938]) ).

fof(f21494,plain,
    ( ~ node4(s424)
    | ~ spl0_1304
    | ~ spl0_1305 ),
    inference(forward_subsumption_resolution,[],[f21493,f7016]) ).

fof(f21498,definition,
    ( spl0_2673
  <=> node4(s421) ),
    introduced(definition,[new_symbols(definition,[spl0_2673])],[avatar_definition]) ).

fof(f21499,plain,
    ( node4(s421)
    | ~ spl0_2673 ),
    inference(avatar_component_clause,[],[f21498]) ).

fof(f21502,plain,
    ( ~ spl0_2673
    | ~ spl0_1298
    | ~ spl0_1299 ),
    inference(avatar_split_clause,[],[f21460,f6984,f6978,f21498]) ).

fof(f21503,plain,
    ( ! [X0] :
        ( trans(X0,s421)
        | always3(X0) )
    | ~ spl0_1411 ),
    inference(resolution,[],[f8030,f934]) ).

fof(f21504,plain,
    ( node4(s421)
    | ~ spl0_1411 ),
    inference(resolution,[],[f8030,f937]) ).

fof(f21507,plain,
    ( spl0_2673
    | ~ spl0_1411 ),
    inference(avatar_split_clause,[],[f21504,f8028,f21498]) ).

fof(f21509,definition,
    ( spl0_2674
  <=> node4(s420) ),
    introduced(definition,[new_symbols(definition,[spl0_2674])],[avatar_definition]) ).

fof(f21510,plain,
    ( node4(s420)
    | ~ spl0_2674 ),
    inference(avatar_component_clause,[],[f21509]) ).

fof(f21513,plain,
    ( ~ spl0_2674
    | ~ spl0_1296
    | ~ spl0_1297 ),
    inference(avatar_split_clause,[],[f21454,f6974,f6968,f21509]) ).

fof(f21514,plain,
    ( ! [X0] :
        ( trans(X0,s420)
        | always3(X0) )
    | ~ spl0_1413 ),
    inference(resolution,[],[f8039,f934]) ).

fof(f21515,plain,
    ( node4(s420)
    | ~ spl0_1413 ),
    inference(resolution,[],[f8039,f937]) ).

fof(f21518,plain,
    ( spl0_2669
    | ~ spl0_1416 ),
    inference(avatar_split_clause,[],[f11873,f8051,f21435]) ).

fof(f21519,plain,
    ( spl0_2674
    | ~ spl0_1413 ),
    inference(avatar_split_clause,[],[f21515,f8037,f21509]) ).

fof(f21521,definition,
    ( spl0_2675
  <=> node4(s415) ),
    introduced(definition,[new_symbols(definition,[spl0_2675])],[avatar_definition]) ).

fof(f21522,plain,
    ( node4(s415)
    | ~ spl0_2675 ),
    inference(avatar_component_clause,[],[f21521]) ).

fof(f21525,plain,
    ( ~ spl0_2675
    | ~ spl0_1286
    | ~ spl0_1287 ),
    inference(avatar_split_clause,[],[f21381,f6924,f6918,f21521]) ).

fof(f21531,plain,
    ( node4(s416)
    | ~ spl0_1420 ),
    inference(resolution,[],[f8071,f936]) ).

fof(f21532,plain,
    ( spl0_2667
    | ~ spl0_1420 ),
    inference(avatar_split_clause,[],[f21531,f8069,f21395]) ).

fof(f21533,plain,
    ( ! [X0] :
        ( trans(X0,s415)
        | always3(X0) )
    | ~ spl0_1423 ),
    inference(resolution,[],[f8084,f934]) ).

fof(f21534,plain,
    ( node4(s415)
    | ~ spl0_1423 ),
    inference(resolution,[],[f8084,f937]) ).

fof(f21537,plain,
    ( spl0_2666
    | ~ spl0_1426 ),
    inference(avatar_split_clause,[],[f11883,f8096,f21369]) ).

fof(f21538,plain,
    ( spl0_2675
    | ~ spl0_1423 ),
    inference(avatar_split_clause,[],[f21534,f8082,f21521]) ).

fof(f21540,definition,
    ( spl0_2676
  <=> node4(s414) ),
    introduced(definition,[new_symbols(definition,[spl0_2676])],[avatar_definition]) ).

fof(f21541,plain,
    ( node4(s414)
    | ~ spl0_2676 ),
    inference(avatar_component_clause,[],[f21540]) ).

fof(f21544,plain,
    ( ~ spl0_2676
    | ~ spl0_1284
    | ~ spl0_1285 ),
    inference(avatar_split_clause,[],[f21375,f6914,f6908,f21540]) ).

fof(f21545,plain,
    ( ! [X0] :
        ( trans(X0,s414)
        | always3(X0) )
    | ~ spl0_1425 ),
    inference(resolution,[],[f8093,f934]) ).

fof(f21546,plain,
    ( node4(s414)
    | ~ spl0_1425 ),
    inference(resolution,[],[f8093,f937]) ).

fof(f21549,plain,
    ( spl0_2662
    | ~ spl0_1434 ),
    inference(avatar_split_clause,[],[f11891,f8132,f21313]) ).

fof(f21550,plain,
    ( spl0_2676
    | ~ spl0_1425 ),
    inference(avatar_split_clause,[],[f21546,f8091,f21540]) ).

fof(f21552,definition,
    ( spl0_2677
  <=> node4(s405) ),
    introduced(definition,[new_symbols(definition,[spl0_2677])],[avatar_definition]) ).

fof(f21553,plain,
    ( node4(s405)
    | ~ spl0_2677 ),
    inference(avatar_component_clause,[],[f21552]) ).

fof(f21556,plain,
    ( ~ spl0_2677
    | ~ spl0_1266
    | ~ spl0_1267 ),
    inference(avatar_split_clause,[],[f21251,f6824,f6818,f21552]) ).

fof(f21562,plain,
    ( node4(s410)
    | ~ spl0_1432 ),
    inference(resolution,[],[f8125,f936]) ).

fof(f21563,plain,
    ( spl0_2663
    | ~ spl0_1432 ),
    inference(avatar_split_clause,[],[f21562,f8123,f21327]) ).

fof(f21567,plain,
    ( node4(s406)
    | ~ spl0_1440 ),
    inference(resolution,[],[f8161,f936]) ).

fof(f21568,plain,
    ( spl0_2659
    | ~ spl0_1440 ),
    inference(avatar_split_clause,[],[f21567,f8159,f21265]) ).

fof(f21569,plain,
    ( ! [X0] :
        ( trans(X0,s405)
        | always3(X0) )
    | ~ spl0_1443 ),
    inference(resolution,[],[f8174,f934]) ).

fof(f21570,plain,
    ( node4(s405)
    | ~ spl0_1443 ),
    inference(resolution,[],[f8174,f937]) ).

fof(f21573,plain,
    ( spl0_2677
    | ~ spl0_1443 ),
    inference(avatar_split_clause,[],[f21570,f8172,f21552]) ).

fof(f21575,definition,
    ( spl0_2678
  <=> node4(s404) ),
    introduced(definition,[new_symbols(definition,[spl0_2678])],[avatar_definition]) ).

fof(f21576,plain,
    ( node4(s404)
    | ~ spl0_2678 ),
    inference(avatar_component_clause,[],[f21575]) ).

fof(f21579,plain,
    ( ~ spl0_2678
    | ~ spl0_1264
    | ~ spl0_1265 ),
    inference(avatar_split_clause,[],[f21245,f6814,f6808,f21575]) ).

fof(f21580,plain,
    ( ! [X0] :
        ( trans(X0,s404)
        | always3(X0) )
    | ~ spl0_1445 ),
    inference(resolution,[],[f8183,f934]) ).

fof(f21581,plain,
    ( node4(s404)
    | ~ spl0_1445 ),
    inference(resolution,[],[f8183,f937]) ).

fof(f21584,plain,
    ( spl0_2678
    | ~ spl0_1445 ),
    inference(avatar_split_clause,[],[f21581,f8181,f21575]) ).

fof(f21586,definition,
    ( spl0_2679
  <=> node4(s403) ),
    introduced(definition,[new_symbols(definition,[spl0_2679])],[avatar_definition]) ).

fof(f21587,plain,
    ( node4(s403)
    | ~ spl0_2679 ),
    inference(avatar_component_clause,[],[f21586]) ).

fof(f21590,plain,
    ( ~ spl0_2679
    | ~ spl0_1262
    | ~ spl0_1263 ),
    inference(avatar_split_clause,[],[f21239,f6804,f6798,f21586]) ).

fof(f21591,plain,
    ( ! [X0] :
        ( trans(X0,s403)
        | always3(X0) )
    | ~ spl0_1447 ),
    inference(resolution,[],[f8192,f934]) ).

fof(f21592,plain,
    ( node4(s403)
    | ~ spl0_1447 ),
    inference(resolution,[],[f8192,f937]) ).

fof(f21618,plain,
    ( ~ xuntil6(s424)
    | ~ spl0_1304
    | ~ spl0_1404 ),
    inference(forward_subsumption_resolution,[],[f21493,f11861]) ).

fof(f21619,plain,
    ( spl0_2679
    | ~ spl0_1447 ),
    inference(avatar_split_clause,[],[f21592,f8190,f21586]) ).

fof(f21630,plain,
    ( ~ spl0_1305
    | ~ spl0_1304
    | ~ spl0_1404 ),
    inference(avatar_split_clause,[],[f21618,f7997,f7008,f7014]) ).

fof(f21673,plain,
    ( ~ xuntil6(s425)
    | ~ node4(s425)
    | ~ spl0_1306 ),
    inference(resolution,[],[f7020,f938]) ).

fof(f21674,plain,
    ( ~ node4(s425)
    | ~ spl0_1306
    | ~ spl0_1307 ),
    inference(forward_subsumption_resolution,[],[f21673,f7026]) ).

fof(f21677,plain,
    ( ~ xuntil6(s425)
    | ~ spl0_1306
    | ~ spl0_1402 ),
    inference(forward_subsumption_resolution,[],[f21673,f11859]) ).

fof(f21678,plain,
    ( ~ spl0_1307
    | ~ spl0_1306
    | ~ spl0_1402 ),
    inference(avatar_split_clause,[],[f21677,f7988,f7018,f7024]) ).

fof(f21679,plain,
    ( ~ xuntil6(s426)
    | ~ node4(s426)
    | ~ spl0_1308 ),
    inference(resolution,[],[f7030,f938]) ).

fof(f21680,plain,
    ( ~ node4(s426)
    | ~ spl0_1308
    | ~ spl0_1309 ),
    inference(forward_subsumption_resolution,[],[f21679,f7036]) ).

fof(f21683,plain,
    ( ~ xuntil6(s426)
    | ~ spl0_1308
    | ~ spl0_1400 ),
    inference(forward_subsumption_resolution,[],[f21679,f11857]) ).

fof(f21684,plain,
    ( ~ spl0_1309
    | ~ spl0_1308
    | ~ spl0_1400 ),
    inference(avatar_split_clause,[],[f21683,f7979,f7028,f7034]) ).

fof(f21685,plain,
    ( ~ xuntil6(s427)
    | ~ node4(s427)
    | ~ spl0_1310 ),
    inference(resolution,[],[f7040,f938]) ).

fof(f21686,plain,
    ( ~ node4(s427)
    | ~ spl0_1310
    | ~ spl0_1311 ),
    inference(forward_subsumption_resolution,[],[f21685,f7046]) ).

fof(f21687,plain,
    ( $false
    | ~ spl0_1310
    | ~ spl0_1311
    | ~ spl0_1398 ),
    inference(forward_subsumption_resolution,[],[f21686,f11855]) ).

fof(f21688,plain,
    ( ~ spl0_1310
    | ~ spl0_1311
    | ~ spl0_1398 ),
    inference(avatar_contradiction_clause,[],[f21687]) ).

fof(f21689,plain,
    ( ! [X0] :
        ( trans(X0,s427)
        | always3(X0) )
    | ~ spl0_1399 ),
    inference(resolution,[],[f7976,f934]) ).

fof(f21690,plain,
    ( node4(s427)
    | ~ spl0_1399 ),
    inference(resolution,[],[f7976,f937]) ).

fof(f21691,plain,
    ( $false
    | ~ spl0_1310
    | ~ spl0_1311
    | ~ spl0_1399 ),
    inference(forward_subsumption_resolution,[],[f21690,f21686]) ).

fof(f21692,plain,
    ( ~ spl0_1310
    | ~ spl0_1311
    | ~ spl0_1399 ),
    inference(avatar_contradiction_clause,[],[f21691]) ).

fof(f21694,definition,
    ( spl0_2680
  <=> node4(s426) ),
    introduced(definition,[new_symbols(definition,[spl0_2680])],[avatar_definition]) ).

fof(f21695,plain,
    ( node4(s426)
    | ~ spl0_2680 ),
    inference(avatar_component_clause,[],[f21694]) ).

fof(f21698,plain,
    ( ~ spl0_2680
    | ~ spl0_1308
    | ~ spl0_1309 ),
    inference(avatar_split_clause,[],[f21680,f7034,f7028,f21694]) ).

fof(f21701,plain,
    ( ! [X0] :
        ( trans(X0,s426)
        | always3(X0) )
    | ~ spl0_1401 ),
    inference(resolution,[],[f7985,f934]) ).

fof(f21702,plain,
    ( node4(s426)
    | ~ spl0_1401 ),
    inference(resolution,[],[f7985,f937]) ).

fof(f21705,plain,
    ( spl0_2680
    | ~ spl0_1401 ),
    inference(avatar_split_clause,[],[f21702,f7983,f21694]) ).

fof(f21707,definition,
    ( spl0_2681
  <=> node4(s425) ),
    introduced(definition,[new_symbols(definition,[spl0_2681])],[avatar_definition]) ).

fof(f21708,plain,
    ( node4(s425)
    | ~ spl0_2681 ),
    inference(avatar_component_clause,[],[f21707]) ).

fof(f21711,plain,
    ( ~ spl0_2681
    | ~ spl0_1306
    | ~ spl0_1307 ),
    inference(avatar_split_clause,[],[f21674,f7024,f7018,f21707]) ).

fof(f21712,plain,
    ( ! [X0] :
        ( trans(X0,s425)
        | always3(X0) )
    | ~ spl0_1403 ),
    inference(resolution,[],[f7994,f934]) ).

fof(f21713,plain,
    ( node4(s425)
    | ~ spl0_1403 ),
    inference(resolution,[],[f7994,f937]) ).

fof(f21716,plain,
    ( spl0_2681
    | ~ spl0_1403 ),
    inference(avatar_split_clause,[],[f21713,f7992,f21707]) ).

fof(f21718,definition,
    ( spl0_2682
  <=> node4(s424) ),
    introduced(definition,[new_symbols(definition,[spl0_2682])],[avatar_definition]) ).

fof(f21719,plain,
    ( node4(s424)
    | ~ spl0_2682 ),
    inference(avatar_component_clause,[],[f21718]) ).

fof(f21723,plain,
    ( ~ spl0_2682
    | ~ spl0_1304
    | ~ spl0_1305 ),
    inference(avatar_split_clause,[],[f21494,f7014,f7008,f21718]) ).

fof(f21724,plain,
    ( ! [X0] :
        ( trans(X0,s424)
        | always3(X0) )
    | ~ spl0_1405 ),
    inference(resolution,[],[f8003,f934]) ).

fof(f21725,plain,
    ( node4(s424)
    | ~ spl0_1405 ),
    inference(resolution,[],[f8003,f937]) ).

fof(f21731,definition,
    ( spl0_2683
  <=> node4(s427) ),
    introduced(definition,[new_symbols(definition,[spl0_2683])],[avatar_definition]) ).

fof(f21732,plain,
    ( node4(s427)
    | ~ spl0_2683 ),
    inference(avatar_component_clause,[],[f21731]) ).

fof(f21735,plain,
    ( spl0_2682
    | ~ spl0_1405 ),
    inference(avatar_split_clause,[],[f21725,f8001,f21718]) ).

fof(f21742,plain,
    ( ~ xuntil6(s428)
    | ~ node4(s428)
    | ~ spl0_1312 ),
    inference(resolution,[],[f7050,f938]) ).

fof(f21743,plain,
    ( ~ node4(s428)
    | ~ spl0_1312
    | ~ spl0_1313 ),
    inference(forward_subsumption_resolution,[],[f21742,f7056]) ).

fof(f21744,plain,
    ( $false
    | ~ spl0_1312
    | ~ spl0_1313
    | ~ spl0_1396 ),
    inference(forward_subsumption_resolution,[],[f21743,f11853]) ).

fof(f21745,plain,
    ( ~ spl0_1312
    | ~ spl0_1313
    | ~ spl0_1396 ),
    inference(avatar_contradiction_clause,[],[f21744]) ).

fof(f21746,plain,
    ( ! [X0] :
        ( trans(X0,s428)
        | always3(X0) )
    | ~ spl0_1397 ),
    inference(resolution,[],[f7967,f934]) ).

fof(f21747,plain,
    ( node4(s428)
    | ~ spl0_1397 ),
    inference(resolution,[],[f7967,f937]) ).

fof(f21748,plain,
    ( $false
    | ~ spl0_1312
    | ~ spl0_1313
    | ~ spl0_1397 ),
    inference(forward_subsumption_resolution,[],[f21747,f21743]) ).

fof(f21749,plain,
    ( ~ spl0_1312
    | ~ spl0_1313
    | ~ spl0_1397 ),
    inference(avatar_contradiction_clause,[],[f21748]) ).

fof(f21751,definition,
    ( spl0_2684
  <=> node4(s428) ),
    introduced(definition,[new_symbols(definition,[spl0_2684])],[avatar_definition]) ).

fof(f21752,plain,
    ( node4(s428)
    | ~ spl0_2684 ),
    inference(avatar_component_clause,[],[f21751]) ).

fof(f21755,plain,
    ( spl0_2684
    | ~ spl0_1397 ),
    inference(avatar_split_clause,[],[f21747,f7965,f21751]) ).

fof(f21756,plain,
    ( ~ xuntil6(s429)
    | ~ node4(s429)
    | ~ spl0_1314 ),
    inference(resolution,[],[f7060,f938]) ).

fof(f21757,plain,
    ( ~ node4(s429)
    | ~ spl0_1314
    | ~ spl0_1315 ),
    inference(forward_subsumption_resolution,[],[f21756,f7066]) ).

fof(f21758,plain,
    ( $false
    | ~ spl0_1314
    | ~ spl0_1315
    | ~ spl0_1394 ),
    inference(forward_subsumption_resolution,[],[f21757,f11851]) ).

fof(f21759,plain,
    ( ~ spl0_1314
    | ~ spl0_1315
    | ~ spl0_1394 ),
    inference(avatar_contradiction_clause,[],[f21758]) ).

fof(f21760,plain,
    ( ! [X0] :
        ( trans(X0,s429)
        | always3(X0) )
    | ~ spl0_1395 ),
    inference(resolution,[],[f7958,f934]) ).

fof(f21761,plain,
    ( node4(s429)
    | ~ spl0_1395 ),
    inference(resolution,[],[f7958,f937]) ).

fof(f21762,plain,
    ( $false
    | ~ spl0_1314
    | ~ spl0_1315
    | ~ spl0_1395 ),
    inference(forward_subsumption_resolution,[],[f21761,f21757]) ).

fof(f21763,plain,
    ( ~ spl0_1314
    | ~ spl0_1315
    | ~ spl0_1395 ),
    inference(avatar_contradiction_clause,[],[f21762]) ).

fof(f21765,definition,
    ( spl0_2685
  <=> node4(s429) ),
    introduced(definition,[new_symbols(definition,[spl0_2685])],[avatar_definition]) ).

fof(f21766,plain,
    ( node4(s429)
    | ~ spl0_2685 ),
    inference(avatar_component_clause,[],[f21765]) ).

fof(f21769,plain,
    ( spl0_2685
    | ~ spl0_1395 ),
    inference(avatar_split_clause,[],[f21761,f7956,f21765]) ).

fof(f21770,plain,
    ( spl0_2685
    | ~ spl0_1394 ),
    inference(avatar_split_clause,[],[f11851,f7952,f21765]) ).

fof(f21771,plain,
    ( ~ xuntil6(s430)
    | ~ node4(s430)
    | ~ spl0_1316 ),
    inference(resolution,[],[f7070,f938]) ).

fof(f21772,plain,
    ( ~ node4(s430)
    | ~ spl0_1316
    | ~ spl0_1317 ),
    inference(forward_subsumption_resolution,[],[f21771,f7076]) ).

fof(f21773,plain,
    ( $false
    | ~ spl0_1316
    | ~ spl0_1317
    | ~ spl0_1392 ),
    inference(forward_subsumption_resolution,[],[f21772,f11849]) ).

fof(f21774,plain,
    ( ~ spl0_1316
    | ~ spl0_1317
    | ~ spl0_1392 ),
    inference(avatar_contradiction_clause,[],[f21773]) ).

fof(f21775,plain,
    ( ! [X0] :
        ( trans(X0,s430)
        | always3(X0) )
    | ~ spl0_1393 ),
    inference(resolution,[],[f7949,f934]) ).

fof(f21776,plain,
    ( node4(s430)
    | ~ spl0_1393 ),
    inference(resolution,[],[f7949,f937]) ).

fof(f21777,plain,
    ( $false
    | ~ spl0_1316
    | ~ spl0_1317
    | ~ spl0_1393 ),
    inference(forward_subsumption_resolution,[],[f21776,f21772]) ).

fof(f21778,plain,
    ( ~ spl0_1316
    | ~ spl0_1317
    | ~ spl0_1393 ),
    inference(avatar_contradiction_clause,[],[f21777]) ).

fof(f21780,definition,
    ( spl0_2686
  <=> node4(s430) ),
    introduced(definition,[new_symbols(definition,[spl0_2686])],[avatar_definition]) ).

fof(f21781,plain,
    ( node4(s430)
    | ~ spl0_2686 ),
    inference(avatar_component_clause,[],[f21780]) ).

fof(f21784,plain,
    ( spl0_2686
    | ~ spl0_1393 ),
    inference(avatar_split_clause,[],[f21776,f7947,f21780]) ).

fof(f21785,plain,
    ( ~ xuntil6(s431)
    | ~ node4(s431)
    | ~ spl0_1318 ),
    inference(resolution,[],[f7080,f938]) ).

fof(f21786,plain,
    ( ~ node4(s431)
    | ~ spl0_1318
    | ~ spl0_1319 ),
    inference(forward_subsumption_resolution,[],[f21785,f7086]) ).

fof(f21787,plain,
    ( $false
    | ~ spl0_1318
    | ~ spl0_1319
    | ~ spl0_1390 ),
    inference(forward_subsumption_resolution,[],[f21786,f11847]) ).

fof(f21788,plain,
    ( ~ spl0_1318
    | ~ spl0_1319
    | ~ spl0_1390 ),
    inference(avatar_contradiction_clause,[],[f21787]) ).

fof(f21789,plain,
    ( ! [X0] :
        ( trans(X0,s431)
        | always3(X0) )
    | ~ spl0_1391 ),
    inference(resolution,[],[f7940,f934]) ).

fof(f21790,plain,
    ( node4(s431)
    | ~ spl0_1391 ),
    inference(resolution,[],[f7940,f937]) ).

fof(f21791,plain,
    ( $false
    | ~ spl0_1318
    | ~ spl0_1319
    | ~ spl0_1391 ),
    inference(forward_subsumption_resolution,[],[f21790,f21786]) ).

fof(f21792,plain,
    ( ~ spl0_1318
    | ~ spl0_1319
    | ~ spl0_1391 ),
    inference(avatar_contradiction_clause,[],[f21791]) ).

fof(f21794,definition,
    ( spl0_2687
  <=> node4(s431) ),
    introduced(definition,[new_symbols(definition,[spl0_2687])],[avatar_definition]) ).

fof(f21795,plain,
    ( node4(s431)
    | ~ spl0_2687 ),
    inference(avatar_component_clause,[],[f21794]) ).

fof(f21798,plain,
    ( spl0_2687
    | ~ spl0_1391 ),
    inference(avatar_split_clause,[],[f21790,f7938,f21794]) ).

fof(f21799,plain,
    ( ~ xuntil6(s432)
    | ~ node4(s432)
    | ~ spl0_1320 ),
    inference(resolution,[],[f7090,f938]) ).

fof(f21800,plain,
    ( ~ node4(s432)
    | ~ spl0_1320
    | ~ spl0_1321 ),
    inference(forward_subsumption_resolution,[],[f21799,f7096]) ).

fof(f21801,plain,
    ( $false
    | ~ spl0_1320
    | ~ spl0_1321
    | ~ spl0_1388 ),
    inference(forward_subsumption_resolution,[],[f21800,f11845]) ).

fof(f21802,plain,
    ( ~ spl0_1320
    | ~ spl0_1321
    | ~ spl0_1388 ),
    inference(avatar_contradiction_clause,[],[f21801]) ).

fof(f21803,plain,
    ( ! [X0] :
        ( trans(X0,s432)
        | always3(X0) )
    | ~ spl0_1389 ),
    inference(resolution,[],[f7931,f934]) ).

fof(f21804,plain,
    ( node4(s432)
    | ~ spl0_1389 ),
    inference(resolution,[],[f7931,f937]) ).

fof(f21805,plain,
    ( $false
    | ~ spl0_1320
    | ~ spl0_1321
    | ~ spl0_1389 ),
    inference(forward_subsumption_resolution,[],[f21804,f21800]) ).

fof(f21806,plain,
    ( ~ spl0_1320
    | ~ spl0_1321
    | ~ spl0_1389 ),
    inference(avatar_contradiction_clause,[],[f21805]) ).

fof(f21808,definition,
    ( spl0_2688
  <=> node4(s432) ),
    introduced(definition,[new_symbols(definition,[spl0_2688])],[avatar_definition]) ).

fof(f21809,plain,
    ( node4(s432)
    | ~ spl0_2688 ),
    inference(avatar_component_clause,[],[f21808]) ).

fof(f21812,plain,
    ( spl0_2688
    | ~ spl0_1389 ),
    inference(avatar_split_clause,[],[f21804,f7929,f21808]) ).

fof(f21813,plain,
    ( ~ xuntil6(s433)
    | ~ node4(s433)
    | ~ spl0_1322 ),
    inference(resolution,[],[f7100,f938]) ).

fof(f21814,plain,
    ( ~ node4(s433)
    | ~ spl0_1322
    | ~ spl0_1323 ),
    inference(forward_subsumption_resolution,[],[f21813,f7106]) ).

fof(f21815,plain,
    ( $false
    | ~ spl0_1322
    | ~ spl0_1323
    | ~ spl0_1386 ),
    inference(forward_subsumption_resolution,[],[f21814,f11843]) ).

fof(f21816,plain,
    ( ~ spl0_1322
    | ~ spl0_1323
    | ~ spl0_1386 ),
    inference(avatar_contradiction_clause,[],[f21815]) ).

fof(f21817,plain,
    ( ! [X0] :
        ( trans(X0,s433)
        | always3(X0) )
    | ~ spl0_1387 ),
    inference(resolution,[],[f7922,f934]) ).

fof(f21818,plain,
    ( node4(s433)
    | ~ spl0_1387 ),
    inference(resolution,[],[f7922,f937]) ).

fof(f21819,plain,
    ( $false
    | ~ spl0_1322
    | ~ spl0_1323
    | ~ spl0_1387 ),
    inference(forward_subsumption_resolution,[],[f21818,f21814]) ).

fof(f21820,plain,
    ( ~ spl0_1322
    | ~ spl0_1323
    | ~ spl0_1387 ),
    inference(avatar_contradiction_clause,[],[f21819]) ).

fof(f21822,definition,
    ( spl0_2689
  <=> node4(s433) ),
    introduced(definition,[new_symbols(definition,[spl0_2689])],[avatar_definition]) ).

fof(f21823,plain,
    ( node4(s433)
    | ~ spl0_2689 ),
    inference(avatar_component_clause,[],[f21822]) ).

fof(f21826,plain,
    ( spl0_2689
    | ~ spl0_1387 ),
    inference(avatar_split_clause,[],[f21818,f7920,f21822]) ).

fof(f21827,plain,
    ( spl0_2689
    | ~ spl0_1386 ),
    inference(avatar_split_clause,[],[f11843,f7916,f21822]) ).

fof(f21828,plain,
    ( ~ xuntil6(s434)
    | ~ node4(s434)
    | ~ spl0_1324 ),
    inference(resolution,[],[f7110,f938]) ).

fof(f21829,plain,
    ( ~ node4(s434)
    | ~ spl0_1324
    | ~ spl0_1325 ),
    inference(forward_subsumption_resolution,[],[f21828,f7116]) ).

fof(f21832,plain,
    ( ~ xuntil6(s434)
    | ~ spl0_1324
    | ~ spl0_1384 ),
    inference(forward_subsumption_resolution,[],[f21828,f11841]) ).

fof(f21833,plain,
    ( ~ spl0_1325
    | ~ spl0_1324
    | ~ spl0_1384 ),
    inference(avatar_split_clause,[],[f21832,f7907,f7108,f7114]) ).

fof(f21834,plain,
    ( ~ xuntil6(s435)
    | ~ node4(s435)
    | ~ spl0_1326 ),
    inference(resolution,[],[f7120,f938]) ).

fof(f21835,plain,
    ( ~ node4(s435)
    | ~ spl0_1326
    | ~ spl0_1327 ),
    inference(forward_subsumption_resolution,[],[f21834,f7126]) ).

fof(f21838,plain,
    ( ~ xuntil6(s435)
    | ~ spl0_1326
    | ~ spl0_1382 ),
    inference(forward_subsumption_resolution,[],[f21834,f11839]) ).

fof(f21839,plain,
    ( ~ spl0_1327
    | ~ spl0_1326
    | ~ spl0_1382 ),
    inference(avatar_split_clause,[],[f21838,f7898,f7118,f7124]) ).

fof(f21840,plain,
    ( ~ xuntil6(s436)
    | ~ node4(s436)
    | ~ spl0_1328 ),
    inference(resolution,[],[f7130,f938]) ).

fof(f21841,plain,
    ( ~ node4(s436)
    | ~ spl0_1328
    | ~ spl0_1329 ),
    inference(forward_subsumption_resolution,[],[f21840,f7136]) ).

fof(f21842,plain,
    ( $false
    | ~ spl0_1328
    | ~ spl0_1329
    | ~ spl0_1380 ),
    inference(forward_subsumption_resolution,[],[f21841,f11837]) ).

fof(f21843,plain,
    ( ~ spl0_1328
    | ~ spl0_1329
    | ~ spl0_1380 ),
    inference(avatar_contradiction_clause,[],[f21842]) ).

fof(f21844,plain,
    ( ! [X0] :
        ( trans(X0,s436)
        | always3(X0) )
    | ~ spl0_1381 ),
    inference(resolution,[],[f7895,f934]) ).

fof(f21845,plain,
    ( node4(s436)
    | ~ spl0_1381 ),
    inference(resolution,[],[f7895,f937]) ).

fof(f21846,plain,
    ( $false
    | ~ spl0_1328
    | ~ spl0_1329
    | ~ spl0_1381 ),
    inference(forward_subsumption_resolution,[],[f21845,f21841]) ).

fof(f21847,plain,
    ( ~ spl0_1328
    | ~ spl0_1329
    | ~ spl0_1381 ),
    inference(avatar_contradiction_clause,[],[f21846]) ).

fof(f21849,definition,
    ( spl0_2690
  <=> node4(s434) ),
    introduced(definition,[new_symbols(definition,[spl0_2690])],[avatar_definition]) ).

fof(f21850,plain,
    ( node4(s434)
    | ~ spl0_2690 ),
    inference(avatar_component_clause,[],[f21849]) ).

fof(f21853,plain,
    ( ~ spl0_2690
    | ~ spl0_1324
    | ~ spl0_1325 ),
    inference(avatar_split_clause,[],[f21829,f7114,f7108,f21849]) ).

fof(f21854,plain,
    ( ! [X0] :
        ( trans(X0,s434)
        | always3(X0) )
    | ~ spl0_1385 ),
    inference(resolution,[],[f7913,f934]) ).

fof(f21855,plain,
    ( node4(s434)
    | ~ spl0_1385 ),
    inference(resolution,[],[f7913,f937]) ).

fof(f21860,definition,
    ( spl0_2691
  <=> node4(s436) ),
    introduced(definition,[new_symbols(definition,[spl0_2691])],[avatar_definition]) ).

fof(f21861,plain,
    ( node4(s436)
    | ~ spl0_2691 ),
    inference(avatar_component_clause,[],[f21860]) ).

fof(f21864,plain,
    ( spl0_2690
    | ~ spl0_1385 ),
    inference(avatar_split_clause,[],[f21855,f7911,f21849]) ).

fof(f21869,plain,
    ( ~ xuntil6(s437)
    | ~ node4(s437)
    | ~ spl0_1330 ),
    inference(resolution,[],[f7140,f938]) ).

fof(f21870,plain,
    ( ~ node4(s437)
    | ~ spl0_1330
    | ~ spl0_1331 ),
    inference(forward_subsumption_resolution,[],[f21869,f7146]) ).

fof(f21873,plain,
    ( ~ xuntil6(s437)
    | ~ spl0_1330
    | ~ spl0_1378 ),
    inference(forward_subsumption_resolution,[],[f21869,f11835]) ).

fof(f21874,plain,
    ( ~ spl0_1331
    | ~ spl0_1330
    | ~ spl0_1378 ),
    inference(avatar_split_clause,[],[f21873,f7880,f7138,f7144]) ).

fof(f21875,plain,
    ( ~ xuntil6(s438)
    | ~ node4(s438)
    | ~ spl0_1332 ),
    inference(resolution,[],[f7150,f938]) ).

fof(f21876,plain,
    ( ~ node4(s438)
    | ~ spl0_1332
    | ~ spl0_1333 ),
    inference(forward_subsumption_resolution,[],[f21875,f7156]) ).

fof(f21877,plain,
    ( $false
    | ~ spl0_1332
    | ~ spl0_1333
    | ~ spl0_1376 ),
    inference(forward_subsumption_resolution,[],[f21876,f11833]) ).

fof(f21878,plain,
    ( ~ spl0_1332
    | ~ spl0_1333
    | ~ spl0_1376 ),
    inference(avatar_contradiction_clause,[],[f21877]) ).

fof(f21880,definition,
    ( spl0_2692
  <=> node4(s437) ),
    introduced(definition,[new_symbols(definition,[spl0_2692])],[avatar_definition]) ).

fof(f21881,plain,
    ( node4(s437)
    | ~ spl0_2692 ),
    inference(avatar_component_clause,[],[f21880]) ).

fof(f21882,plain,
    ( ~ node4(s437)
    | spl0_2692 ),
    inference(avatar_component_clause,[],[f21880]) ).

fof(f21884,plain,
    ( ~ spl0_2692
    | ~ spl0_1330
    | ~ spl0_1331 ),
    inference(avatar_split_clause,[],[f21870,f7144,f7138,f21880]) ).

fof(f21885,plain,
    ( ! [X0] :
        ( trans(X0,s437)
        | always3(X0) )
    | ~ spl0_1379 ),
    inference(resolution,[],[f7886,f934]) ).

fof(f21886,plain,
    ( node4(s437)
    | ~ spl0_1379 ),
    inference(resolution,[],[f7886,f937]) ).

fof(f21887,plain,
    ( $false
    | ~ spl0_1379
    | spl0_2692 ),
    inference(forward_subsumption_resolution,[],[f21886,f21882]) ).

fof(f21888,plain,
    ( ~ spl0_1379
    | spl0_2692 ),
    inference(avatar_contradiction_clause,[],[f21887]) ).

fof(f21892,definition,
    ( spl0_2693
  <=> node4(s435) ),
    introduced(definition,[new_symbols(definition,[spl0_2693])],[avatar_definition]) ).

fof(f21893,plain,
    ( node4(s435)
    | ~ spl0_2693 ),
    inference(avatar_component_clause,[],[f21892]) ).

fof(f21894,plain,
    ( ~ node4(s435)
    | spl0_2693 ),
    inference(avatar_component_clause,[],[f21892]) ).

fof(f21897,plain,
    ( spl0_2692
    | ~ spl0_1378 ),
    inference(avatar_split_clause,[],[f11835,f7880,f21880]) ).

fof(f21898,plain,
    ( ~ spl0_2693
    | ~ spl0_1326
    | ~ spl0_1327 ),
    inference(avatar_split_clause,[],[f21835,f7124,f7118,f21892]) ).

fof(f21901,plain,
    ( ! [X0] :
        ( trans(X0,s435)
        | always3(X0) )
    | ~ spl0_1383 ),
    inference(resolution,[],[f7904,f934]) ).

fof(f21902,plain,
    ( node4(s435)
    | ~ spl0_1383 ),
    inference(resolution,[],[f7904,f937]) ).

fof(f21909,plain,
    ( $false
    | ~ spl0_1382
    | spl0_2693 ),
    inference(forward_subsumption_resolution,[],[f11839,f21894]) ).

fof(f21910,plain,
    ( ~ spl0_1382
    | spl0_2693 ),
    inference(avatar_contradiction_clause,[],[f21909]) ).

fof(f21911,plain,
    ( spl0_2693
    | ~ spl0_1383 ),
    inference(avatar_split_clause,[],[f21902,f7902,f21892]) ).

fof(f21918,plain,
    ( ! [X0] :
        ( trans(X0,s438)
        | always3(X0) )
    | ~ spl0_1377 ),
    inference(resolution,[],[f7877,f934]) ).

fof(f21919,plain,
    ( node4(s438)
    | ~ spl0_1377 ),
    inference(resolution,[],[f7877,f937]) ).

fof(f21920,plain,
    ( $false
    | ~ spl0_1332
    | ~ spl0_1333
    | ~ spl0_1377 ),
    inference(forward_subsumption_resolution,[],[f21919,f21876]) ).

fof(f21921,plain,
    ( ~ spl0_1332
    | ~ spl0_1333
    | ~ spl0_1377 ),
    inference(avatar_contradiction_clause,[],[f21920]) ).

fof(f21923,definition,
    ( spl0_2694
  <=> node4(s438) ),
    introduced(definition,[new_symbols(definition,[spl0_2694])],[avatar_definition]) ).

fof(f21924,plain,
    ( node4(s438)
    | ~ spl0_2694 ),
    inference(avatar_component_clause,[],[f21923]) ).

fof(f21928,plain,
    ( spl0_2694
    | ~ spl0_1377 ),
    inference(avatar_split_clause,[],[f21919,f7875,f21923]) ).

fof(f21929,plain,
    ( ~ xuntil6(s439)
    | ~ node4(s439)
    | ~ spl0_1334 ),
    inference(resolution,[],[f7160,f938]) ).

fof(f21930,plain,
    ( ~ node4(s439)
    | ~ spl0_1334
    | ~ spl0_1335 ),
    inference(forward_subsumption_resolution,[],[f21929,f7166]) ).

fof(f21931,plain,
    ( $false
    | ~ spl0_1334
    | ~ spl0_1335
    | ~ spl0_1374 ),
    inference(forward_subsumption_resolution,[],[f21930,f11831]) ).

fof(f21932,plain,
    ( ~ spl0_1334
    | ~ spl0_1335
    | ~ spl0_1374 ),
    inference(avatar_contradiction_clause,[],[f21931]) ).

fof(f21933,plain,
    ( ! [X0] :
        ( trans(X0,s439)
        | always3(X0) )
    | ~ spl0_1375 ),
    inference(resolution,[],[f7868,f934]) ).

fof(f21934,plain,
    ( node4(s439)
    | ~ spl0_1375 ),
    inference(resolution,[],[f7868,f937]) ).

fof(f21935,plain,
    ( $false
    | ~ spl0_1334
    | ~ spl0_1335
    | ~ spl0_1375 ),
    inference(forward_subsumption_resolution,[],[f21934,f21930]) ).

fof(f21936,plain,
    ( ~ spl0_1334
    | ~ spl0_1335
    | ~ spl0_1375 ),
    inference(avatar_contradiction_clause,[],[f21935]) ).

fof(f21938,definition,
    ( spl0_2695
  <=> node4(s439) ),
    introduced(definition,[new_symbols(definition,[spl0_2695])],[avatar_definition]) ).

fof(f21939,plain,
    ( node4(s439)
    | ~ spl0_2695 ),
    inference(avatar_component_clause,[],[f21938]) ).

fof(f21942,plain,
    ( spl0_2695
    | ~ spl0_1375 ),
    inference(avatar_split_clause,[],[f21934,f7866,f21938]) ).

fof(f21943,plain,
    ( ~ xuntil6(s440)
    | ~ node4(s440)
    | ~ spl0_1336 ),
    inference(resolution,[],[f7170,f938]) ).

fof(f21944,plain,
    ( ~ node4(s440)
    | ~ spl0_1336
    | ~ spl0_1337 ),
    inference(forward_subsumption_resolution,[],[f21943,f7176]) ).

fof(f21947,plain,
    ( ~ xuntil6(s440)
    | ~ spl0_1336
    | ~ spl0_1372 ),
    inference(forward_subsumption_resolution,[],[f21943,f11829]) ).

fof(f21948,plain,
    ( ~ spl0_1337
    | ~ spl0_1336
    | ~ spl0_1372 ),
    inference(avatar_split_clause,[],[f21947,f7853,f7168,f7174]) ).

fof(f21949,plain,
    ( ~ xuntil6(s441)
    | ~ node4(s441)
    | ~ spl0_1338 ),
    inference(resolution,[],[f7180,f938]) ).

fof(f21950,plain,
    ( ~ node4(s441)
    | ~ spl0_1338
    | ~ spl0_1339 ),
    inference(forward_subsumption_resolution,[],[f21949,f7186]) ).

fof(f21951,plain,
    ( $false
    | ~ spl0_1338
    | ~ spl0_1339
    | ~ spl0_1370 ),
    inference(forward_subsumption_resolution,[],[f21950,f11827]) ).

fof(f21952,plain,
    ( ~ spl0_1338
    | ~ spl0_1339
    | ~ spl0_1370 ),
    inference(avatar_contradiction_clause,[],[f21951]) ).

fof(f21953,plain,
    ( ! [X0] :
        ( trans(X0,s441)
        | always3(X0) )
    | ~ spl0_1371 ),
    inference(resolution,[],[f7850,f934]) ).

fof(f21954,plain,
    ( node4(s441)
    | ~ spl0_1371 ),
    inference(resolution,[],[f7850,f937]) ).

fof(f21955,plain,
    ( $false
    | ~ spl0_1338
    | ~ spl0_1339
    | ~ spl0_1371 ),
    inference(forward_subsumption_resolution,[],[f21954,f21950]) ).

fof(f21956,plain,
    ( ~ spl0_1338
    | ~ spl0_1339
    | ~ spl0_1371 ),
    inference(avatar_contradiction_clause,[],[f21955]) ).

fof(f21958,definition,
    ( spl0_2696
  <=> node4(s441) ),
    introduced(definition,[new_symbols(definition,[spl0_2696])],[avatar_definition]) ).

fof(f21959,plain,
    ( node4(s441)
    | ~ spl0_2696 ),
    inference(avatar_component_clause,[],[f21958]) ).

fof(f21962,plain,
    ( spl0_2696
    | ~ spl0_1371 ),
    inference(avatar_split_clause,[],[f21954,f7848,f21958]) ).

fof(f21963,plain,
    ( ~ xuntil6(s442)
    | ~ node4(s442)
    | ~ spl0_1340 ),
    inference(resolution,[],[f7190,f938]) ).

fof(f21964,plain,
    ( ~ node4(s442)
    | ~ spl0_1340
    | ~ spl0_1341 ),
    inference(forward_subsumption_resolution,[],[f21963,f7196]) ).

fof(f21965,plain,
    ( $false
    | ~ spl0_1340
    | ~ spl0_1341
    | ~ spl0_1368 ),
    inference(forward_subsumption_resolution,[],[f21964,f11825]) ).

fof(f21966,plain,
    ( ~ spl0_1340
    | ~ spl0_1341
    | ~ spl0_1368 ),
    inference(avatar_contradiction_clause,[],[f21965]) ).

fof(f21967,plain,
    ( ! [X0] :
        ( trans(X0,s442)
        | always3(X0) )
    | ~ spl0_1369 ),
    inference(resolution,[],[f7841,f934]) ).

fof(f21968,plain,
    ( node4(s442)
    | ~ spl0_1369 ),
    inference(resolution,[],[f7841,f937]) ).

fof(f21969,plain,
    ( $false
    | ~ spl0_1340
    | ~ spl0_1341
    | ~ spl0_1369 ),
    inference(forward_subsumption_resolution,[],[f21968,f21964]) ).

fof(f21970,plain,
    ( ~ spl0_1340
    | ~ spl0_1341
    | ~ spl0_1369 ),
    inference(avatar_contradiction_clause,[],[f21969]) ).

fof(f21972,definition,
    ( spl0_2697
  <=> node4(s440) ),
    introduced(definition,[new_symbols(definition,[spl0_2697])],[avatar_definition]) ).

fof(f21973,plain,
    ( node4(s440)
    | ~ spl0_2697 ),
    inference(avatar_component_clause,[],[f21972]) ).

fof(f21974,plain,
    ( ~ node4(s440)
    | spl0_2697 ),
    inference(avatar_component_clause,[],[f21972]) ).

fof(f21976,plain,
    ( ~ spl0_2697
    | ~ spl0_1336
    | ~ spl0_1337 ),
    inference(avatar_split_clause,[],[f21944,f7174,f7168,f21972]) ).

fof(f21979,plain,
    ( ! [X0] :
        ( trans(X0,s440)
        | always3(X0) )
    | ~ spl0_1373 ),
    inference(resolution,[],[f7859,f934]) ).

fof(f21980,plain,
    ( node4(s440)
    | ~ spl0_1373 ),
    inference(resolution,[],[f7859,f937]) ).

fof(f21981,plain,
    ( $false
    | ~ spl0_1373
    | spl0_2697 ),
    inference(forward_subsumption_resolution,[],[f21980,f21974]) ).

fof(f21982,plain,
    ( ~ spl0_1373
    | spl0_2697 ),
    inference(avatar_contradiction_clause,[],[f21981]) ).

fof(f21985,definition,
    ( spl0_2698
  <=> node4(s442) ),
    introduced(definition,[new_symbols(definition,[spl0_2698])],[avatar_definition]) ).

fof(f21986,plain,
    ( node4(s442)
    | ~ spl0_2698 ),
    inference(avatar_component_clause,[],[f21985]) ).

fof(f21992,plain,
    ( spl0_2697
    | ~ spl0_1372 ),
    inference(avatar_split_clause,[],[f11829,f7853,f21972]) ).

fof(f21997,plain,
    ( ~ xuntil6(s443)
    | ~ node4(s443)
    | ~ spl0_1342 ),
    inference(resolution,[],[f7200,f938]) ).

fof(f21998,plain,
    ( ~ node4(s443)
    | ~ spl0_1342
    | ~ spl0_1343 ),
    inference(forward_subsumption_resolution,[],[f21997,f7206]) ).

fof(f21999,plain,
    ( $false
    | ~ spl0_1342
    | ~ spl0_1343
    | ~ spl0_1366 ),
    inference(forward_subsumption_resolution,[],[f21998,f11823]) ).

fof(f22000,plain,
    ( ~ spl0_1342
    | ~ spl0_1343
    | ~ spl0_1366 ),
    inference(avatar_contradiction_clause,[],[f21999]) ).

fof(f22001,plain,
    ( ! [X0] :
        ( trans(X0,s443)
        | always3(X0) )
    | ~ spl0_1367 ),
    inference(resolution,[],[f7832,f934]) ).

fof(f22002,plain,
    ( node4(s443)
    | ~ spl0_1367 ),
    inference(resolution,[],[f7832,f937]) ).

fof(f22003,plain,
    ( $false
    | ~ spl0_1342
    | ~ spl0_1343
    | ~ spl0_1367 ),
    inference(forward_subsumption_resolution,[],[f22002,f21998]) ).

fof(f22004,plain,
    ( ~ spl0_1342
    | ~ spl0_1343
    | ~ spl0_1367 ),
    inference(avatar_contradiction_clause,[],[f22003]) ).

fof(f22006,definition,
    ( spl0_2699
  <=> node4(s443) ),
    introduced(definition,[new_symbols(definition,[spl0_2699])],[avatar_definition]) ).

fof(f22007,plain,
    ( node4(s443)
    | ~ spl0_2699 ),
    inference(avatar_component_clause,[],[f22006]) ).

fof(f22010,plain,
    ( spl0_2699
    | ~ spl0_1367 ),
    inference(avatar_split_clause,[],[f22002,f7830,f22006]) ).

fof(f22011,plain,
    ( ~ xuntil6(s444)
    | ~ node4(s444)
    | ~ spl0_1344 ),
    inference(resolution,[],[f7210,f938]) ).

fof(f22012,plain,
    ( ~ node4(s444)
    | ~ spl0_1344
    | ~ spl0_1345 ),
    inference(forward_subsumption_resolution,[],[f22011,f7216]) ).

fof(f22015,plain,
    ( ~ xuntil6(s444)
    | ~ spl0_1344
    | ~ spl0_1364 ),
    inference(forward_subsumption_resolution,[],[f22011,f11821]) ).

fof(f22016,plain,
    ( ~ spl0_1345
    | ~ spl0_1344
    | ~ spl0_1364 ),
    inference(avatar_split_clause,[],[f22015,f7817,f7208,f7214]) ).

fof(f22017,plain,
    ( ~ xuntil6(s445)
    | ~ node4(s445)
    | ~ spl0_1346 ),
    inference(resolution,[],[f7220,f938]) ).

fof(f22018,plain,
    ( ~ node4(s445)
    | ~ spl0_1346
    | ~ spl0_1347 ),
    inference(forward_subsumption_resolution,[],[f22017,f7226]) ).

fof(f22019,plain,
    ( $false
    | ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_1362 ),
    inference(forward_subsumption_resolution,[],[f22018,f11819]) ).

fof(f22020,plain,
    ( ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_1362 ),
    inference(avatar_contradiction_clause,[],[f22019]) ).

fof(f22021,plain,
    ( ! [X0] :
        ( trans(X0,s445)
        | always3(X0) )
    | ~ spl0_1363 ),
    inference(resolution,[],[f7814,f934]) ).

fof(f22022,plain,
    ( node4(s445)
    | ~ spl0_1363 ),
    inference(resolution,[],[f7814,f937]) ).

fof(f22023,plain,
    ( $false
    | ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_1363 ),
    inference(forward_subsumption_resolution,[],[f22022,f22018]) ).

fof(f22024,plain,
    ( ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_1363 ),
    inference(avatar_contradiction_clause,[],[f22023]) ).

fof(f22026,definition,
    ( spl0_2700
  <=> node4(s444) ),
    introduced(definition,[new_symbols(definition,[spl0_2700])],[avatar_definition]) ).

fof(f22027,plain,
    ( node4(s444)
    | ~ spl0_2700 ),
    inference(avatar_component_clause,[],[f22026]) ).

fof(f22028,plain,
    ( ~ node4(s444)
    | spl0_2700 ),
    inference(avatar_component_clause,[],[f22026]) ).

fof(f22030,plain,
    ( ~ spl0_2700
    | ~ spl0_1344
    | ~ spl0_1345 ),
    inference(avatar_split_clause,[],[f22012,f7214,f7208,f22026]) ).

fof(f22033,plain,
    ( ! [X0] :
        ( trans(X0,s444)
        | always3(X0) )
    | ~ spl0_1365 ),
    inference(resolution,[],[f7823,f934]) ).

fof(f22034,plain,
    ( node4(s444)
    | ~ spl0_1365 ),
    inference(resolution,[],[f7823,f937]) ).

fof(f22035,plain,
    ( $false
    | ~ spl0_1365
    | spl0_2700 ),
    inference(forward_subsumption_resolution,[],[f22034,f22028]) ).

fof(f22036,plain,
    ( ~ spl0_1365
    | spl0_2700 ),
    inference(avatar_contradiction_clause,[],[f22035]) ).

fof(f22038,definition,
    ( spl0_2701
  <=> node4(s445) ),
    introduced(definition,[new_symbols(definition,[spl0_2701])],[avatar_definition]) ).

fof(f22039,plain,
    ( node4(s445)
    | ~ spl0_2701 ),
    inference(avatar_component_clause,[],[f22038]) ).

fof(f22044,plain,
    ( spl0_2700
    | ~ spl0_1364 ),
    inference(avatar_split_clause,[],[f11821,f7817,f22026]) ).

fof(f22045,plain,
    ( ~ xuntil6(s445)
    | ~ node4(s445)
    | ~ spl0_1346 ),
    inference(resolution,[],[f7220,f938]) ).

fof(f22046,plain,
    ( ~ spl0_2701
    | ~ spl0_1347
    | ~ spl0_1346 ),
    inference(avatar_split_clause,[],[f22045,f7218,f7224,f22038]) ).

fof(f22047,plain,
    ( ~ xuntil6(s446)
    | ~ node4(s446)
    | ~ spl0_1348 ),
    inference(resolution,[],[f7230,f938]) ).

fof(f22048,plain,
    ( ~ node4(s446)
    | ~ spl0_1348
    | ~ spl0_1349 ),
    inference(forward_subsumption_resolution,[],[f22047,f7236]) ).

fof(f22051,plain,
    ( ~ xuntil6(s446)
    | ~ spl0_1348
    | ~ spl0_1360 ),
    inference(forward_subsumption_resolution,[],[f22047,f11813]) ).

fof(f22052,plain,
    ( ~ spl0_1349
    | ~ spl0_1348
    | ~ spl0_1360 ),
    inference(avatar_split_clause,[],[f22051,f7799,f7228,f7234]) ).

fof(f22053,plain,
    ( ~ xuntil6(s447)
    | ~ node4(s447)
    | ~ spl0_1350 ),
    inference(resolution,[],[f7240,f938]) ).

fof(f22054,plain,
    ( ~ node4(s447)
    | ~ spl0_1350
    | ~ spl0_1351 ),
    inference(forward_subsumption_resolution,[],[f22053,f7246]) ).

fof(f22109,plain,
    ( spl0_2701
    | ~ spl0_1362 ),
    inference(avatar_split_clause,[],[f11819,f7808,f22038]) ).

fof(f22110,plain,
    ( spl0_2698
    | ~ spl0_1368 ),
    inference(avatar_split_clause,[],[f11825,f7835,f21985]) ).

fof(f22111,plain,
    ( spl0_2683
    | ~ spl0_1398 ),
    inference(avatar_split_clause,[],[f11855,f7970,f21731]) ).

fof(f22112,plain,
    ( spl0_2657
    | ~ spl0_1448 ),
    inference(avatar_split_clause,[],[f11905,f8195,f21113]) ).

fof(f22113,plain,
    ( spl0_2656
    | ~ spl0_1466 ),
    inference(avatar_split_clause,[],[f11923,f8276,f21099]) ).

fof(f22114,plain,
    ( spl0_2628
    | ~ spl0_1490 ),
    inference(avatar_split_clause,[],[f11947,f8384,f20174]) ).

fof(f22115,plain,
    ( spl0_2654
    | ~ spl0_1560 ),
    inference(avatar_split_clause,[],[f12017,f8699,f20857]) ).

fof(f22116,plain,
    ( spl0_2586
    | ~ spl0_1646 ),
    inference(avatar_split_clause,[],[f12103,f9086,f19220]) ).

fof(f22117,plain,
    ( spl0_2541
    | ~ spl0_1682 ),
    inference(avatar_split_clause,[],[f12139,f9248,f18359]) ).

fof(f22118,plain,
    ( spl0_2540
    | ~ spl0_1710 ),
    inference(avatar_split_clause,[],[f12167,f9374,f18334]) ).

fof(f22119,plain,
    ( spl0_2515
    | ~ spl0_1734 ),
    inference(avatar_split_clause,[],[f12191,f9482,f17773]) ).

fof(f22120,plain,
    ( spl0_2510
    | ~ spl0_1744 ),
    inference(avatar_split_clause,[],[f12201,f9527,f17679]) ).

fof(f22121,plain,
    ( spl0_2504
    | ~ spl0_1754 ),
    inference(avatar_split_clause,[],[f12211,f9572,f17571]) ).

fof(f22122,plain,
    ( spl0_2503
    | ~ spl0_1764 ),
    inference(avatar_split_clause,[],[f12221,f9617,f17561]) ).

fof(f22123,plain,
    ( spl0_2495
    | ~ spl0_1774 ),
    inference(avatar_split_clause,[],[f12231,f9662,f17359]) ).

fof(f22124,plain,
    ( spl0_2484
    | ~ spl0_1796 ),
    inference(avatar_split_clause,[],[f12253,f9761,f17155]) ).

fof(f22125,plain,
    ( spl0_2481
    | ~ spl0_1802 ),
    inference(avatar_split_clause,[],[f12259,f9788,f17097]) ).

fof(f22126,plain,
    ( spl0_2474
    | ~ spl0_1816 ),
    inference(avatar_split_clause,[],[f12273,f9851,f16967]) ).

fof(f22127,plain,
    ( spl0_2469
    | ~ spl0_1826 ),
    inference(avatar_split_clause,[],[f12283,f9896,f16873]) ).

fof(f22128,plain,
    ( spl0_2464
    | ~ spl0_1836 ),
    inference(avatar_split_clause,[],[f12293,f9941,f16777]) ).

fof(f22129,plain,
    ( spl0_2458
    | ~ spl0_1848 ),
    inference(avatar_split_clause,[],[f12305,f9995,f16661]) ).

fof(f22130,plain,
    ( spl0_2452
    | ~ spl0_1860 ),
    inference(avatar_split_clause,[],[f12317,f10049,f16545]) ).

fof(f22131,plain,
    ( spl0_2445
    | ~ spl0_1874 ),
    inference(avatar_split_clause,[],[f12331,f10112,f16423]) ).

fof(f22132,plain,
    ( spl0_2443
    | ~ spl0_1878 ),
    inference(avatar_split_clause,[],[f12335,f10130,f16365]) ).

fof(f22133,plain,
    ( spl0_2430
    | ~ spl0_1904 ),
    inference(avatar_split_clause,[],[f12361,f10247,f16113]) ).

fof(f22134,plain,
    ( spl0_2419
    | ~ spl0_1926 ),
    inference(avatar_split_clause,[],[f12383,f10346,f15909]) ).

fof(f22135,plain,
    ( spl0_2414
    | ~ spl0_1936 ),
    inference(avatar_split_clause,[],[f12393,f10391,f15809]) ).

fof(f22136,plain,
    ( spl0_2407
    | ~ spl0_1950 ),
    inference(avatar_split_clause,[],[f12407,f10454,f15673]) ).

fof(f22137,plain,
    ( spl0_2400
    | ~ spl0_1964 ),
    inference(avatar_split_clause,[],[f12421,f10517,f15547]) ).

fof(f22138,plain,
    ( spl0_2398
    | ~ spl0_1968 ),
    inference(avatar_split_clause,[],[f12425,f10535,f15499]) ).

fof(f22139,plain,
    ( spl0_2390
    | ~ spl0_1984 ),
    inference(avatar_split_clause,[],[f12441,f10607,f15351]) ).

fof(f22140,plain,
    ( spl0_2386
    | ~ spl0_1992 ),
    inference(avatar_split_clause,[],[f12449,f10643,f15271]) ).

fof(f22141,plain,
    ( spl0_2380
    | ~ spl0_2004 ),
    inference(avatar_split_clause,[],[f12461,f10697,f15141]) ).

fof(f22142,plain,
    ( spl0_2362
    | ~ spl0_2040 ),
    inference(avatar_split_clause,[],[f12497,f10859,f14837]) ).

fof(f22143,plain,
    ( spl0_2360
    | ~ spl0_2044 ),
    inference(avatar_split_clause,[],[f12501,f10877,f14797]) ).

fof(f22144,plain,
    ( spl0_2356
    | ~ spl0_2052 ),
    inference(avatar_split_clause,[],[f12509,f10913,f14713]) ).

fof(f22145,plain,
    ( spl0_2348
    | ~ spl0_2068 ),
    inference(avatar_split_clause,[],[f12525,f10985,f14541]) ).

fof(f22146,plain,
    ( spl0_2332
    | ~ spl0_2100 ),
    inference(avatar_split_clause,[],[f12557,f11129,f14227]) ).

fof(f22147,plain,
    ( spl0_2317
    | ~ spl0_2130 ),
    inference(avatar_split_clause,[],[f12587,f11264,f13931]) ).

fof(f22148,plain,
    ( spl0_2302
    | ~ spl0_2160 ),
    inference(avatar_split_clause,[],[f12617,f11399,f13633]) ).

fof(f22149,plain,
    ( spl0_2285
    | ~ spl0_2194 ),
    inference(avatar_split_clause,[],[f12651,f11552,f13297]) ).

fof(f22150,plain,
    ( spl0_2267
    | ~ spl0_2230 ),
    inference(avatar_split_clause,[],[f12687,f11714,f12952]) ).

fof(f22151,plain,
    ( spl0_2524
    | ~ spl0_1701 ),
    inference(avatar_split_clause,[],[f18002,f9333,f18016]) ).

fof(f22152,plain,
    ( spl0_2530
    | ~ spl0_1687 ),
    inference(avatar_split_clause,[],[f18106,f9270,f18120]) ).

fof(f22153,plain,
    ( spl0_2545
    | ~ spl0_1671 ),
    inference(avatar_split_clause,[],[f18450,f9198,f18464]) ).

fof(f22154,plain,
    ( spl0_2587
    | ~ spl0_1585 ),
    inference(avatar_split_clause,[],[f19011,f8811,f19265]) ).

fof(f22155,plain,
    ( spl0_2599
    | ~ spl0_1543 ),
    inference(avatar_split_clause,[],[f19607,f8622,f19621]) ).

fof(f22156,plain,
    ( spl0_2618
    | ~ spl0_1497 ),
    inference(avatar_split_clause,[],[f19936,f8415,f19950]) ).

fof(f22157,plain,
    ( spl0_2670
    | ~ spl0_1415 ),
    inference(avatar_split_clause,[],[f21431,f8046,f21446]) ).

fof(f22158,plain,
    ( spl0_2691
    | ~ spl0_1381 ),
    inference(avatar_split_clause,[],[f21845,f7893,f21860]) ).

fof(f22162,definition,
    ( spl0_2702
  <=> m_main_v_request(s448) ),
    introduced(definition,[new_symbols(definition,[spl0_2702])],[avatar_definition]) ).

fof(f22164,plain,
    ( m_main_v_request(s448)
    | ~ spl0_2702 ),
    inference(avatar_component_clause,[],[f22162]) ).

fof(f22166,definition,
    ( spl0_2703
  <=> always3(s448) ),
    introduced(definition,[new_symbols(definition,[spl0_2703])],[avatar_definition]) ).

fof(f22168,plain,
    ( always3(s448)
    | ~ spl0_2703 ),
    inference(avatar_component_clause,[],[f22166]) ).

fof(f22169,plain,
    ( spl0_2702
    | spl0_2703 ),
    inference(avatar_split_clause,[],[f7797,f22166,f22162]) ).

fof(f22171,definition,
    ( spl0_2704
  <=> m_main_v_request(s447) ),
    introduced(definition,[new_symbols(definition,[spl0_2704])],[avatar_definition]) ).

fof(f22173,plain,
    ( m_main_v_request(s447)
    | ~ spl0_2704 ),
    inference(avatar_component_clause,[],[f22171]) ).

fof(f22175,definition,
    ( spl0_2705
  <=> always3(s447) ),
    introduced(definition,[new_symbols(definition,[spl0_2705])],[avatar_definition]) ).

fof(f22177,plain,
    ( always3(s447)
    | ~ spl0_2705 ),
    inference(avatar_component_clause,[],[f22175]) ).

fof(f22178,plain,
    ( spl0_2704
    | spl0_2705 ),
    inference(avatar_split_clause,[],[f7796,f22175,f22171]) ).

fof(f22180,plain,
    ( node4(s449)
    | ~ spl0_1359 ),
    inference(resolution,[],[f7309,f936]) ).

fof(f22182,plain,
    ( node4(s448)
    | ~ spl0_2702 ),
    inference(resolution,[],[f22164,f936]) ).

fof(f22184,plain,
    ( node4(s447)
    | ~ spl0_2704 ),
    inference(resolution,[],[f22173,f936]) ).

fof(f22185,plain,
    ( $false
    | ~ spl0_1350
    | ~ spl0_1351
    | ~ spl0_2704 ),
    inference(forward_subsumption_resolution,[],[f22184,f22054]) ).

fof(f22186,plain,
    ( ~ spl0_1350
    | ~ spl0_1351
    | ~ spl0_2704 ),
    inference(avatar_contradiction_clause,[],[f22185]) ).

fof(f22188,definition,
    ( spl0_2706
  <=> node4(s447) ),
    introduced(definition,[new_symbols(definition,[spl0_2706])],[avatar_definition]) ).

fof(f22189,plain,
    ( node4(s447)
    | ~ spl0_2706 ),
    inference(avatar_component_clause,[],[f22188]) ).

fof(f22192,plain,
    ( spl0_2706
    | ~ spl0_2704 ),
    inference(avatar_split_clause,[],[f22184,f22171,f22188]) ).

fof(f22193,plain,
    ( ~ xuntil6(s448)
    | ~ node4(s448)
    | ~ spl0_1352 ),
    inference(resolution,[],[f7250,f938]) ).

fof(f22194,plain,
    ( ~ node4(s448)
    | ~ spl0_1352
    | ~ spl0_1353 ),
    inference(forward_subsumption_resolution,[],[f22193,f7256]) ).

fof(f22195,plain,
    ( $false
    | ~ spl0_1352
    | ~ spl0_1353
    | ~ spl0_2702 ),
    inference(forward_subsumption_resolution,[],[f22182,f22194]) ).

fof(f22196,plain,
    ( ~ spl0_1352
    | ~ spl0_1353
    | ~ spl0_2702 ),
    inference(avatar_contradiction_clause,[],[f22195]) ).

fof(f22198,definition,
    ( spl0_2707
  <=> node4(s448) ),
    introduced(definition,[new_symbols(definition,[spl0_2707])],[avatar_definition]) ).

fof(f22199,plain,
    ( node4(s448)
    | ~ spl0_2707 ),
    inference(avatar_component_clause,[],[f22198]) ).

fof(f22202,plain,
    ( spl0_2707
    | ~ spl0_2702 ),
    inference(avatar_split_clause,[],[f22182,f22162,f22198]) ).

fof(f22203,plain,
    ( ~ xuntil6(s449)
    | ~ node4(s449)
    | ~ spl0_1354 ),
    inference(resolution,[],[f7260,f938]) ).

fof(f22204,plain,
    ( ~ node4(s449)
    | ~ spl0_456
    | ~ spl0_1354 ),
    inference(forward_subsumption_resolution,[],[f22203,f2771]) ).

fof(f22205,plain,
    ( $false
    | ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_1359 ),
    inference(forward_subsumption_resolution,[],[f22204,f22180]) ).

fof(f22206,plain,
    ( ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_1359 ),
    inference(avatar_contradiction_clause,[],[f22205]) ).

fof(f22207,plain,
    ( ~ spl0_2707
    | ~ spl0_1352
    | ~ spl0_1353 ),
    inference(avatar_split_clause,[],[f22194,f7254,f7248,f22198]) ).

fof(f22208,plain,
    ( ! [X0] :
        ( trans(X0,s448)
        | always3(X0) )
    | ~ spl0_2703 ),
    inference(resolution,[],[f22168,f934]) ).

fof(f22209,plain,
    ( node4(s448)
    | ~ spl0_2703 ),
    inference(resolution,[],[f22168,f937]) ).

fof(f22212,plain,
    ( ~ spl0_2706
    | ~ spl0_1350
    | ~ spl0_1351 ),
    inference(avatar_split_clause,[],[f22054,f7244,f7238,f22188]) ).

fof(f22213,plain,
    ( spl0_2707
    | ~ spl0_2703 ),
    inference(avatar_split_clause,[],[f22209,f22166,f22198]) ).

fof(f22214,plain,
    ( ! [X0] :
        ( trans(X0,s447)
        | always3(X0) )
    | ~ spl0_2705 ),
    inference(resolution,[],[f22177,f934]) ).

fof(f22215,plain,
    ( node4(s447)
    | ~ spl0_2705 ),
    inference(resolution,[],[f22177,f937]) ).

fof(f22218,plain,
    ( spl0_2706
    | ~ spl0_2705 ),
    inference(avatar_split_clause,[],[f22215,f22175,f22188]) ).

fof(f22220,definition,
    ( spl0_2708
  <=> node4(s446) ),
    introduced(definition,[new_symbols(definition,[spl0_2708])],[avatar_definition]) ).

fof(f22221,plain,
    ( node4(s446)
    | ~ spl0_2708 ),
    inference(avatar_component_clause,[],[f22220]) ).

fof(f22222,plain,
    ( ~ node4(s446)
    | spl0_2708 ),
    inference(avatar_component_clause,[],[f22220]) ).

fof(f22224,plain,
    ( ~ spl0_2708
    | ~ spl0_1348
    | ~ spl0_1349 ),
    inference(avatar_split_clause,[],[f22048,f7234,f7228,f22220]) ).

fof(f22225,plain,
    ( ! [X0] :
        ( trans(X0,s446)
        | always3(X0) )
    | ~ spl0_1361 ),
    inference(resolution,[],[f7805,f934]) ).

fof(f22226,plain,
    ( node4(s446)
    | ~ spl0_1361 ),
    inference(resolution,[],[f7805,f937]) ).

fof(f22227,plain,
    ( $false
    | ~ spl0_1361
    | spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f22226,f22222]) ).

fof(f22228,plain,
    ( ~ spl0_1361
    | spl0_2708 ),
    inference(avatar_contradiction_clause,[],[f22227]) ).

fof(f22234,plain,
    ( spl0_2708
    | ~ spl0_1360 ),
    inference(avatar_split_clause,[],[f11813,f7799,f22220]) ).

fof(f22242,plain,
    ( node4(s449)
    | ~ spl0_1358 ),
    inference(resolution,[],[f7305,f937]) ).

fof(f22243,plain,
    ( $false
    | ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f22242,f22204]) ).

fof(f22244,plain,
    ( ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_1358 ),
    inference(avatar_contradiction_clause,[],[f22243]) ).

fof(f22246,definition,
    ( spl0_2709
  <=> node4(s449) ),
    introduced(definition,[new_symbols(definition,[spl0_2709])],[avatar_definition]) ).

fof(f22247,plain,
    ( node4(s449)
    | ~ spl0_2709 ),
    inference(avatar_component_clause,[],[f22246]) ).

fof(f22252,plain,
    ( node4(s449)
    | ~ spl0_1359 ),
    inference(resolution,[],[f7309,f936]) ).

fof(f22253,plain,
    ( spl0_2709
    | ~ spl0_1359 ),
    inference(avatar_split_clause,[],[f22252,f7307,f22246]) ).

fof(f22254,plain,
    ( until2p7(s449)
    | spl0_4
    | ~ spl0_457 ),
    inference(resolution,[],[f2774,f959]) ).

fof(f22256,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_4
    | ~ spl0_457 ),
    inference(resolution,[],[f22254,f942]) ).

fof(f22257,plain,
    ( xuntil2p8(s449)
    | spl0_4
    | ~ spl0_457
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f22256,f22247]) ).

fof(f22259,plain,
    ( ~ last(s449)
    | spl0_4
    | ~ spl0_457
    | ~ spl0_2709 ),
    inference(resolution,[],[f22257,f472]) ).

fof(f22260,plain,
    ( $false
    | spl0_4
    | ~ spl0_457
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f22259,f450]) ).

fof(f22261,plain,
    ( spl0_4
    | ~ spl0_457
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f22260]) ).

fof(f22263,plain,
    ( until2p7(s1)
    | spl0_452
    | ~ spl0_457 ),
    inference(resolution,[],[f2751,f2774]) ).

fof(f22265,plain,
    ( xuntil2p8(s1)
    | ~ node4(s1)
    | spl0_452
    | ~ spl0_457 ),
    inference(resolution,[],[f22263,f942]) ).

fof(f22266,plain,
    ( xuntil2p8(s1)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(forward_subsumption_resolution,[],[f22265,f12751]) ).

fof(f22267,plain,
    ( ! [X0] :
        ( succ(s1,X0)
        | until2p7(X0) )
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(resolution,[],[f22266,f943]) ).

fof(f22271,plain,
    ( until2p7(s2)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(resolution,[],[f22267,f475]) ).

fof(f22272,plain,
    ( xuntil2p8(s2)
    | ~ node4(s2)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(resolution,[],[f22271,f942]) ).

fof(f22273,plain,
    ( xuntil2p8(s2)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(forward_subsumption_resolution,[],[f22272,f12768]) ).

fof(f22274,plain,
    ( ! [X0] :
        ( succ(s2,X0)
        | until2p7(X0) )
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(resolution,[],[f22273,f943]) ).

fof(f22276,plain,
    ( ! [X0] :
        ( succ(X0,s1)
        | always3(X0) )
    | ~ spl0_2251 ),
    inference(resolution,[],[f12745,f923]) ).

fof(f22277,plain,
    ( always3(s449)
    | spl0_452
    | ~ spl0_2251 ),
    inference(resolution,[],[f12745,f2751]) ).

fof(f22278,plain,
    ( spl0_1358
    | spl0_452
    | ~ spl0_2251 ),
    inference(avatar_split_clause,[],[f22277,f11808,f2749,f7303]) ).

fof(f22279,plain,
    ( until2p7(s448)
    | spl0_5
    | ~ spl0_457 ),
    inference(resolution,[],[f963,f2774]) ).

fof(f22280,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_5 ),
    inference(resolution,[],[f963,f7295]) ).

fof(f22281,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | spl0_5
    | ~ spl0_457 ),
    inference(resolution,[],[f22279,f942]) ).

fof(f22282,plain,
    ( xuntil2p8(s448)
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707 ),
    inference(forward_subsumption_resolution,[],[f22281,f22199]) ).

fof(f22284,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707 ),
    inference(resolution,[],[f22282,f943]) ).

fof(f22286,plain,
    ( until2p7(s449)
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707 ),
    inference(resolution,[],[f22284,f922]) ).

fof(f22287,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707 ),
    inference(resolution,[],[f22286,f942]) ).

fof(f22288,plain,
    ( xuntil2p8(s449)
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f22287,f22247]) ).

fof(f22290,plain,
    ( ~ last(s449)
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(resolution,[],[f22288,f472]) ).

fof(f22291,plain,
    ( $false
    | spl0_5
    | ~ spl0_457
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f22290,f450]) ).

fof(f22292,plain,
    ( spl0_5
    | ~ spl0_457
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f22291]) ).

fof(f22293,plain,
    ( ! [X0] :
        ( succ(X0,s10)
        | always3(X0) )
    | ~ spl0_2233 ),
    inference(resolution,[],[f12835,f923]) ).

fof(f22294,plain,
    ( ! [X0] :
        ( succ(X0,s9)
        | always3(X0) )
    | ~ spl0_2235 ),
    inference(resolution,[],[f12846,f923]) ).

fof(f22296,plain,
    ( until2p7(s2)
    | spl0_451
    | ~ spl0_457 ),
    inference(resolution,[],[f2747,f2774]) ).

fof(f22297,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_451 ),
    inference(resolution,[],[f2747,f7295]) ).

fof(f22298,plain,
    ( xuntil2p8(s2)
    | ~ node4(s2)
    | spl0_451
    | ~ spl0_457 ),
    inference(resolution,[],[f22296,f942]) ).

fof(f22299,plain,
    ( xuntil2p8(s2)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258 ),
    inference(forward_subsumption_resolution,[],[f22298,f12768]) ).

fof(f22300,plain,
    ( ! [X0] :
        ( succ(s2,X0)
        | until2p7(X0) )
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258 ),
    inference(resolution,[],[f22299,f943]) ).

fof(f22302,plain,
    ( until2p7(s3)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258 ),
    inference(resolution,[],[f22300,f476]) ).

fof(f22303,plain,
    ( xuntil2p8(s3)
    | ~ node4(s3)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258 ),
    inference(resolution,[],[f22302,f942]) ).

fof(f22304,plain,
    ( xuntil2p8(s3)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2266 ),
    inference(forward_subsumption_resolution,[],[f22303,f12908]) ).

fof(f22305,plain,
    ( ! [X0] :
        ( succ(s3,X0)
        | until2p7(X0) )
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2266 ),
    inference(resolution,[],[f22304,f943]) ).

fof(f22307,plain,
    ( ! [X0] :
        ( succ(X0,s8)
        | always3(X0) )
    | ~ spl0_2237 ),
    inference(resolution,[],[f12857,f923]) ).

fof(f22308,plain,
    ( ! [X0] :
        ( succ(X0,s7)
        | always3(X0) )
    | ~ spl0_2239 ),
    inference(resolution,[],[f12868,f923]) ).

fof(f22309,plain,
    ( ! [X0] :
        ( succ(X0,s6)
        | always3(X0) )
    | ~ spl0_2241 ),
    inference(resolution,[],[f12879,f923]) ).

fof(f22310,plain,
    ( ! [X0] :
        ( succ(X0,s5)
        | always3(X0) )
    | ~ spl0_2243 ),
    inference(resolution,[],[f12890,f923]) ).

fof(f22311,plain,
    ( ! [X0] :
        ( succ(X0,s4)
        | always3(X0) )
    | ~ spl0_2245 ),
    inference(resolution,[],[f12901,f923]) ).

fof(f22312,plain,
    ( ! [X0] :
        ( succ(X0,s3)
        | always3(X0) )
    | ~ spl0_2247 ),
    inference(resolution,[],[f12912,f923]) ).

fof(f22313,plain,
    ( ! [X0] :
        ( succ(X0,s28)
        | always3(X0) )
    | ~ spl0_2197 ),
    inference(resolution,[],[f13100,f923]) ).

fof(f22314,plain,
    ( ! [X0] :
        ( succ(X0,s27)
        | always3(X0) )
    | ~ spl0_2199 ),
    inference(resolution,[],[f13111,f923]) ).

fof(f22315,plain,
    ( ! [X0] :
        ( succ(X0,s26)
        | always3(X0) )
    | ~ spl0_2201 ),
    inference(resolution,[],[f13122,f923]) ).

fof(f22316,plain,
    ( ! [X0] :
        ( succ(X0,s25)
        | always3(X0) )
    | ~ spl0_2203 ),
    inference(resolution,[],[f13133,f923]) ).

fof(f22317,plain,
    ( ! [X0] :
        ( succ(X0,s24)
        | always3(X0) )
    | ~ spl0_2205 ),
    inference(resolution,[],[f13144,f923]) ).

fof(f22318,plain,
    ( ! [X0] :
        ( succ(X0,s23)
        | always3(X0) )
    | ~ spl0_2207 ),
    inference(resolution,[],[f13155,f923]) ).

fof(f22319,plain,
    ( ! [X0] :
        ( succ(X0,s22)
        | always3(X0) )
    | ~ spl0_2209 ),
    inference(resolution,[],[f13166,f923]) ).

fof(f22320,plain,
    ( ! [X0] :
        ( succ(X0,s21)
        | always3(X0) )
    | ~ spl0_2211 ),
    inference(resolution,[],[f13177,f923]) ).

fof(f22321,plain,
    ( ! [X0] :
        ( succ(X0,s20)
        | always3(X0) )
    | ~ spl0_2213 ),
    inference(resolution,[],[f13188,f923]) ).

fof(f22322,plain,
    ( ! [X0] :
        ( succ(X0,s19)
        | always3(X0) )
    | ~ spl0_2215 ),
    inference(resolution,[],[f13199,f923]) ).

fof(f22323,plain,
    ( ! [X0] :
        ( succ(X0,s18)
        | always3(X0) )
    | ~ spl0_2217 ),
    inference(resolution,[],[f13210,f923]) ).

fof(f22324,plain,
    ( ! [X0] :
        ( succ(X0,s17)
        | always3(X0) )
    | ~ spl0_2219 ),
    inference(resolution,[],[f13221,f923]) ).

fof(f22325,plain,
    ( ! [X0] :
        ( succ(X0,s16)
        | always3(X0) )
    | ~ spl0_2221 ),
    inference(resolution,[],[f13232,f923]) ).

fof(f22326,plain,
    ( ! [X0] :
        ( succ(X0,s15)
        | always3(X0) )
    | ~ spl0_2223 ),
    inference(resolution,[],[f13243,f923]) ).

fof(f22327,plain,
    ( ! [X0] :
        ( succ(X0,s14)
        | always3(X0) )
    | ~ spl0_2225 ),
    inference(resolution,[],[f13254,f923]) ).

fof(f22328,plain,
    ( ! [X0] :
        ( succ(X0,s13)
        | always3(X0) )
    | ~ spl0_2227 ),
    inference(resolution,[],[f13265,f923]) ).

fof(f22329,plain,
    ( ! [X0] :
        ( succ(X0,s12)
        | always3(X0) )
    | ~ spl0_2229 ),
    inference(resolution,[],[f13276,f923]) ).

fof(f22330,plain,
    ( ! [X0] :
        ( succ(X0,s45)
        | always3(X0) )
    | ~ spl0_2163 ),
    inference(resolution,[],[f13448,f923]) ).

fof(f22331,plain,
    ( ! [X0] :
        ( succ(X0,s44)
        | always3(X0) )
    | ~ spl0_2165 ),
    inference(resolution,[],[f13459,f923]) ).

fof(f22332,plain,
    ( ! [X0] :
        ( succ(X0,s43)
        | always3(X0) )
    | ~ spl0_2167 ),
    inference(resolution,[],[f13470,f923]) ).

fof(f22333,plain,
    ( ! [X0] :
        ( succ(X0,s42)
        | always3(X0) )
    | ~ spl0_2169 ),
    inference(resolution,[],[f13481,f923]) ).

fof(f22334,plain,
    ( ! [X0] :
        ( succ(X0,s41)
        | always3(X0) )
    | ~ spl0_2171 ),
    inference(resolution,[],[f13492,f923]) ).

fof(f22335,plain,
    ( ! [X0] :
        ( succ(X0,s40)
        | always3(X0) )
    | ~ spl0_2173 ),
    inference(resolution,[],[f13503,f923]) ).

fof(f22336,plain,
    ( ! [X0] :
        ( succ(X0,s39)
        | always3(X0) )
    | ~ spl0_2175 ),
    inference(resolution,[],[f13514,f923]) ).

fof(f22337,plain,
    ( ! [X0] :
        ( succ(X0,s38)
        | always3(X0) )
    | ~ spl0_2177 ),
    inference(resolution,[],[f13525,f923]) ).

fof(f22338,plain,
    ( ! [X0] :
        ( succ(X0,s37)
        | always3(X0) )
    | ~ spl0_2179 ),
    inference(resolution,[],[f13536,f923]) ).

fof(f22339,plain,
    ( ! [X0] :
        ( succ(X0,s36)
        | always3(X0) )
    | ~ spl0_2181 ),
    inference(resolution,[],[f13547,f923]) ).

fof(f22340,plain,
    ( ! [X0] :
        ( succ(X0,s35)
        | always3(X0) )
    | ~ spl0_2183 ),
    inference(resolution,[],[f13558,f923]) ).

fof(f22341,plain,
    ( ! [X0] :
        ( succ(X0,s34)
        | always3(X0) )
    | ~ spl0_2185 ),
    inference(resolution,[],[f13569,f923]) ).

fof(f22342,plain,
    ( ! [X0] :
        ( succ(X0,s33)
        | always3(X0) )
    | ~ spl0_2187 ),
    inference(resolution,[],[f13580,f923]) ).

fof(f22343,plain,
    ( ! [X0] :
        ( succ(X0,s32)
        | always3(X0) )
    | ~ spl0_2189 ),
    inference(resolution,[],[f13591,f923]) ).

fof(f22344,plain,
    ( ! [X0] :
        ( succ(X0,s31)
        | always3(X0) )
    | ~ spl0_2191 ),
    inference(resolution,[],[f13602,f923]) ).

fof(f22345,plain,
    ( ! [X0] :
        ( succ(X0,s30)
        | always3(X0) )
    | ~ spl0_2193 ),
    inference(resolution,[],[f13613,f923]) ).

fof(f22346,plain,
    ( ! [X0] :
        ( succ(X0,s60)
        | always3(X0) )
    | ~ spl0_2133 ),
    inference(resolution,[],[f13770,f923]) ).

fof(f22347,plain,
    ( ! [X0] :
        ( succ(X0,s59)
        | always3(X0) )
    | ~ spl0_2135 ),
    inference(resolution,[],[f13781,f923]) ).

fof(f22348,plain,
    ( ! [X0] :
        ( succ(X0,s58)
        | always3(X0) )
    | ~ spl0_2137 ),
    inference(resolution,[],[f13792,f923]) ).

fof(f22349,plain,
    ( ! [X0] :
        ( succ(X0,s57)
        | always3(X0) )
    | ~ spl0_2139 ),
    inference(resolution,[],[f13803,f923]) ).

fof(f22350,plain,
    ( ! [X0] :
        ( succ(X0,s56)
        | always3(X0) )
    | ~ spl0_2141 ),
    inference(resolution,[],[f13814,f923]) ).

fof(f22351,plain,
    ( ! [X0] :
        ( succ(X0,s55)
        | always3(X0) )
    | ~ spl0_2143 ),
    inference(resolution,[],[f13825,f923]) ).

fof(f22352,plain,
    ( ! [X0] :
        ( succ(X0,s54)
        | always3(X0) )
    | ~ spl0_2145 ),
    inference(resolution,[],[f13836,f923]) ).

fof(f22353,plain,
    ( ! [X0] :
        ( succ(X0,s53)
        | always3(X0) )
    | ~ spl0_2147 ),
    inference(resolution,[],[f13847,f923]) ).

fof(f22354,plain,
    ( ! [X0] :
        ( succ(X0,s52)
        | always3(X0) )
    | ~ spl0_2149 ),
    inference(resolution,[],[f13858,f923]) ).

fof(f22355,plain,
    ( ! [X0] :
        ( succ(X0,s51)
        | always3(X0) )
    | ~ spl0_2151 ),
    inference(resolution,[],[f13869,f923]) ).

fof(f22356,plain,
    ( ! [X0] :
        ( succ(X0,s50)
        | always3(X0) )
    | ~ spl0_2153 ),
    inference(resolution,[],[f13880,f923]) ).

fof(f22357,plain,
    ( ! [X0] :
        ( succ(X0,s49)
        | always3(X0) )
    | ~ spl0_2155 ),
    inference(resolution,[],[f13891,f923]) ).

fof(f22358,plain,
    ( ! [X0] :
        ( succ(X0,s48)
        | always3(X0) )
    | ~ spl0_2157 ),
    inference(resolution,[],[f13902,f923]) ).

fof(f22359,plain,
    ( ! [X0] :
        ( succ(X0,s75)
        | always3(X0) )
    | ~ spl0_2103 ),
    inference(resolution,[],[f14066,f923]) ).

fof(f22360,plain,
    ( ! [X0] :
        ( succ(X0,s74)
        | always3(X0) )
    | ~ spl0_2105 ),
    inference(resolution,[],[f14077,f923]) ).

fof(f22361,plain,
    ( ! [X0] :
        ( succ(X0,s73)
        | always3(X0) )
    | ~ spl0_2107 ),
    inference(resolution,[],[f14088,f923]) ).

fof(f22362,plain,
    ( ! [X0] :
        ( succ(X0,s72)
        | always3(X0) )
    | ~ spl0_2109 ),
    inference(resolution,[],[f14099,f923]) ).

fof(f22363,plain,
    ( ! [X0] :
        ( succ(X0,s71)
        | always3(X0) )
    | ~ spl0_2111 ),
    inference(resolution,[],[f14110,f923]) ).

fof(f22364,plain,
    ( ! [X0] :
        ( succ(X0,s70)
        | always3(X0) )
    | ~ spl0_2113 ),
    inference(resolution,[],[f14121,f923]) ).

fof(f22365,plain,
    ( ! [X0] :
        ( succ(X0,s69)
        | always3(X0) )
    | ~ spl0_2115 ),
    inference(resolution,[],[f14132,f923]) ).

fof(f22366,plain,
    ( ! [X0] :
        ( succ(X0,s68)
        | always3(X0) )
    | ~ spl0_2117 ),
    inference(resolution,[],[f14143,f923]) ).

fof(f22367,plain,
    ( ! [X0] :
        ( succ(X0,s67)
        | always3(X0) )
    | ~ spl0_2119 ),
    inference(resolution,[],[f14154,f923]) ).

fof(f22368,plain,
    ( ! [X0] :
        ( succ(X0,s66)
        | always3(X0) )
    | ~ spl0_2121 ),
    inference(resolution,[],[f14165,f923]) ).

fof(f22369,plain,
    ( ! [X0] :
        ( succ(X0,s65)
        | always3(X0) )
    | ~ spl0_2123 ),
    inference(resolution,[],[f14176,f923]) ).

fof(f22370,plain,
    ( ! [X0] :
        ( succ(X0,s64)
        | always3(X0) )
    | ~ spl0_2125 ),
    inference(resolution,[],[f14187,f923]) ).

fof(f22371,plain,
    ( ! [X0] :
        ( succ(X0,s63)
        | always3(X0) )
    | ~ spl0_2127 ),
    inference(resolution,[],[f14198,f923]) ).

fof(f22372,plain,
    ( ! [X0] :
        ( succ(X0,s91)
        | always3(X0) )
    | ~ spl0_2071 ),
    inference(resolution,[],[f14368,f923]) ).

fof(f22373,plain,
    ( ! [X0] :
        ( succ(X0,s90)
        | always3(X0) )
    | ~ spl0_2073 ),
    inference(resolution,[],[f14379,f923]) ).

fof(f22374,plain,
    ( ! [X0] :
        ( succ(X0,s89)
        | always3(X0) )
    | ~ spl0_2075 ),
    inference(resolution,[],[f14390,f923]) ).

fof(f22375,plain,
    ( ! [X0] :
        ( succ(X0,s88)
        | always3(X0) )
    | ~ spl0_2077 ),
    inference(resolution,[],[f14401,f923]) ).

fof(f22376,plain,
    ( ! [X0] :
        ( succ(X0,s87)
        | always3(X0) )
    | ~ spl0_2079 ),
    inference(resolution,[],[f14412,f923]) ).

fof(f22377,plain,
    ( ! [X0] :
        ( succ(X0,s86)
        | always3(X0) )
    | ~ spl0_2081 ),
    inference(resolution,[],[f14423,f923]) ).

fof(f22378,plain,
    ( ! [X0] :
        ( succ(X0,s85)
        | always3(X0) )
    | ~ spl0_2083 ),
    inference(resolution,[],[f14434,f923]) ).

fof(f22379,plain,
    ( ! [X0] :
        ( succ(X0,s84)
        | always3(X0) )
    | ~ spl0_2085 ),
    inference(resolution,[],[f14445,f923]) ).

fof(f22380,plain,
    ( ! [X0] :
        ( succ(X0,s83)
        | always3(X0) )
    | ~ spl0_2087 ),
    inference(resolution,[],[f14456,f923]) ).

fof(f22381,plain,
    ( ! [X0] :
        ( succ(X0,s82)
        | always3(X0) )
    | ~ spl0_2089 ),
    inference(resolution,[],[f14467,f923]) ).

fof(f22382,plain,
    ( ! [X0] :
        ( succ(X0,s81)
        | always3(X0) )
    | ~ spl0_2091 ),
    inference(resolution,[],[f14478,f923]) ).

fof(f22383,plain,
    ( ! [X0] :
        ( succ(X0,s80)
        | always3(X0) )
    | ~ spl0_2093 ),
    inference(resolution,[],[f14489,f923]) ).

fof(f22384,plain,
    ( ! [X0] :
        ( succ(X0,s79)
        | always3(X0) )
    | ~ spl0_2095 ),
    inference(resolution,[],[f14500,f923]) ).

fof(f22385,plain,
    ( ! [X0] :
        ( succ(X0,s78)
        | always3(X0) )
    | ~ spl0_2097 ),
    inference(resolution,[],[f14511,f923]) ).

fof(f22386,plain,
    ( ! [X0] :
        ( succ(X0,s99)
        | always3(X0) )
    | ~ spl0_2055 ),
    inference(resolution,[],[f14636,f923]) ).

fof(f22387,plain,
    ( ! [X0] :
        ( succ(X0,s98)
        | always3(X0) )
    | ~ spl0_2057 ),
    inference(resolution,[],[f14647,f923]) ).

fof(f22388,plain,
    ( ! [X0] :
        ( succ(X0,s97)
        | always3(X0) )
    | ~ spl0_2059 ),
    inference(resolution,[],[f14658,f923]) ).

fof(f22389,plain,
    ( ! [X0] :
        ( succ(X0,s96)
        | always3(X0) )
    | ~ spl0_2061 ),
    inference(resolution,[],[f14669,f923]) ).

fof(f22390,plain,
    ( ! [X0] :
        ( succ(X0,s95)
        | always3(X0) )
    | ~ spl0_2063 ),
    inference(resolution,[],[f14680,f923]) ).

fof(f22391,plain,
    ( ! [X0] :
        ( succ(X0,s94)
        | always3(X0) )
    | ~ spl0_2065 ),
    inference(resolution,[],[f14691,f923]) ).

fof(f22392,plain,
    ( ! [X0] :
        ( succ(X0,s103)
        | always3(X0) )
    | ~ spl0_2047 ),
    inference(resolution,[],[f14768,f923]) ).

fof(f22393,plain,
    ( ! [X0] :
        ( succ(X0,s102)
        | always3(X0) )
    | ~ spl0_2049 ),
    inference(resolution,[],[f14779,f923]) ).

fof(f22394,plain,
    ( ! [X0] :
        ( succ(X0,s107)
        | always3(X0) )
    | ~ spl0_2039 ),
    inference(resolution,[],[f14850,f923]) ).

fof(f22395,plain,
    ( ! [X0] :
        ( succ(X0,s108)
        | always3(X0) )
    | ~ spl0_2037 ),
    inference(resolution,[],[f14864,f923]) ).

fof(f22396,plain,
    ( ! [X0] :
        ( succ(X0,s109)
        | always3(X0) )
    | ~ spl0_2035 ),
    inference(resolution,[],[f14878,f923]) ).

fof(f22397,plain,
    ( ! [X0] :
        ( succ(X0,s110)
        | always3(X0) )
    | ~ spl0_2033 ),
    inference(resolution,[],[f14892,f923]) ).

fof(f22398,plain,
    ( ! [X0] :
        ( succ(X0,s111)
        | always3(X0) )
    | ~ spl0_2031 ),
    inference(resolution,[],[f14906,f923]) ).

fof(f22399,plain,
    ( ! [X0] :
        ( succ(X0,s123)
        | always3(X0) )
    | ~ spl0_2007 ),
    inference(resolution,[],[f15004,f923]) ).

fof(f22400,plain,
    ( ! [X0] :
        ( succ(X0,s122)
        | always3(X0) )
    | ~ spl0_2009 ),
    inference(resolution,[],[f15015,f923]) ).

fof(f22401,plain,
    ( ! [X0] :
        ( succ(X0,s121)
        | always3(X0) )
    | ~ spl0_2011 ),
    inference(resolution,[],[f15026,f923]) ).

fof(f22402,plain,
    ( ! [X0] :
        ( succ(X0,s120)
        | always3(X0) )
    | ~ spl0_2013 ),
    inference(resolution,[],[f15037,f923]) ).

fof(f22403,plain,
    ( ! [X0] :
        ( succ(X0,s119)
        | always3(X0) )
    | ~ spl0_2015 ),
    inference(resolution,[],[f15048,f923]) ).

fof(f22404,plain,
    ( ! [X0] :
        ( succ(X0,s118)
        | always3(X0) )
    | ~ spl0_2017 ),
    inference(resolution,[],[f15059,f923]) ).

fof(f22405,plain,
    ( ! [X0] :
        ( succ(X0,s117)
        | always3(X0) )
    | ~ spl0_2019 ),
    inference(resolution,[],[f15070,f923]) ).

fof(f22406,plain,
    ( ! [X0] :
        ( succ(X0,s116)
        | always3(X0) )
    | ~ spl0_2021 ),
    inference(resolution,[],[f15081,f923]) ).

fof(f22407,plain,
    ( ! [X0] :
        ( succ(X0,s115)
        | always3(X0) )
    | ~ spl0_2023 ),
    inference(resolution,[],[f15092,f923]) ).

fof(f22408,plain,
    ( ! [X0] :
        ( succ(X0,s114)
        | always3(X0) )
    | ~ spl0_2025 ),
    inference(resolution,[],[f15103,f923]) ).

fof(f22409,plain,
    ( ! [X0] :
        ( succ(X0,s113)
        | always3(X0) )
    | ~ spl0_2027 ),
    inference(resolution,[],[f15114,f923]) ).

fof(f22410,plain,
    ( ! [X0] :
        ( succ(X0,s129)
        | always3(X0) )
    | ~ spl0_1995 ),
    inference(resolution,[],[f15218,f923]) ).

fof(f22411,plain,
    ( ! [X0] :
        ( succ(X0,s128)
        | always3(X0) )
    | ~ spl0_1997 ),
    inference(resolution,[],[f15229,f923]) ).

fof(f22412,plain,
    ( ! [X0] :
        ( succ(X0,s127)
        | always3(X0) )
    | ~ spl0_1999 ),
    inference(resolution,[],[f15240,f923]) ).

fof(f22413,plain,
    ( ! [X0] :
        ( succ(X0,s126)
        | always3(X0) )
    | ~ spl0_2001 ),
    inference(resolution,[],[f15251,f923]) ).

fof(f22414,plain,
    ( ! [X0] :
        ( succ(X0,s133)
        | always3(X0) )
    | ~ spl0_1987 ),
    inference(resolution,[],[f15322,f923]) ).

fof(f22415,plain,
    ( ! [X0] :
        ( succ(X0,s132)
        | always3(X0) )
    | ~ spl0_1989 ),
    inference(resolution,[],[f15333,f923]) ).

fof(f22416,plain,
    ( ! [X0] :
        ( succ(X0,s141)
        | always3(X0) )
    | ~ spl0_1971 ),
    inference(resolution,[],[f15422,f923]) ).

fof(f22417,plain,
    ( ! [X0] :
        ( succ(X0,s140)
        | always3(X0) )
    | ~ spl0_1973 ),
    inference(resolution,[],[f15433,f923]) ).

fof(f22418,plain,
    ( ! [X0] :
        ( succ(X0,s139)
        | always3(X0) )
    | ~ spl0_1975 ),
    inference(resolution,[],[f15444,f923]) ).

fof(f22419,plain,
    ( ! [X0] :
        ( succ(X0,s138)
        | always3(X0) )
    | ~ spl0_1977 ),
    inference(resolution,[],[f15455,f923]) ).

fof(f22420,plain,
    ( ! [X0] :
        ( succ(X0,s137)
        | always3(X0) )
    | ~ spl0_1979 ),
    inference(resolution,[],[f15466,f923]) ).

fof(f22421,plain,
    ( ! [X0] :
        ( succ(X0,s136)
        | always3(X0) )
    | ~ spl0_1981 ),
    inference(resolution,[],[f15477,f923]) ).

fof(f22422,plain,
    ( ! [X0] :
        ( succ(X0,s150)
        | always3(X0) )
    | ~ spl0_1953 ),
    inference(resolution,[],[f15608,f923]) ).

fof(f22423,plain,
    ( ! [X0] :
        ( succ(X0,s149)
        | always3(X0) )
    | ~ spl0_1955 ),
    inference(resolution,[],[f15619,f923]) ).

fof(f22424,plain,
    ( ! [X0] :
        ( succ(X0,s148)
        | always3(X0) )
    | ~ spl0_1957 ),
    inference(resolution,[],[f15630,f923]) ).

fof(f22425,plain,
    ( ! [X0] :
        ( succ(X0,s147)
        | always3(X0) )
    | ~ spl0_1959 ),
    inference(resolution,[],[f15641,f923]) ).

fof(f22426,plain,
    ( ! [X0] :
        ( succ(X0,s146)
        | always3(X0) )
    | ~ spl0_1961 ),
    inference(resolution,[],[f15652,f923]) ).

fof(f22427,plain,
    ( ! [X0] :
        ( succ(X0,s157)
        | always3(X0) )
    | ~ spl0_1939 ),
    inference(resolution,[],[f15744,f923]) ).

fof(f22428,plain,
    ( ! [X0] :
        ( succ(X0,s156)
        | always3(X0) )
    | ~ spl0_1941 ),
    inference(resolution,[],[f15755,f923]) ).

fof(f22429,plain,
    ( ! [X0] :
        ( succ(X0,s155)
        | always3(X0) )
    | ~ spl0_1943 ),
    inference(resolution,[],[f15766,f923]) ).

fof(f22430,plain,
    ( ! [X0] :
        ( succ(X0,s154)
        | always3(X0) )
    | ~ spl0_1945 ),
    inference(resolution,[],[f15777,f923]) ).

fof(f22431,plain,
    ( ! [X0] :
        ( succ(X0,s153)
        | always3(X0) )
    | ~ spl0_1947 ),
    inference(resolution,[],[f15788,f923]) ).

fof(f22432,plain,
    ( ! [X0] :
        ( succ(X0,s162)
        | always3(X0) )
    | ~ spl0_1929 ),
    inference(resolution,[],[f15868,f923]) ).

fof(f22433,plain,
    ( ! [X0] :
        ( succ(X0,s161)
        | always3(X0) )
    | ~ spl0_1931 ),
    inference(resolution,[],[f15879,f923]) ).

fof(f22434,plain,
    ( ! [X0] :
        ( succ(X0,s160)
        | always3(X0) )
    | ~ spl0_1933 ),
    inference(resolution,[],[f15890,f923]) ).

fof(f22435,plain,
    ( ! [X0] :
        ( succ(X0,s173)
        | always3(X0) )
    | ~ spl0_1907 ),
    inference(resolution,[],[f16000,f923]) ).

fof(f22436,plain,
    ( ! [X0] :
        ( succ(X0,s172)
        | always3(X0) )
    | ~ spl0_1909 ),
    inference(resolution,[],[f16011,f923]) ).

fof(f22437,plain,
    ( ! [X0] :
        ( succ(X0,s171)
        | always3(X0) )
    | ~ spl0_1911 ),
    inference(resolution,[],[f16022,f923]) ).

fof(f22438,plain,
    ( ! [X0] :
        ( succ(X0,s170)
        | always3(X0) )
    | ~ spl0_1913 ),
    inference(resolution,[],[f16033,f923]) ).

fof(f22439,plain,
    ( ! [X0] :
        ( succ(X0,s169)
        | always3(X0) )
    | ~ spl0_1915 ),
    inference(resolution,[],[f16044,f923]) ).

fof(f22440,plain,
    ( ! [X0] :
        ( succ(X0,s168)
        | always3(X0) )
    | ~ spl0_1917 ),
    inference(resolution,[],[f16055,f923]) ).

fof(f22441,plain,
    ( ! [X0] :
        ( succ(X0,s167)
        | always3(X0) )
    | ~ spl0_1919 ),
    inference(resolution,[],[f16066,f923]) ).

fof(f22442,plain,
    ( ! [X0] :
        ( succ(X0,s166)
        | always3(X0) )
    | ~ spl0_1921 ),
    inference(resolution,[],[f16077,f923]) ).

fof(f22443,plain,
    ( ! [X0] :
        ( succ(X0,s165)
        | always3(X0) )
    | ~ spl0_1923 ),
    inference(resolution,[],[f16088,f923]) ).

fof(f22444,plain,
    ( ! [X0] :
        ( succ(X0,s186)
        | always3(X0) )
    | ~ spl0_1881 ),
    inference(resolution,[],[f16228,f923]) ).

fof(f22445,plain,
    ( ! [X0] :
        ( succ(X0,s185)
        | always3(X0) )
    | ~ spl0_1883 ),
    inference(resolution,[],[f16239,f923]) ).

fof(f22446,plain,
    ( ! [X0] :
        ( succ(X0,s184)
        | always3(X0) )
    | ~ spl0_1885 ),
    inference(resolution,[],[f16250,f923]) ).

fof(f22447,plain,
    ( ! [X0] :
        ( succ(X0,s183)
        | always3(X0) )
    | ~ spl0_1887 ),
    inference(resolution,[],[f16261,f923]) ).

fof(f22448,plain,
    ( ! [X0] :
        ( succ(X0,s182)
        | always3(X0) )
    | ~ spl0_1889 ),
    inference(resolution,[],[f16272,f923]) ).

fof(f22449,plain,
    ( ! [X0] :
        ( succ(X0,s181)
        | always3(X0) )
    | ~ spl0_1891 ),
    inference(resolution,[],[f16283,f923]) ).

fof(f22450,plain,
    ( ! [X0] :
        ( succ(X0,s180)
        | always3(X0) )
    | ~ spl0_1893 ),
    inference(resolution,[],[f16294,f923]) ).

fof(f22451,plain,
    ( ! [X0] :
        ( succ(X0,s179)
        | always3(X0) )
    | ~ spl0_1895 ),
    inference(resolution,[],[f16305,f923]) ).

fof(f22452,plain,
    ( ! [X0] :
        ( succ(X0,s178)
        | always3(X0) )
    | ~ spl0_1897 ),
    inference(resolution,[],[f16316,f923]) ).

fof(f22453,plain,
    ( ! [X0] :
        ( succ(X0,s177)
        | always3(X0) )
    | ~ spl0_1899 ),
    inference(resolution,[],[f16327,f923]) ).

fof(f22454,plain,
    ( ! [X0] :
        ( succ(X0,s176)
        | always3(X0) )
    | ~ spl0_1901 ),
    inference(resolution,[],[f16338,f923]) ).

fof(f22455,plain,
    ( ! [X0] :
        ( succ(X0,s190)
        | always3(X0) )
    | ~ spl0_1873 ),
    inference(resolution,[],[f16436,f923]) ).

fof(f22456,plain,
    ( ! [X0] :
        ( succ(X0,s195)
        | always3(X0) )
    | ~ spl0_1863 ),
    inference(resolution,[],[f16492,f923]) ).

fof(f22457,plain,
    ( ! [X0] :
        ( succ(X0,s194)
        | always3(X0) )
    | ~ spl0_1865 ),
    inference(resolution,[],[f16503,f923]) ).

fof(f22458,plain,
    ( ! [X0] :
        ( succ(X0,s193)
        | always3(X0) )
    | ~ spl0_1867 ),
    inference(resolution,[],[f16514,f923]) ).

fof(f22459,plain,
    ( ! [X0] :
        ( succ(X0,s192)
        | always3(X0) )
    | ~ spl0_1869 ),
    inference(resolution,[],[f16525,f923]) ).

fof(f22460,plain,
    ( ! [X0] :
        ( succ(X0,s201)
        | always3(X0) )
    | ~ spl0_1851 ),
    inference(resolution,[],[f16608,f923]) ).

fof(f22461,plain,
    ( ! [X0] :
        ( succ(X0,s200)
        | always3(X0) )
    | ~ spl0_1853 ),
    inference(resolution,[],[f16619,f923]) ).

fof(f22462,plain,
    ( ! [X0] :
        ( succ(X0,s199)
        | always3(X0) )
    | ~ spl0_1855 ),
    inference(resolution,[],[f16630,f923]) ).

fof(f22463,plain,
    ( ! [X0] :
        ( succ(X0,s198)
        | always3(X0) )
    | ~ spl0_1857 ),
    inference(resolution,[],[f16641,f923]) ).

fof(f22464,plain,
    ( ! [X0] :
        ( succ(X0,s207)
        | always3(X0) )
    | ~ spl0_1839 ),
    inference(resolution,[],[f16724,f923]) ).

fof(f22465,plain,
    ( ! [X0] :
        ( succ(X0,s206)
        | always3(X0) )
    | ~ spl0_1841 ),
    inference(resolution,[],[f16735,f923]) ).

fof(f22466,plain,
    ( ! [X0] :
        ( succ(X0,s205)
        | always3(X0) )
    | ~ spl0_1843 ),
    inference(resolution,[],[f16746,f923]) ).

fof(f22467,plain,
    ( ! [X0] :
        ( succ(X0,s204)
        | always3(X0) )
    | ~ spl0_1845 ),
    inference(resolution,[],[f16757,f923]) ).

fof(f22468,plain,
    ( ! [X0] :
        ( succ(X0,s203)
        | always3(X0) )
    | ~ spl0_1847 ),
    inference(resolution,[],[f16768,f923]) ).

fof(f22469,plain,
    ( ! [X0] :
        ( succ(X0,s212)
        | always3(X0) )
    | ~ spl0_1829 ),
    inference(resolution,[],[f16832,f923]) ).

fof(f22470,plain,
    ( ! [X0] :
        ( succ(X0,s211)
        | always3(X0) )
    | ~ spl0_1831 ),
    inference(resolution,[],[f16843,f923]) ).

fof(f22471,plain,
    ( ! [X0] :
        ( succ(X0,s210)
        | always3(X0) )
    | ~ spl0_1833 ),
    inference(resolution,[],[f16854,f923]) ).

fof(f22472,plain,
    ( ! [X0] :
        ( succ(X0,s209)
        | always3(X0) )
    | ~ spl0_1835 ),
    inference(resolution,[],[f16865,f923]) ).

fof(f22473,plain,
    ( ! [X0] :
        ( succ(X0,s217)
        | always3(X0) )
    | ~ spl0_1819 ),
    inference(resolution,[],[f16926,f923]) ).

fof(f22474,plain,
    ( ! [X0] :
        ( succ(X0,s216)
        | always3(X0) )
    | ~ spl0_1821 ),
    inference(resolution,[],[f16937,f923]) ).

fof(f22475,plain,
    ( ! [X0] :
        ( succ(X0,s215)
        | always3(X0) )
    | ~ spl0_1823 ),
    inference(resolution,[],[f16948,f923]) ).

fof(f22476,plain,
    ( ! [X0] :
        ( succ(X0,s214)
        | always3(X0) )
    | ~ spl0_1825 ),
    inference(resolution,[],[f16959,f923]) ).

fof(f22477,plain,
    ( ! [X0] :
        ( succ(X0,s224)
        | always3(X0) )
    | ~ spl0_1805 ),
    inference(resolution,[],[f17032,f923]) ).

fof(f22478,plain,
    ( ! [X0] :
        ( succ(X0,s223)
        | always3(X0) )
    | ~ spl0_1807 ),
    inference(resolution,[],[f17043,f923]) ).

fof(f22479,plain,
    ( ! [X0] :
        ( succ(X0,s222)
        | always3(X0) )
    | ~ spl0_1809 ),
    inference(resolution,[],[f17054,f923]) ).

fof(f22480,plain,
    ( ! [X0] :
        ( succ(X0,s221)
        | always3(X0) )
    | ~ spl0_1811 ),
    inference(resolution,[],[f17065,f923]) ).

fof(f22481,plain,
    ( ! [X0] :
        ( succ(X0,s220)
        | always3(X0) )
    | ~ spl0_1813 ),
    inference(resolution,[],[f17076,f923]) ).

fof(f22482,plain,
    ( ! [X0] :
        ( succ(X0,s219)
        | always3(X0) )
    | ~ spl0_1815 ),
    inference(resolution,[],[f17087,f923]) ).

fof(f22483,plain,
    ( ! [X0] :
        ( succ(X0,s226)
        | always3(X0) )
    | ~ spl0_1801 ),
    inference(resolution,[],[f17118,f923]) ).

fof(f22484,plain,
    ( ! [X0] :
        ( succ(X0,s227)
        | always3(X0) )
    | ~ spl0_1799 ),
    inference(resolution,[],[f17150,f923]) ).

fof(f22485,plain,
    ( ! [X0] :
        ( succ(X0,s238)
        | always3(X0) )
    | ~ spl0_1777 ),
    inference(resolution,[],[f17238,f923]) ).

fof(f22486,plain,
    ( ! [X0] :
        ( succ(X0,s237)
        | always3(X0) )
    | ~ spl0_1779 ),
    inference(resolution,[],[f17249,f923]) ).

fof(f22487,plain,
    ( ! [X0] :
        ( succ(X0,s236)
        | always3(X0) )
    | ~ spl0_1781 ),
    inference(resolution,[],[f17260,f923]) ).

fof(f22488,plain,
    ( ! [X0] :
        ( succ(X0,s235)
        | always3(X0) )
    | ~ spl0_1783 ),
    inference(resolution,[],[f17271,f923]) ).

fof(f22489,plain,
    ( ! [X0] :
        ( succ(X0,s234)
        | always3(X0) )
    | ~ spl0_1785 ),
    inference(resolution,[],[f17282,f923]) ).

fof(f22490,plain,
    ( ! [X0] :
        ( succ(X0,s233)
        | always3(X0) )
    | ~ spl0_1787 ),
    inference(resolution,[],[f17297,f923]) ).

fof(f22491,plain,
    ( ! [X0] :
        ( succ(X0,s232)
        | always3(X0) )
    | ~ spl0_1789 ),
    inference(resolution,[],[f17312,f923]) ).

fof(f22492,plain,
    ( ! [X0] :
        ( succ(X0,s231)
        | always3(X0) )
    | ~ spl0_1791 ),
    inference(resolution,[],[f17323,f923]) ).

fof(f22493,plain,
    ( ! [X0] :
        ( succ(X0,s230)
        | always3(X0) )
    | ~ spl0_1793 ),
    inference(resolution,[],[f17334,f923]) ).

fof(f22494,plain,
    ( ! [X0] :
        ( succ(X0,s229)
        | always3(X0) )
    | ~ spl0_1795 ),
    inference(resolution,[],[f17345,f923]) ).

fof(f22495,plain,
    ( ! [X0] :
        ( succ(X0,s248)
        | always3(X0) )
    | ~ spl0_1757 ),
    inference(resolution,[],[f17454,f923]) ).

fof(f22496,plain,
    ( ! [X0] :
        ( succ(X0,s247)
        | always3(X0) )
    | ~ spl0_1759 ),
    inference(resolution,[],[f17465,f923]) ).

fof(f22497,plain,
    ( ! [X0] :
        ( succ(X0,s246)
        | always3(X0) )
    | ~ spl0_1761 ),
    inference(resolution,[],[f17480,f923]) ).

fof(f22498,plain,
    ( ! [X0] :
        ( succ(X0,s245)
        | always3(X0) )
    | ~ spl0_1763 ),
    inference(resolution,[],[f17491,f923]) ).

fof(f22499,plain,
    ( ! [X0] :
        ( succ(X0,s243)
        | always3(X0) )
    | ~ spl0_1767 ),
    inference(resolution,[],[f17528,f923]) ).

fof(f22500,plain,
    ( ! [X0] :
        ( succ(X0,s240)
        | always3(X0) )
    | ~ spl0_1773 ),
    inference(resolution,[],[f17545,f923]) ).

fof(f22501,plain,
    ( ! [X0] :
        ( succ(X0,s241)
        | always3(X0) )
    | ~ spl0_1771 ),
    inference(resolution,[],[f17553,f923]) ).

fof(f22502,plain,
    ( ! [X0] :
        ( succ(X0,s253)
        | always3(X0) )
    | ~ spl0_1747 ),
    inference(resolution,[],[f17638,f923]) ).

fof(f22503,plain,
    ( ! [X0] :
        ( succ(X0,s252)
        | always3(X0) )
    | ~ spl0_1749 ),
    inference(resolution,[],[f17649,f923]) ).

fof(f22504,plain,
    ( ! [X0] :
        ( succ(X0,s251)
        | always3(X0) )
    | ~ spl0_1751 ),
    inference(resolution,[],[f17660,f923]) ).

fof(f22505,plain,
    ( ! [X0] :
        ( succ(X0,s250)
        | always3(X0) )
    | ~ spl0_1753 ),
    inference(resolution,[],[f17671,f923]) ).

fof(f22506,plain,
    ( ! [X0] :
        ( succ(X0,s258)
        | always3(X0) )
    | ~ spl0_1737 ),
    inference(resolution,[],[f17732,f923]) ).

fof(f22507,plain,
    ( ! [X0] :
        ( succ(X0,s257)
        | always3(X0) )
    | ~ spl0_1739 ),
    inference(resolution,[],[f17743,f923]) ).

fof(f22508,plain,
    ( ! [X0] :
        ( succ(X0,s256)
        | always3(X0) )
    | ~ spl0_1741 ),
    inference(resolution,[],[f17754,f923]) ).

fof(f22509,plain,
    ( ! [X0] :
        ( succ(X0,s255)
        | always3(X0) )
    | ~ spl0_1743 ),
    inference(resolution,[],[f17765,f923]) ).

fof(f22510,plain,
    ( ! [X0] :
        ( succ(X0,s265)
        | always3(X0) )
    | ~ spl0_1723 ),
    inference(resolution,[],[f17872,f923]) ).

fof(f22511,plain,
    ( ! [X0] :
        ( succ(X0,s260)
        | always3(X0) )
    | ~ spl0_1733 ),
    inference(resolution,[],[f17917,f923]) ).

fof(f22512,plain,
    ( ! [X0] :
        ( succ(X0,s261)
        | always3(X0) )
    | ~ spl0_1731 ),
    inference(resolution,[],[f17925,f923]) ).

fof(f22513,plain,
    ( ! [X0] :
        ( succ(X0,s276)
        | always3(X0) )
    | ~ spl0_1701 ),
    inference(resolution,[],[f18001,f923]) ).

fof(f22514,plain,
    ( ! [X0] :
        ( succ(X0,s275)
        | always3(X0) )
    | ~ spl0_1703 ),
    inference(resolution,[],[f18011,f923]) ).

fof(f22515,plain,
    ( ! [X0] :
        ( succ(X0,s278)
        | always3(X0) )
    | ~ spl0_1697 ),
    inference(resolution,[],[f18053,f923]) ).

fof(f22516,plain,
    ( ! [X0] :
        ( succ(X0,s283)
        | always3(X0) )
    | ~ spl0_1687 ),
    inference(resolution,[],[f18105,f923]) ).

fof(f22517,plain,
    ( ! [X0] :
        ( succ(X0,s281)
        | always3(X0) )
    | ~ spl0_1691 ),
    inference(resolution,[],[f18137,f923]) ).

fof(f22518,plain,
    ( ! [X0] :
        ( succ(X0,s286)
        | always3(X0) )
    | ~ spl0_1681 ),
    inference(resolution,[],[f18175,f923]) ).

fof(f22519,plain,
    ( ! [X0] :
        ( succ(X0,s284)
        | always3(X0) )
    | ~ spl0_1685 ),
    inference(resolution,[],[f18187,f923]) ).

fof(f22520,plain,
    ( ! [X0] :
        ( succ(X0,s274)
        | always3(X0) )
    | ~ spl0_1705 ),
    inference(resolution,[],[f18223,f923]) ).

fof(f22521,plain,
    ( ! [X0] :
        ( succ(X0,s273)
        | always3(X0) )
    | ~ spl0_1707 ),
    inference(resolution,[],[f18234,f923]) ).

fof(f22522,plain,
    ( ! [X0] :
        ( succ(X0,s272)
        | always3(X0) )
    | ~ spl0_1709 ),
    inference(resolution,[],[f18245,f923]) ).

fof(f22523,plain,
    ( ! [X0] :
        ( succ(X0,s270)
        | always3(X0) )
    | ~ spl0_1713 ),
    inference(resolution,[],[f18260,f923]) ).

fof(f22524,plain,
    ( ! [X0] :
        ( succ(X0,s269)
        | always3(X0) )
    | ~ spl0_1715 ),
    inference(resolution,[],[f18278,f923]) ).

fof(f22525,plain,
    ( ! [X0] :
        ( succ(X0,s264)
        | always3(X0) )
    | ~ spl0_1725 ),
    inference(resolution,[],[f18308,f923]) ).

fof(f22526,plain,
    ( ! [X0] :
        ( succ(X0,s266)
        | always3(X0) )
    | ~ spl0_1721 ),
    inference(resolution,[],[f18321,f923]) ).

fof(f22527,plain,
    ( ! [X0] :
        ( succ(X0,s291)
        | always3(X0) )
    | ~ spl0_1671 ),
    inference(resolution,[],[f18449,f923]) ).

fof(f22528,plain,
    ( ! [X0] :
        ( succ(X0,s290)
        | always3(X0) )
    | ~ spl0_1673 ),
    inference(resolution,[],[f18459,f923]) ).

fof(f22529,plain,
    ( ! [X0] :
        ( succ(X0,s293)
        | always3(X0) )
    | ~ spl0_1667 ),
    inference(resolution,[],[f18488,f923]) ).

fof(f22530,plain,
    ( ! [X0] :
        ( succ(X0,s301)
        | always3(X0) )
    | ~ spl0_1651 ),
    inference(resolution,[],[f18575,f923]) ).

fof(f22531,plain,
    ( ! [X0] :
        ( succ(X0,s307)
        | always3(X0) )
    | ~ spl0_1639 ),
    inference(resolution,[],[f18646,f923]) ).

fof(f22532,plain,
    ( ! [X0] :
        ( succ(X0,s306)
        | always3(X0) )
    | ~ spl0_1641 ),
    inference(resolution,[],[f18657,f923]) ).

fof(f22533,plain,
    ( ! [X0] :
        ( succ(X0,s309)
        | always3(X0) )
    | ~ spl0_1635 ),
    inference(resolution,[],[f18694,f923]) ).

fof(f22534,plain,
    ( ! [X0] :
        ( succ(X0,s319)
        | always3(X0) )
    | ~ spl0_1615 ),
    inference(resolution,[],[f18790,f923]) ).

fof(f22535,plain,
    ( ! [X0] :
        ( succ(X0,s320)
        | always3(X0) )
    | ~ spl0_1613 ),
    inference(resolution,[],[f18805,f923]) ).

fof(f22536,plain,
    ( ! [X0] :
        ( succ(X0,s322)
        | always3(X0) )
    | ~ spl0_1609 ),
    inference(resolution,[],[f18847,f923]) ).

fof(f22537,plain,
    ( ! [X0] :
        ( succ(X0,s318)
        | always3(X0) )
    | ~ spl0_1617 ),
    inference(resolution,[],[f18864,f923]) ).

fof(f22538,plain,
    ( ! [X0] :
        ( succ(X0,s323)
        | always3(X0) )
    | ~ spl0_1607 ),
    inference(resolution,[],[f18900,f923]) ).

fof(f22539,plain,
    ( ! [X0] :
        ( succ(X0,s327)
        | always3(X0) )
    | ~ spl0_1599 ),
    inference(resolution,[],[f18934,f923]) ).

fof(f22540,plain,
    ( ! [X0] :
        ( succ(X0,s330)
        | always3(X0) )
    | ~ spl0_1593 ),
    inference(resolution,[],[f18969,f923]) ).

fof(f22541,plain,
    ( ! [X0] :
        ( succ(X0,s332)
        | always3(X0) )
    | ~ spl0_1589 ),
    inference(resolution,[],[f18989,f923]) ).

fof(f22542,plain,
    ( ! [X0] :
        ( succ(X0,s334)
        | always3(X0) )
    | ~ spl0_1585 ),
    inference(resolution,[],[f19010,f923]) ).

fof(f22543,plain,
    ( ! [X0] :
        ( succ(X0,s329)
        | always3(X0) )
    | ~ spl0_1595 ),
    inference(resolution,[],[f19052,f923]) ).

fof(f22544,plain,
    ( ! [X0] :
        ( succ(X0,s326)
        | always3(X0) )
    | ~ spl0_1601 ),
    inference(resolution,[],[f19065,f923]) ).

fof(f22545,plain,
    ( ! [X0] :
        ( succ(X0,s325)
        | always3(X0) )
    | ~ spl0_1603 ),
    inference(resolution,[],[f19076,f923]) ).

fof(f22546,plain,
    ( ! [X0] :
        ( succ(X0,s313)
        | always3(X0) )
    | ~ spl0_1627 ),
    inference(resolution,[],[f19104,f923]) ).

fof(f22547,plain,
    ( ! [X0] :
        ( succ(X0,s312)
        | always3(X0) )
    | ~ spl0_1629 ),
    inference(resolution,[],[f19115,f923]) ).

fof(f22548,plain,
    ( ! [X0] :
        ( succ(X0,s310)
        | always3(X0) )
    | ~ spl0_1633 ),
    inference(resolution,[],[f19130,f923]) ).

fof(f22549,plain,
    ( ! [X0] :
        ( succ(X0,s302)
        | always3(X0) )
    | ~ spl0_1649 ),
    inference(resolution,[],[f19153,f923]) ).

fof(f22550,plain,
    ( ! [X0] :
        ( succ(X0,s296)
        | always3(X0) )
    | ~ spl0_1661 ),
    inference(resolution,[],[f19189,f923]) ).

fof(f22551,plain,
    ( ! [X0] :
        ( succ(X0,s294)
        | always3(X0) )
    | ~ spl0_1665 ),
    inference(resolution,[],[f19200,f923]) ).

fof(f22552,plain,
    ( ! [X0] :
        ( succ(X0,s335)
        | always3(X0) )
    | ~ spl0_1583 ),
    inference(resolution,[],[f19387,f923]) ).

fof(f22553,plain,
    ( ! [X0] :
        ( succ(X0,s336)
        | always3(X0) )
    | ~ spl0_1581 ),
    inference(resolution,[],[f19407,f923]) ).

fof(f22554,plain,
    ( ! [X0] :
        ( succ(X0,s337)
        | always3(X0) )
    | ~ spl0_1579 ),
    inference(resolution,[],[f19433,f923]) ).

fof(f22555,plain,
    ( ! [X0] :
        ( succ(X0,s340)
        | always3(X0) )
    | ~ spl0_1573 ),
    inference(resolution,[],[f19459,f923]) ).

fof(f22556,plain,
    ( ! [X0] :
        ( succ(X0,s344)
        | always3(X0) )
    | ~ spl0_1565 ),
    inference(resolution,[],[f19516,f923]) ).

fof(f22557,plain,
    ( ! [X0] :
        ( succ(X0,s343)
        | always3(X0) )
    | ~ spl0_1567 ),
    inference(resolution,[],[f19531,f923]) ).

fof(f22558,plain,
    ( ! [X0] :
        ( succ(X0,s355)
        | always3(X0) )
    | ~ spl0_1543 ),
    inference(resolution,[],[f19606,f923]) ).

fof(f22559,plain,
    ( ! [X0] :
        ( succ(X0,s358)
        | always3(X0) )
    | ~ spl0_1537 ),
    inference(resolution,[],[f19672,f923]) ).

fof(f22560,plain,
    ( ! [X0] :
        ( succ(X0,s361)
        | always3(X0) )
    | ~ spl0_1531 ),
    inference(resolution,[],[f19702,f923]) ).

fof(f22561,plain,
    ( ! [X0] :
        ( succ(X0,s363)
        | always3(X0) )
    | ~ spl0_1527 ),
    inference(resolution,[],[f19722,f923]) ).

fof(f22562,plain,
    ( ! [X0] :
        ( succ(X0,s364)
        | always3(X0) )
    | ~ spl0_1525 ),
    inference(resolution,[],[f19762,f923]) ).

fof(f22563,plain,
    ( ! [X0] :
        ( succ(X0,s366)
        | always3(X0) )
    | ~ spl0_1521 ),
    inference(resolution,[],[f19786,f923]) ).

fof(f22564,plain,
    ( ! [X0] :
        ( succ(X0,s368)
        | always3(X0) )
    | ~ spl0_1517 ),
    inference(resolution,[],[f19822,f923]) ).

fof(f22565,plain,
    ( ! [X0] :
        ( succ(X0,s370)
        | always3(X0) )
    | ~ spl0_1513 ),
    inference(resolution,[],[f19845,f923]) ).

fof(f22566,plain,
    ( ! [X0] :
        ( succ(X0,s378)
        | always3(X0) )
    | ~ spl0_1497 ),
    inference(resolution,[],[f19935,f923]) ).

fof(f22567,plain,
    ( ! [X0] :
        ( succ(X0,s377)
        | always3(X0) )
    | ~ spl0_1499 ),
    inference(resolution,[],[f19945,f923]) ).

fof(f22568,plain,
    ( ! [X0] :
        ( succ(X0,s382)
        | always3(X0) )
    | ~ spl0_1489 ),
    inference(resolution,[],[f19998,f923]) ).

fof(f22569,plain,
    ( ! [X0] :
        ( succ(X0,s380)
        | always3(X0) )
    | ~ spl0_1493 ),
    inference(resolution,[],[f20013,f923]) ).

fof(f22570,plain,
    ( ! [X0] :
        ( succ(X0,s375)
        | always3(X0) )
    | ~ spl0_1503 ),
    inference(resolution,[],[f20039,f923]) ).

fof(f22571,plain,
    ( ! [X0] :
        ( succ(X0,s374)
        | always3(X0) )
    | ~ spl0_1505 ),
    inference(resolution,[],[f20054,f923]) ).

fof(f22572,plain,
    ( ! [X0] :
        ( succ(X0,s362)
        | always3(X0) )
    | ~ spl0_1529 ),
    inference(resolution,[],[f20081,f923]) ).

fof(f22573,plain,
    ( ! [X0] :
        ( succ(X0,s360)
        | always3(X0) )
    | ~ spl0_1533 ),
    inference(resolution,[],[f20092,f923]) ).

fof(f22574,plain,
    ( ! [X0] :
        ( succ(X0,s353)
        | always3(X0) )
    | ~ spl0_1547 ),
    inference(resolution,[],[f20113,f923]) ).

fof(f22575,plain,
    ( ! [X0] :
        ( succ(X0,s385)
        | always3(X0) )
    | ~ spl0_1483 ),
    inference(resolution,[],[f20284,f923]) ).

fof(f22576,plain,
    ( ! [X0] :
        ( succ(X0,s386)
        | always3(X0) )
    | ~ spl0_1481 ),
    inference(resolution,[],[f20339,f923]) ).

fof(f22577,plain,
    ( ! [X0] :
        ( succ(X0,s388)
        | always3(X0) )
    | ~ spl0_1477 ),
    inference(resolution,[],[f20369,f923]) ).

fof(f22578,plain,
    ( ! [X0] :
        ( succ(X0,s390)
        | always3(X0) )
    | ~ spl0_1473 ),
    inference(resolution,[],[f20405,f923]) ).

fof(f22579,plain,
    ( ! [X0] :
        ( succ(X0,s398)
        | always3(X0) )
    | ~ spl0_1457 ),
    inference(resolution,[],[f20477,f923]) ).

fof(f22580,plain,
    ( ! [X0] :
        ( succ(X0,s401)
        | always3(X0) )
    | ~ spl0_1451 ),
    inference(resolution,[],[f20538,f923]) ).

fof(f22581,plain,
    ( ! [X0] :
        ( succ(X0,s395)
        | always3(X0) )
    | ~ spl0_1463 ),
    inference(resolution,[],[f20560,f923]) ).

fof(f22582,plain,
    ( ! [X0] :
        ( succ(X0,s392)
        | always3(X0) )
    | ~ spl0_1469 ),
    inference(resolution,[],[f20574,f923]) ).

fof(f22583,plain,
    ( ! [X0] :
        ( succ(X0,s391)
        | always3(X0) )
    | ~ spl0_1471 ),
    inference(resolution,[],[f20597,f923]) ).

fof(f22584,plain,
    ( ! [X0] :
        ( succ(X0,s347)
        | always3(X0) )
    | ~ spl0_1559 ),
    inference(resolution,[],[f20644,f923]) ).

fof(f22585,plain,
    ( ! [X0] :
        ( succ(X0,s342)
        | always3(X0) )
    | ~ spl0_1569 ),
    inference(resolution,[],[f20687,f923]) ).

fof(f22586,plain,
    ( ! [X0] :
        ( succ(X0,s339)
        | always3(X0) )
    | ~ spl0_1575 ),
    inference(resolution,[],[f20702,f923]) ).

fof(f22587,plain,
    ( ! [X0] :
        ( succ(X0,s287)
        | always3(X0) )
    | ~ spl0_1679 ),
    inference(resolution,[],[f20728,f923]) ).

fof(f22588,plain,
    ( ! [X0] :
        ( succ(X0,s288)
        | always3(X0) )
    | ~ spl0_1677 ),
    inference(resolution,[],[f20738,f923]) ).

fof(f22589,plain,
    ( ! [X0] :
        ( succ(X0,s350)
        | always3(X0) )
    | ~ spl0_1553 ),
    inference(resolution,[],[f21006,f923]) ).

fof(f22590,plain,
    ( ! [X0] :
        ( succ(X0,s407)
        | always3(X0) )
    | ~ spl0_1439 ),
    inference(resolution,[],[f21285,f923]) ).

fof(f22591,plain,
    ( ! [X0] :
        ( succ(X0,s408)
        | always3(X0) )
    | ~ spl0_1437 ),
    inference(resolution,[],[f21293,f923]) ).

fof(f22592,plain,
    ( ! [X0] :
        ( succ(X0,s412)
        | always3(X0) )
    | ~ spl0_1429 ),
    inference(resolution,[],[f21349,f923]) ).

fof(f22593,plain,
    ( ! [X0] :
        ( succ(X0,s417)
        | always3(X0) )
    | ~ spl0_1419 ),
    inference(resolution,[],[f21415,f923]) ).

fof(f22594,plain,
    ( ! [X0] :
        ( succ(X0,s419)
        | always3(X0) )
    | ~ spl0_1415 ),
    inference(resolution,[],[f21430,f923]) ).

fof(f22595,plain,
    ( ! [X0] :
        ( succ(X0,s418)
        | always3(X0) )
    | ~ spl0_1417 ),
    inference(resolution,[],[f21441,f923]) ).

fof(f22596,plain,
    ( ! [X0] :
        ( succ(X0,s422)
        | always3(X0) )
    | ~ spl0_1409 ),
    inference(resolution,[],[f21469,f923]) ).

fof(f22597,plain,
    ( ! [X0] :
        ( succ(X0,s423)
        | always3(X0) )
    | ~ spl0_1407 ),
    inference(resolution,[],[f21483,f923]) ).

fof(f22598,plain,
    ( ! [X0] :
        ( succ(X0,s421)
        | always3(X0) )
    | ~ spl0_1411 ),
    inference(resolution,[],[f21503,f923]) ).

fof(f22599,plain,
    ( ! [X0] :
        ( succ(X0,s420)
        | always3(X0) )
    | ~ spl0_1413 ),
    inference(resolution,[],[f21514,f923]) ).

fof(f22600,plain,
    ( ! [X0] :
        ( succ(X0,s415)
        | always3(X0) )
    | ~ spl0_1423 ),
    inference(resolution,[],[f21533,f923]) ).

fof(f22601,plain,
    ( ! [X0] :
        ( succ(X0,s414)
        | always3(X0) )
    | ~ spl0_1425 ),
    inference(resolution,[],[f21545,f923]) ).

fof(f22602,plain,
    ( ! [X0] :
        ( succ(X0,s405)
        | always3(X0) )
    | ~ spl0_1443 ),
    inference(resolution,[],[f21569,f923]) ).

fof(f22603,plain,
    ( ! [X0] :
        ( succ(X0,s404)
        | always3(X0) )
    | ~ spl0_1445 ),
    inference(resolution,[],[f21580,f923]) ).

fof(f22604,plain,
    ( ! [X0] :
        ( succ(X0,s403)
        | always3(X0) )
    | ~ spl0_1447 ),
    inference(resolution,[],[f21591,f923]) ).

fof(f22605,plain,
    ( ! [X0] :
        ( succ(X0,s426)
        | always3(X0) )
    | ~ spl0_1401 ),
    inference(resolution,[],[f21701,f923]) ).

fof(f22606,plain,
    ( ! [X0] :
        ( succ(X0,s425)
        | always3(X0) )
    | ~ spl0_1403 ),
    inference(resolution,[],[f21712,f923]) ).

fof(f22607,plain,
    ( ! [X0] :
        ( succ(X0,s424)
        | always3(X0) )
    | ~ spl0_1405 ),
    inference(resolution,[],[f21724,f923]) ).

fof(f22608,plain,
    ( ! [X0] :
        ( succ(X0,s428)
        | always3(X0) )
    | ~ spl0_1397 ),
    inference(resolution,[],[f21746,f923]) ).

fof(f22609,plain,
    ( ! [X0] :
        ( succ(X0,s429)
        | always3(X0) )
    | ~ spl0_1395 ),
    inference(resolution,[],[f21760,f923]) ).

fof(f22610,plain,
    ( ! [X0] :
        ( succ(X0,s430)
        | always3(X0) )
    | ~ spl0_1393 ),
    inference(resolution,[],[f21775,f923]) ).

fof(f22611,plain,
    ( ! [X0] :
        ( succ(X0,s431)
        | always3(X0) )
    | ~ spl0_1391 ),
    inference(resolution,[],[f21789,f923]) ).

fof(f22612,plain,
    ( ! [X0] :
        ( succ(X0,s432)
        | always3(X0) )
    | ~ spl0_1389 ),
    inference(resolution,[],[f21803,f923]) ).

fof(f22613,plain,
    ( ! [X0] :
        ( succ(X0,s436)
        | always3(X0) )
    | ~ spl0_1381 ),
    inference(resolution,[],[f21844,f923]) ).

fof(f22614,plain,
    ( ! [X0] :
        ( succ(X0,s434)
        | always3(X0) )
    | ~ spl0_1385 ),
    inference(resolution,[],[f21854,f923]) ).

fof(f22615,plain,
    ( ! [X0] :
        ( succ(X0,s435)
        | always3(X0) )
    | ~ spl0_1383 ),
    inference(resolution,[],[f21901,f923]) ).

fof(f22616,plain,
    ( ! [X0] :
        ( succ(X0,s438)
        | always3(X0) )
    | ~ spl0_1377 ),
    inference(resolution,[],[f21918,f923]) ).

fof(f22617,plain,
    ( ! [X0] :
        ( succ(X0,s439)
        | always3(X0) )
    | ~ spl0_1375 ),
    inference(resolution,[],[f21933,f923]) ).

fof(f22618,plain,
    ( ! [X0] :
        ( succ(X0,s441)
        | always3(X0) )
    | ~ spl0_1371 ),
    inference(resolution,[],[f21953,f923]) ).

fof(f22619,plain,
    ( ! [X0] :
        ( succ(X0,s443)
        | always3(X0) )
    | ~ spl0_1367 ),
    inference(resolution,[],[f22001,f923]) ).

fof(f22620,plain,
    ( ! [X0] :
        ( succ(X0,s448)
        | always3(X0) )
    | ~ spl0_2703 ),
    inference(resolution,[],[f22208,f923]) ).

fof(f22621,plain,
    ( ! [X0] :
        ( succ(X0,s447)
        | always3(X0) )
    | ~ spl0_2705 ),
    inference(resolution,[],[f22214,f923]) ).

fof(f22622,plain,
    ( until2p7(s4)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2266 ),
    inference(resolution,[],[f22305,f477]) ).

fof(f22623,plain,
    ( xuntil2p8(s4)
    | ~ node4(s4)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2266 ),
    inference(resolution,[],[f22622,f942]) ).

fof(f22624,plain,
    ( xuntil2p8(s4)
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2265
    | ~ spl0_2266 ),
    inference(forward_subsumption_resolution,[],[f22623,f12897]) ).

fof(f22627,plain,
    ( always3(s0)
    | ~ spl0_2251 ),
    inference(resolution,[],[f22276,f474]) ).

fof(f22628,plain,
    ( spl0_2256
    | ~ spl0_2251 ),
    inference(avatar_split_clause,[],[f22627,f11808,f12731]) ).

fof(f22631,plain,
    ( always3(s9)
    | ~ spl0_2233 ),
    inference(resolution,[],[f22293,f483]) ).

fof(f22632,plain,
    ( always3(s8)
    | ~ spl0_2235 ),
    inference(resolution,[],[f22294,f482]) ).

fof(f22633,plain,
    ( always3(s7)
    | ~ spl0_2237 ),
    inference(resolution,[],[f22307,f481]) ).

fof(f22634,plain,
    ( always3(s6)
    | ~ spl0_2239 ),
    inference(resolution,[],[f22308,f480]) ).

fof(f22635,plain,
    ( always3(s5)
    | ~ spl0_2241 ),
    inference(resolution,[],[f22309,f479]) ).

fof(f22636,plain,
    ( always3(s4)
    | ~ spl0_2243 ),
    inference(resolution,[],[f22310,f478]) ).

fof(f22637,plain,
    ( always3(s3)
    | ~ spl0_2245 ),
    inference(resolution,[],[f22311,f477]) ).

fof(f22638,plain,
    ( always3(s2)
    | ~ spl0_2247 ),
    inference(resolution,[],[f22312,f476]) ).

fof(f22639,plain,
    ( spl0_2249
    | ~ spl0_2247 ),
    inference(avatar_split_clause,[],[f22638,f11790,f11799]) ).

fof(f22642,plain,
    ( ! [X0] :
        ( succ(X0,s2)
        | always3(X0) )
    | ~ spl0_2249 ),
    inference(resolution,[],[f12762,f923]) ).

fof(f22643,plain,
    ( always3(s449)
    | spl0_451
    | ~ spl0_2249 ),
    inference(resolution,[],[f12762,f2747]) ).

fof(f22644,plain,
    ( spl0_1358
    | spl0_451
    | ~ spl0_2249 ),
    inference(avatar_split_clause,[],[f22643,f11799,f2745,f7303]) ).

fof(f22645,plain,
    ( until2p7(s447)
    | spl0_6
    | ~ spl0_457 ),
    inference(resolution,[],[f967,f2774]) ).

fof(f22647,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_6 ),
    inference(resolution,[],[f967,f7295]) ).

fof(f22649,plain,
    ( always3(s27)
    | ~ spl0_2197 ),
    inference(resolution,[],[f22313,f501]) ).

fof(f22651,plain,
    ( always3(s26)
    | ~ spl0_2199 ),
    inference(resolution,[],[f22314,f500]) ).

fof(f22652,plain,
    ( until2p7(s3)
    | spl0_450
    | ~ spl0_457 ),
    inference(resolution,[],[f2743,f2774]) ).

fof(f22653,plain,
    ( always3(s449)
    | spl0_450
    | ~ spl0_2247 ),
    inference(resolution,[],[f2743,f12912]) ).

fof(f22655,plain,
    ( spl0_1358
    | spl0_450
    | ~ spl0_2247 ),
    inference(avatar_split_clause,[],[f22653,f11790,f2741,f7303]) ).

fof(f22656,plain,
    ( until2p7(s446)
    | spl0_7
    | ~ spl0_457 ),
    inference(resolution,[],[f971,f2774]) ).

fof(f22657,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_7 ),
    inference(resolution,[],[f971,f7295]) ).

fof(f22660,plain,
    ( xuntil2p8(s446)
    | ~ node4(s446)
    | spl0_7
    | ~ spl0_457 ),
    inference(resolution,[],[f22656,f942]) ).

fof(f22661,plain,
    ( xuntil2p8(s446)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f22660,f22221]) ).

fof(f22662,plain,
    ( ! [X0] :
        ( succ(s446,X0)
        | until2p7(X0) )
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2708 ),
    inference(resolution,[],[f22661,f943]) ).

fof(f22664,plain,
    ( until2p7(s447)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2708 ),
    inference(resolution,[],[f22662,f920]) ).

fof(f22665,plain,
    ( xuntil2p8(s447)
    | ~ node4(s447)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2708 ),
    inference(resolution,[],[f22664,f942]) ).

fof(f22666,plain,
    ( xuntil2p8(s447)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f22665,f22189]) ).

fof(f22667,plain,
    ( ! [X0] :
        ( succ(s447,X0)
        | until2p7(X0) )
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f22666,f943]) ).

fof(f22669,plain,
    ( until2p7(s448)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f22667,f921]) ).

fof(f22670,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f22669,f942]) ).

fof(f22671,plain,
    ( xuntil2p8(s448)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f22670,f22199]) ).

fof(f22672,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f22671,f943]) ).

fof(f22674,plain,
    ( always3(s25)
    | ~ spl0_2201 ),
    inference(resolution,[],[f22315,f499]) ).

fof(f22675,plain,
    ( always3(s24)
    | ~ spl0_2203 ),
    inference(resolution,[],[f22316,f498]) ).

fof(f22676,plain,
    ( always3(s23)
    | ~ spl0_2205 ),
    inference(resolution,[],[f22317,f497]) ).

fof(f22677,plain,
    ( always3(s22)
    | ~ spl0_2207 ),
    inference(resolution,[],[f22318,f496]) ).

fof(f22678,plain,
    ( always3(s21)
    | ~ spl0_2209 ),
    inference(resolution,[],[f22319,f495]) ).

fof(f22679,plain,
    ( always3(s20)
    | ~ spl0_2211 ),
    inference(resolution,[],[f22320,f494]) ).

fof(f22680,plain,
    ( always3(s19)
    | ~ spl0_2213 ),
    inference(resolution,[],[f22321,f493]) ).

fof(f22681,plain,
    ( always3(s18)
    | ~ spl0_2215 ),
    inference(resolution,[],[f22322,f492]) ).

fof(f22682,plain,
    ( always3(s17)
    | ~ spl0_2217 ),
    inference(resolution,[],[f22323,f491]) ).

fof(f22683,plain,
    ( always3(s16)
    | ~ spl0_2219 ),
    inference(resolution,[],[f22324,f490]) ).

fof(f22684,plain,
    ( always3(s15)
    | ~ spl0_2221 ),
    inference(resolution,[],[f22325,f489]) ).

fof(f22685,plain,
    ( always3(s14)
    | ~ spl0_2223 ),
    inference(resolution,[],[f22326,f488]) ).

fof(f22686,plain,
    ( always3(s13)
    | ~ spl0_2225 ),
    inference(resolution,[],[f22327,f487]) ).

fof(f22687,plain,
    ( always3(s12)
    | ~ spl0_2227 ),
    inference(resolution,[],[f22328,f486]) ).

fof(f22688,plain,
    ( always3(s11)
    | ~ spl0_2229 ),
    inference(resolution,[],[f22329,f485]) ).

fof(f22689,plain,
    ( spl0_2231
    | ~ spl0_2229 ),
    inference(avatar_split_clause,[],[f22688,f11709,f11718]) ).

fof(f22692,plain,
    ( ! [X0] :
        ( succ(X0,s11)
        | always3(X0) )
    | ~ spl0_2231 ),
    inference(resolution,[],[f12823,f923]) ).

fof(f22693,plain,
    ( always3(s44)
    | ~ spl0_2163 ),
    inference(resolution,[],[f22330,f518]) ).

fof(f22694,plain,
    ( always3(s43)
    | ~ spl0_2165 ),
    inference(resolution,[],[f22331,f517]) ).

fof(f22695,plain,
    ( always3(s42)
    | ~ spl0_2167 ),
    inference(resolution,[],[f22332,f516]) ).

fof(f22696,plain,
    ( always3(s41)
    | ~ spl0_2169 ),
    inference(resolution,[],[f22333,f515]) ).

fof(f22697,plain,
    ( always3(s40)
    | ~ spl0_2171 ),
    inference(resolution,[],[f22334,f514]) ).

fof(f22698,plain,
    ( always3(s39)
    | ~ spl0_2173 ),
    inference(resolution,[],[f22335,f513]) ).

fof(f22699,plain,
    ( always3(s38)
    | ~ spl0_2175 ),
    inference(resolution,[],[f22336,f512]) ).

fof(f22700,plain,
    ( always3(s37)
    | ~ spl0_2177 ),
    inference(resolution,[],[f22337,f511]) ).

fof(f22701,plain,
    ( always3(s36)
    | ~ spl0_2179 ),
    inference(resolution,[],[f22338,f510]) ).

fof(f22702,plain,
    ( always3(s35)
    | ~ spl0_2181 ),
    inference(resolution,[],[f22339,f509]) ).

fof(f22703,plain,
    ( always3(s34)
    | ~ spl0_2183 ),
    inference(resolution,[],[f22340,f508]) ).

fof(f22704,plain,
    ( always3(s33)
    | ~ spl0_2185 ),
    inference(resolution,[],[f22341,f507]) ).

fof(f22705,plain,
    ( always3(s32)
    | ~ spl0_2187 ),
    inference(resolution,[],[f22342,f506]) ).

fof(f22706,plain,
    ( always3(s31)
    | ~ spl0_2189 ),
    inference(resolution,[],[f22343,f505]) ).

fof(f22707,plain,
    ( always3(s30)
    | ~ spl0_2191 ),
    inference(resolution,[],[f22344,f504]) ).

fof(f22708,plain,
    ( always3(s29)
    | ~ spl0_2193 ),
    inference(resolution,[],[f22345,f503]) ).

fof(f22709,plain,
    ( spl0_2195
    | ~ spl0_2193 ),
    inference(avatar_split_clause,[],[f22708,f11547,f11556]) ).

fof(f22712,plain,
    ( ! [X0] :
        ( succ(X0,s29)
        | always3(X0) )
    | ~ spl0_2195 ),
    inference(resolution,[],[f13088,f923]) ).

fof(f22713,plain,
    ( always3(s59)
    | ~ spl0_2133 ),
    inference(resolution,[],[f22346,f533]) ).

fof(f22714,plain,
    ( always3(s58)
    | ~ spl0_2135 ),
    inference(resolution,[],[f22347,f532]) ).

fof(f22715,plain,
    ( always3(s57)
    | ~ spl0_2137 ),
    inference(resolution,[],[f22348,f531]) ).

fof(f22716,plain,
    ( always3(s56)
    | ~ spl0_2139 ),
    inference(resolution,[],[f22349,f530]) ).

fof(f22717,plain,
    ( always3(s55)
    | ~ spl0_2141 ),
    inference(resolution,[],[f22350,f529]) ).

fof(f22718,plain,
    ( always3(s54)
    | ~ spl0_2143 ),
    inference(resolution,[],[f22351,f528]) ).

fof(f22719,plain,
    ( always3(s53)
    | ~ spl0_2145 ),
    inference(resolution,[],[f22352,f527]) ).

fof(f22720,plain,
    ( always3(s52)
    | ~ spl0_2147 ),
    inference(resolution,[],[f22353,f526]) ).

fof(f22721,plain,
    ( always3(s51)
    | ~ spl0_2149 ),
    inference(resolution,[],[f22354,f525]) ).

fof(f22722,plain,
    ( always3(s50)
    | ~ spl0_2151 ),
    inference(resolution,[],[f22355,f524]) ).

fof(f22723,plain,
    ( always3(s49)
    | ~ spl0_2153 ),
    inference(resolution,[],[f22356,f523]) ).

fof(f22724,plain,
    ( always3(s48)
    | ~ spl0_2155 ),
    inference(resolution,[],[f22357,f522]) ).

fof(f22725,plain,
    ( always3(s47)
    | ~ spl0_2157 ),
    inference(resolution,[],[f22358,f521]) ).

fof(f22728,plain,
    ( spl0_2157
    | ~ spl0_2155 ),
    inference(avatar_split_clause,[],[f22724,f11376,f11385]) ).

fof(f22729,plain,
    ( spl0_2155
    | ~ spl0_2153 ),
    inference(avatar_split_clause,[],[f22723,f11367,f11376]) ).

fof(f22730,plain,
    ( spl0_2153
    | ~ spl0_2151 ),
    inference(avatar_split_clause,[],[f22722,f11358,f11367]) ).

fof(f22731,plain,
    ( spl0_2151
    | ~ spl0_2149 ),
    inference(avatar_split_clause,[],[f22721,f11349,f11358]) ).

fof(f22732,plain,
    ( spl0_2149
    | ~ spl0_2147 ),
    inference(avatar_split_clause,[],[f22720,f11340,f11349]) ).

fof(f22733,plain,
    ( spl0_2147
    | ~ spl0_2145 ),
    inference(avatar_split_clause,[],[f22719,f11331,f11340]) ).

fof(f22734,plain,
    ( spl0_2145
    | ~ spl0_2143 ),
    inference(avatar_split_clause,[],[f22718,f11322,f11331]) ).

fof(f22735,plain,
    ( spl0_2143
    | ~ spl0_2141 ),
    inference(avatar_split_clause,[],[f22717,f11313,f11322]) ).

fof(f22736,plain,
    ( spl0_2141
    | ~ spl0_2139 ),
    inference(avatar_split_clause,[],[f22716,f11304,f11313]) ).

fof(f22737,plain,
    ( spl0_2139
    | ~ spl0_2137 ),
    inference(avatar_split_clause,[],[f22715,f11295,f11304]) ).

fof(f22738,plain,
    ( spl0_2137
    | ~ spl0_2135 ),
    inference(avatar_split_clause,[],[f22714,f11286,f11295]) ).

fof(f22739,plain,
    ( spl0_2135
    | ~ spl0_2133 ),
    inference(avatar_split_clause,[],[f22713,f11277,f11286]) ).

fof(f22766,plain,
    ( always3(s74)
    | ~ spl0_2103 ),
    inference(resolution,[],[f22359,f548]) ).

fof(f22767,plain,
    ( always3(s73)
    | ~ spl0_2105 ),
    inference(resolution,[],[f22360,f547]) ).

fof(f22768,plain,
    ( always3(s72)
    | ~ spl0_2107 ),
    inference(resolution,[],[f22361,f546]) ).

fof(f22769,plain,
    ( always3(s71)
    | ~ spl0_2109 ),
    inference(resolution,[],[f22362,f545]) ).

fof(f22770,plain,
    ( always3(s70)
    | ~ spl0_2111 ),
    inference(resolution,[],[f22363,f544]) ).

fof(f22771,plain,
    ( always3(s69)
    | ~ spl0_2113 ),
    inference(resolution,[],[f22364,f543]) ).

fof(f22772,plain,
    ( always3(s68)
    | ~ spl0_2115 ),
    inference(resolution,[],[f22365,f542]) ).

fof(f22773,plain,
    ( always3(s67)
    | ~ spl0_2117 ),
    inference(resolution,[],[f22366,f541]) ).

fof(f22774,plain,
    ( always3(s66)
    | ~ spl0_2119 ),
    inference(resolution,[],[f22367,f540]) ).

fof(f22775,plain,
    ( always3(s65)
    | ~ spl0_2121 ),
    inference(resolution,[],[f22368,f539]) ).

fof(f22776,plain,
    ( always3(s64)
    | ~ spl0_2123 ),
    inference(resolution,[],[f22369,f538]) ).

fof(f22777,plain,
    ( always3(s63)
    | ~ spl0_2125 ),
    inference(resolution,[],[f22370,f537]) ).

fof(f22778,plain,
    ( always3(s62)
    | ~ spl0_2127 ),
    inference(resolution,[],[f22371,f536]) ).

fof(f22781,plain,
    ( spl0_2127
    | ~ spl0_2125 ),
    inference(avatar_split_clause,[],[f22777,f11241,f11250]) ).

fof(f22782,plain,
    ( spl0_2125
    | ~ spl0_2123 ),
    inference(avatar_split_clause,[],[f22776,f11232,f11241]) ).

fof(f22783,plain,
    ( spl0_2123
    | ~ spl0_2121 ),
    inference(avatar_split_clause,[],[f22775,f11223,f11232]) ).

fof(f22784,plain,
    ( spl0_2121
    | ~ spl0_2119 ),
    inference(avatar_split_clause,[],[f22774,f11214,f11223]) ).

fof(f22785,plain,
    ( spl0_2119
    | ~ spl0_2117 ),
    inference(avatar_split_clause,[],[f22773,f11205,f11214]) ).

fof(f22786,plain,
    ( spl0_2117
    | ~ spl0_2115 ),
    inference(avatar_split_clause,[],[f22772,f11196,f11205]) ).

fof(f22787,plain,
    ( spl0_2115
    | ~ spl0_2113 ),
    inference(avatar_split_clause,[],[f22771,f11187,f11196]) ).

fof(f22788,plain,
    ( spl0_2113
    | ~ spl0_2111 ),
    inference(avatar_split_clause,[],[f22770,f11178,f11187]) ).

fof(f22789,plain,
    ( spl0_2111
    | ~ spl0_2109 ),
    inference(avatar_split_clause,[],[f22769,f11169,f11178]) ).

fof(f22790,plain,
    ( spl0_2109
    | ~ spl0_2107 ),
    inference(avatar_split_clause,[],[f22768,f11160,f11169]) ).

fof(f22791,plain,
    ( spl0_2107
    | ~ spl0_2105 ),
    inference(avatar_split_clause,[],[f22767,f11151,f11160]) ).

fof(f22792,plain,
    ( spl0_2105
    | ~ spl0_2103 ),
    inference(avatar_split_clause,[],[f22766,f11142,f11151]) ).

fof(f22819,plain,
    ( always3(s90)
    | ~ spl0_2071 ),
    inference(resolution,[],[f22372,f564]) ).

fof(f22820,plain,
    ( always3(s89)
    | ~ spl0_2073 ),
    inference(resolution,[],[f22373,f563]) ).

fof(f22821,plain,
    ( always3(s88)
    | ~ spl0_2075 ),
    inference(resolution,[],[f22374,f562]) ).

fof(f22822,plain,
    ( always3(s87)
    | ~ spl0_2077 ),
    inference(resolution,[],[f22375,f561]) ).

fof(f22823,plain,
    ( always3(s86)
    | ~ spl0_2079 ),
    inference(resolution,[],[f22376,f560]) ).

fof(f22824,plain,
    ( always3(s85)
    | ~ spl0_2081 ),
    inference(resolution,[],[f22377,f559]) ).

fof(f22825,plain,
    ( always3(s84)
    | ~ spl0_2083 ),
    inference(resolution,[],[f22378,f558]) ).

fof(f22826,plain,
    ( always3(s83)
    | ~ spl0_2085 ),
    inference(resolution,[],[f22379,f557]) ).

fof(f22827,plain,
    ( always3(s82)
    | ~ spl0_2087 ),
    inference(resolution,[],[f22380,f556]) ).

fof(f22828,plain,
    ( always3(s81)
    | ~ spl0_2089 ),
    inference(resolution,[],[f22381,f555]) ).

fof(f22829,plain,
    ( always3(s80)
    | ~ spl0_2091 ),
    inference(resolution,[],[f22382,f554]) ).

fof(f22830,plain,
    ( always3(s79)
    | ~ spl0_2093 ),
    inference(resolution,[],[f22383,f553]) ).

fof(f22831,plain,
    ( always3(s78)
    | ~ spl0_2095 ),
    inference(resolution,[],[f22384,f552]) ).

fof(f22832,plain,
    ( always3(s77)
    | ~ spl0_2097 ),
    inference(resolution,[],[f22385,f551]) ).

fof(f22835,plain,
    ( spl0_2097
    | ~ spl0_2095 ),
    inference(avatar_split_clause,[],[f22831,f11106,f11115]) ).

fof(f22836,plain,
    ( spl0_2095
    | ~ spl0_2093 ),
    inference(avatar_split_clause,[],[f22830,f11097,f11106]) ).

fof(f22837,plain,
    ( spl0_2093
    | ~ spl0_2091 ),
    inference(avatar_split_clause,[],[f22829,f11088,f11097]) ).

fof(f22838,plain,
    ( spl0_2091
    | ~ spl0_2089 ),
    inference(avatar_split_clause,[],[f22828,f11079,f11088]) ).

fof(f22839,plain,
    ( spl0_2089
    | ~ spl0_2087 ),
    inference(avatar_split_clause,[],[f22827,f11070,f11079]) ).

fof(f22840,plain,
    ( spl0_2087
    | ~ spl0_2085 ),
    inference(avatar_split_clause,[],[f22826,f11061,f11070]) ).

fof(f22841,plain,
    ( spl0_2085
    | ~ spl0_2083 ),
    inference(avatar_split_clause,[],[f22825,f11052,f11061]) ).

fof(f22842,plain,
    ( spl0_2083
    | ~ spl0_2081 ),
    inference(avatar_split_clause,[],[f22824,f11043,f11052]) ).

fof(f22843,plain,
    ( spl0_2081
    | ~ spl0_2079 ),
    inference(avatar_split_clause,[],[f22823,f11034,f11043]) ).

fof(f22844,plain,
    ( spl0_2079
    | ~ spl0_2077 ),
    inference(avatar_split_clause,[],[f22822,f11025,f11034]) ).

fof(f22845,plain,
    ( spl0_2077
    | ~ spl0_2075 ),
    inference(avatar_split_clause,[],[f22821,f11016,f11025]) ).

fof(f22846,plain,
    ( spl0_2075
    | ~ spl0_2073 ),
    inference(avatar_split_clause,[],[f22820,f11007,f11016]) ).

fof(f22847,plain,
    ( spl0_2073
    | ~ spl0_2071 ),
    inference(avatar_split_clause,[],[f22819,f10998,f11007]) ).

fof(f22876,plain,
    ( always3(s98)
    | ~ spl0_2055 ),
    inference(resolution,[],[f22386,f572]) ).

fof(f22877,plain,
    ( always3(s97)
    | ~ spl0_2057 ),
    inference(resolution,[],[f22387,f571]) ).

fof(f22878,plain,
    ( always3(s96)
    | ~ spl0_2059 ),
    inference(resolution,[],[f22388,f570]) ).

fof(f22879,plain,
    ( always3(s95)
    | ~ spl0_2061 ),
    inference(resolution,[],[f22389,f569]) ).

fof(f22880,plain,
    ( always3(s94)
    | ~ spl0_2063 ),
    inference(resolution,[],[f22390,f568]) ).

fof(f22881,plain,
    ( always3(s93)
    | ~ spl0_2065 ),
    inference(resolution,[],[f22391,f567]) ).

fof(f22884,plain,
    ( spl0_2065
    | ~ spl0_2063 ),
    inference(avatar_split_clause,[],[f22880,f10962,f10971]) ).

fof(f22885,plain,
    ( spl0_2063
    | ~ spl0_2061 ),
    inference(avatar_split_clause,[],[f22879,f10953,f10962]) ).

fof(f22886,plain,
    ( spl0_2061
    | ~ spl0_2059 ),
    inference(avatar_split_clause,[],[f22878,f10944,f10953]) ).

fof(f22887,plain,
    ( spl0_2059
    | ~ spl0_2057 ),
    inference(avatar_split_clause,[],[f22877,f10935,f10944]) ).

fof(f22888,plain,
    ( spl0_2057
    | ~ spl0_2055 ),
    inference(avatar_split_clause,[],[f22876,f10926,f10935]) ).

fof(f22901,plain,
    ( always3(s102)
    | ~ spl0_2047 ),
    inference(resolution,[],[f22392,f576]) ).

fof(f22902,plain,
    ( always3(s101)
    | ~ spl0_2049 ),
    inference(resolution,[],[f22393,f575]) ).

fof(f22905,plain,
    ( spl0_2049
    | ~ spl0_2047 ),
    inference(avatar_split_clause,[],[f22901,f10890,f10899]) ).

fof(f22910,plain,
    ( always3(s106)
    | ~ spl0_2039 ),
    inference(resolution,[],[f22394,f580]) ).

fof(f22911,plain,
    ( spl0_2041
    | ~ spl0_2039 ),
    inference(avatar_split_clause,[],[f22910,f10854,f10863]) ).

fof(f22914,plain,
    ( ! [X0] :
        ( succ(X0,s106)
        | always3(X0) )
    | ~ spl0_2041 ),
    inference(resolution,[],[f14820,f923]) ).

fof(f22915,plain,
    ( always3(s107)
    | ~ spl0_2037 ),
    inference(resolution,[],[f22395,f581]) ).

fof(f22916,plain,
    ( always3(s108)
    | ~ spl0_2035 ),
    inference(resolution,[],[f22396,f582]) ).

fof(f22917,plain,
    ( always3(s109)
    | ~ spl0_2033 ),
    inference(resolution,[],[f22397,f583]) ).

fof(f22918,plain,
    ( always3(s110)
    | ~ spl0_2031 ),
    inference(resolution,[],[f22398,f584]) ).

fof(f22919,plain,
    ( always3(s122)
    | ~ spl0_2007 ),
    inference(resolution,[],[f22399,f596]) ).

fof(f22920,plain,
    ( always3(s121)
    | ~ spl0_2009 ),
    inference(resolution,[],[f22400,f595]) ).

fof(f22921,plain,
    ( always3(s120)
    | ~ spl0_2011 ),
    inference(resolution,[],[f22401,f594]) ).

fof(f22922,plain,
    ( always3(s119)
    | ~ spl0_2013 ),
    inference(resolution,[],[f22402,f593]) ).

fof(f22923,plain,
    ( always3(s118)
    | ~ spl0_2015 ),
    inference(resolution,[],[f22403,f592]) ).

fof(f22924,plain,
    ( always3(s117)
    | ~ spl0_2017 ),
    inference(resolution,[],[f22404,f591]) ).

fof(f22925,plain,
    ( always3(s116)
    | ~ spl0_2019 ),
    inference(resolution,[],[f22405,f590]) ).

fof(f22926,plain,
    ( always3(s115)
    | ~ spl0_2021 ),
    inference(resolution,[],[f22406,f589]) ).

fof(f22927,plain,
    ( always3(s114)
    | ~ spl0_2023 ),
    inference(resolution,[],[f22407,f588]) ).

fof(f22928,plain,
    ( always3(s113)
    | ~ spl0_2025 ),
    inference(resolution,[],[f22408,f587]) ).

fof(f22929,plain,
    ( always3(s112)
    | ~ spl0_2027 ),
    inference(resolution,[],[f22409,f586]) ).

fof(f22932,plain,
    ( spl0_2027
    | ~ spl0_2025 ),
    inference(avatar_split_clause,[],[f22928,f10791,f10800]) ).

fof(f22933,plain,
    ( spl0_2025
    | ~ spl0_2023 ),
    inference(avatar_split_clause,[],[f22927,f10782,f10791]) ).

fof(f22934,plain,
    ( spl0_2023
    | ~ spl0_2021 ),
    inference(avatar_split_clause,[],[f22926,f10773,f10782]) ).

fof(f22935,plain,
    ( spl0_2021
    | ~ spl0_2019 ),
    inference(avatar_split_clause,[],[f22925,f10764,f10773]) ).

fof(f22936,plain,
    ( spl0_2019
    | ~ spl0_2017 ),
    inference(avatar_split_clause,[],[f22924,f10755,f10764]) ).

fof(f22937,plain,
    ( spl0_2017
    | ~ spl0_2015 ),
    inference(avatar_split_clause,[],[f22923,f10746,f10755]) ).

fof(f22938,plain,
    ( spl0_2015
    | ~ spl0_2013 ),
    inference(avatar_split_clause,[],[f22922,f10737,f10746]) ).

fof(f22939,plain,
    ( spl0_2013
    | ~ spl0_2011 ),
    inference(avatar_split_clause,[],[f22921,f10728,f10737]) ).

fof(f22940,plain,
    ( spl0_2011
    | ~ spl0_2009 ),
    inference(avatar_split_clause,[],[f22920,f10719,f10728]) ).

fof(f22941,plain,
    ( spl0_2009
    | ~ spl0_2007 ),
    inference(avatar_split_clause,[],[f22919,f10710,f10719]) ).

fof(f22964,plain,
    ( always3(s128)
    | ~ spl0_1995 ),
    inference(resolution,[],[f22410,f602]) ).

fof(f22965,plain,
    ( always3(s127)
    | ~ spl0_1997 ),
    inference(resolution,[],[f22411,f601]) ).

fof(f22966,plain,
    ( always3(s126)
    | ~ spl0_1999 ),
    inference(resolution,[],[f22412,f600]) ).

fof(f22967,plain,
    ( always3(s125)
    | ~ spl0_2001 ),
    inference(resolution,[],[f22413,f599]) ).

fof(f22970,plain,
    ( spl0_2001
    | ~ spl0_1999 ),
    inference(avatar_split_clause,[],[f22966,f10674,f10683]) ).

fof(f22971,plain,
    ( spl0_1999
    | ~ spl0_1997 ),
    inference(avatar_split_clause,[],[f22965,f10665,f10674]) ).

fof(f22972,plain,
    ( spl0_1997
    | ~ spl0_1995 ),
    inference(avatar_split_clause,[],[f22964,f10656,f10665]) ).

fof(f22981,plain,
    ( always3(s132)
    | ~ spl0_1987 ),
    inference(resolution,[],[f22414,f606]) ).

fof(f22982,plain,
    ( always3(s131)
    | ~ spl0_1989 ),
    inference(resolution,[],[f22415,f605]) ).

fof(f22985,plain,
    ( spl0_1989
    | ~ spl0_1987 ),
    inference(avatar_split_clause,[],[f22981,f10620,f10629]) ).

fof(f22990,plain,
    ( always3(s140)
    | ~ spl0_1971 ),
    inference(resolution,[],[f22416,f614]) ).

fof(f22991,plain,
    ( always3(s139)
    | ~ spl0_1973 ),
    inference(resolution,[],[f22417,f613]) ).

fof(f22992,plain,
    ( always3(s138)
    | ~ spl0_1975 ),
    inference(resolution,[],[f22418,f612]) ).

fof(f22993,plain,
    ( always3(s137)
    | ~ spl0_1977 ),
    inference(resolution,[],[f22419,f611]) ).

fof(f22994,plain,
    ( always3(s136)
    | ~ spl0_1979 ),
    inference(resolution,[],[f22420,f610]) ).

fof(f22995,plain,
    ( always3(s135)
    | ~ spl0_1981 ),
    inference(resolution,[],[f22421,f609]) ).

fof(f22998,plain,
    ( spl0_1981
    | ~ spl0_1979 ),
    inference(avatar_split_clause,[],[f22994,f10584,f10593]) ).

fof(f22999,plain,
    ( spl0_1979
    | ~ spl0_1977 ),
    inference(avatar_split_clause,[],[f22993,f10575,f10584]) ).

fof(f23000,plain,
    ( spl0_1977
    | ~ spl0_1975 ),
    inference(avatar_split_clause,[],[f22992,f10566,f10575]) ).

fof(f23001,plain,
    ( spl0_1975
    | ~ spl0_1973 ),
    inference(avatar_split_clause,[],[f22991,f10557,f10566]) ).

fof(f23002,plain,
    ( spl0_1973
    | ~ spl0_1971 ),
    inference(avatar_split_clause,[],[f22990,f10548,f10557]) ).

fof(f23015,plain,
    ( always3(s149)
    | ~ spl0_1953 ),
    inference(resolution,[],[f22422,f623]) ).

fof(f23016,plain,
    ( always3(s148)
    | ~ spl0_1955 ),
    inference(resolution,[],[f22423,f622]) ).

fof(f23017,plain,
    ( always3(s147)
    | ~ spl0_1957 ),
    inference(resolution,[],[f22424,f621]) ).

fof(f23018,plain,
    ( always3(s146)
    | ~ spl0_1959 ),
    inference(resolution,[],[f22425,f620]) ).

fof(f23019,plain,
    ( always3(s145)
    | ~ spl0_1961 ),
    inference(resolution,[],[f22426,f619]) ).

fof(f23022,plain,
    ( spl0_1961
    | ~ spl0_1959 ),
    inference(avatar_split_clause,[],[f23018,f10494,f10503]) ).

fof(f23023,plain,
    ( spl0_1959
    | ~ spl0_1957 ),
    inference(avatar_split_clause,[],[f23017,f10485,f10494]) ).

fof(f23024,plain,
    ( spl0_1957
    | ~ spl0_1955 ),
    inference(avatar_split_clause,[],[f23016,f10476,f10485]) ).

fof(f23025,plain,
    ( spl0_1955
    | ~ spl0_1953 ),
    inference(avatar_split_clause,[],[f23015,f10467,f10476]) ).

fof(f23036,plain,
    ( always3(s156)
    | ~ spl0_1939 ),
    inference(resolution,[],[f22427,f630]) ).

fof(f23037,plain,
    ( always3(s155)
    | ~ spl0_1941 ),
    inference(resolution,[],[f22428,f629]) ).

fof(f23038,plain,
    ( always3(s154)
    | ~ spl0_1943 ),
    inference(resolution,[],[f22429,f628]) ).

fof(f23039,plain,
    ( always3(s153)
    | ~ spl0_1945 ),
    inference(resolution,[],[f22430,f627]) ).

fof(f23040,plain,
    ( always3(s152)
    | ~ spl0_1947 ),
    inference(resolution,[],[f22431,f626]) ).

fof(f23043,plain,
    ( spl0_1947
    | ~ spl0_1945 ),
    inference(avatar_split_clause,[],[f23039,f10431,f10440]) ).

fof(f23044,plain,
    ( spl0_1945
    | ~ spl0_1943 ),
    inference(avatar_split_clause,[],[f23038,f10422,f10431]) ).

fof(f23045,plain,
    ( spl0_1943
    | ~ spl0_1941 ),
    inference(avatar_split_clause,[],[f23037,f10413,f10422]) ).

fof(f23046,plain,
    ( spl0_1941
    | ~ spl0_1939 ),
    inference(avatar_split_clause,[],[f23036,f10404,f10413]) ).

fof(f23057,plain,
    ( always3(s161)
    | ~ spl0_1929 ),
    inference(resolution,[],[f22432,f635]) ).

fof(f23058,plain,
    ( always3(s160)
    | ~ spl0_1931 ),
    inference(resolution,[],[f22433,f634]) ).

fof(f23059,plain,
    ( always3(s159)
    | ~ spl0_1933 ),
    inference(resolution,[],[f22434,f633]) ).

fof(f23062,plain,
    ( spl0_1933
    | ~ spl0_1931 ),
    inference(avatar_split_clause,[],[f23058,f10368,f10377]) ).

fof(f23063,plain,
    ( spl0_1931
    | ~ spl0_1929 ),
    inference(avatar_split_clause,[],[f23057,f10359,f10368]) ).

fof(f23070,plain,
    ( always3(s172)
    | ~ spl0_1907 ),
    inference(resolution,[],[f22435,f646]) ).

fof(f23071,plain,
    ( always3(s171)
    | ~ spl0_1909 ),
    inference(resolution,[],[f22436,f645]) ).

fof(f23072,plain,
    ( always3(s170)
    | ~ spl0_1911 ),
    inference(resolution,[],[f22437,f644]) ).

fof(f23073,plain,
    ( always3(s169)
    | ~ spl0_1913 ),
    inference(resolution,[],[f22438,f643]) ).

fof(f23074,plain,
    ( always3(s168)
    | ~ spl0_1915 ),
    inference(resolution,[],[f22439,f642]) ).

fof(f23075,plain,
    ( always3(s167)
    | ~ spl0_1917 ),
    inference(resolution,[],[f22440,f641]) ).

fof(f23076,plain,
    ( always3(s166)
    | ~ spl0_1919 ),
    inference(resolution,[],[f22441,f640]) ).

fof(f23077,plain,
    ( always3(s165)
    | ~ spl0_1921 ),
    inference(resolution,[],[f22442,f639]) ).

fof(f23078,plain,
    ( always3(s164)
    | ~ spl0_1923 ),
    inference(resolution,[],[f22443,f638]) ).

fof(f23081,plain,
    ( spl0_1923
    | ~ spl0_1921 ),
    inference(avatar_split_clause,[],[f23077,f10323,f10332]) ).

fof(f23082,plain,
    ( spl0_1921
    | ~ spl0_1919 ),
    inference(avatar_split_clause,[],[f23076,f10314,f10323]) ).

fof(f23083,plain,
    ( spl0_1919
    | ~ spl0_1917 ),
    inference(avatar_split_clause,[],[f23075,f10305,f10314]) ).

fof(f23084,plain,
    ( spl0_1917
    | ~ spl0_1915 ),
    inference(avatar_split_clause,[],[f23074,f10296,f10305]) ).

fof(f23085,plain,
    ( spl0_1915
    | ~ spl0_1913 ),
    inference(avatar_split_clause,[],[f23073,f10287,f10296]) ).

fof(f23086,plain,
    ( spl0_1913
    | ~ spl0_1911 ),
    inference(avatar_split_clause,[],[f23072,f10278,f10287]) ).

fof(f23087,plain,
    ( spl0_1911
    | ~ spl0_1909 ),
    inference(avatar_split_clause,[],[f23071,f10269,f10278]) ).

fof(f23088,plain,
    ( spl0_1909
    | ~ spl0_1907 ),
    inference(avatar_split_clause,[],[f23070,f10260,f10269]) ).

fof(f23107,plain,
    ( always3(s185)
    | ~ spl0_1881 ),
    inference(resolution,[],[f22444,f659]) ).

fof(f23108,plain,
    ( always3(s184)
    | ~ spl0_1883 ),
    inference(resolution,[],[f22445,f658]) ).

fof(f23109,plain,
    ( always3(s183)
    | ~ spl0_1885 ),
    inference(resolution,[],[f22446,f657]) ).

fof(f23110,plain,
    ( always3(s182)
    | ~ spl0_1887 ),
    inference(resolution,[],[f22447,f656]) ).

fof(f23111,plain,
    ( always3(s181)
    | ~ spl0_1889 ),
    inference(resolution,[],[f22448,f655]) ).

fof(f23112,plain,
    ( always3(s180)
    | ~ spl0_1891 ),
    inference(resolution,[],[f22449,f654]) ).

fof(f23113,plain,
    ( always3(s179)
    | ~ spl0_1893 ),
    inference(resolution,[],[f22450,f653]) ).

fof(f23114,plain,
    ( always3(s178)
    | ~ spl0_1895 ),
    inference(resolution,[],[f22451,f652]) ).

fof(f23115,plain,
    ( always3(s177)
    | ~ spl0_1897 ),
    inference(resolution,[],[f22452,f651]) ).

fof(f23116,plain,
    ( always3(s176)
    | ~ spl0_1899 ),
    inference(resolution,[],[f22453,f650]) ).

fof(f23117,plain,
    ( always3(s175)
    | ~ spl0_1901 ),
    inference(resolution,[],[f22454,f649]) ).

fof(f23120,plain,
    ( spl0_1901
    | ~ spl0_1899 ),
    inference(avatar_split_clause,[],[f23116,f10224,f10233]) ).

fof(f23121,plain,
    ( spl0_1899
    | ~ spl0_1897 ),
    inference(avatar_split_clause,[],[f23115,f10215,f10224]) ).

fof(f23122,plain,
    ( spl0_1897
    | ~ spl0_1895 ),
    inference(avatar_split_clause,[],[f23114,f10206,f10215]) ).

fof(f23123,plain,
    ( spl0_1895
    | ~ spl0_1893 ),
    inference(avatar_split_clause,[],[f23113,f10197,f10206]) ).

fof(f23124,plain,
    ( spl0_1893
    | ~ spl0_1891 ),
    inference(avatar_split_clause,[],[f23112,f10188,f10197]) ).

fof(f23125,plain,
    ( spl0_1891
    | ~ spl0_1889 ),
    inference(avatar_split_clause,[],[f23111,f10179,f10188]) ).

fof(f23126,plain,
    ( spl0_1889
    | ~ spl0_1887 ),
    inference(avatar_split_clause,[],[f23110,f10170,f10179]) ).

fof(f23127,plain,
    ( spl0_1887
    | ~ spl0_1885 ),
    inference(avatar_split_clause,[],[f23109,f10161,f10170]) ).

fof(f23128,plain,
    ( spl0_1885
    | ~ spl0_1883 ),
    inference(avatar_split_clause,[],[f23108,f10152,f10161]) ).

fof(f23129,plain,
    ( spl0_1883
    | ~ spl0_1881 ),
    inference(avatar_split_clause,[],[f23107,f10143,f10152]) ).

fof(f23152,plain,
    ( always3(s189)
    | ~ spl0_1873 ),
    inference(resolution,[],[f22455,f663]) ).

fof(f23153,plain,
    ( spl0_1875
    | ~ spl0_1873 ),
    inference(avatar_split_clause,[],[f23152,f10107,f10116]) ).

fof(f23156,plain,
    ( ! [X0] :
        ( succ(X0,s189)
        | always3(X0) )
    | ~ spl0_1875 ),
    inference(resolution,[],[f16406,f923]) ).

fof(f23157,plain,
    ( always3(s194)
    | ~ spl0_1863 ),
    inference(resolution,[],[f22456,f668]) ).

fof(f23158,plain,
    ( always3(s193)
    | ~ spl0_1865 ),
    inference(resolution,[],[f22457,f667]) ).

fof(f23159,plain,
    ( always3(s192)
    | ~ spl0_1867 ),
    inference(resolution,[],[f22458,f666]) ).

fof(f23160,plain,
    ( always3(s191)
    | ~ spl0_1869 ),
    inference(resolution,[],[f22459,f665]) ).

fof(f23163,plain,
    ( spl0_1869
    | ~ spl0_1867 ),
    inference(avatar_split_clause,[],[f23159,f10080,f10089]) ).

fof(f23164,plain,
    ( spl0_1867
    | ~ spl0_1865 ),
    inference(avatar_split_clause,[],[f23158,f10071,f10080]) ).

fof(f23165,plain,
    ( spl0_1865
    | ~ spl0_1863 ),
    inference(avatar_split_clause,[],[f23157,f10062,f10071]) ).

fof(f23174,plain,
    ( always3(s200)
    | ~ spl0_1851 ),
    inference(resolution,[],[f22460,f674]) ).

fof(f23175,plain,
    ( always3(s199)
    | ~ spl0_1853 ),
    inference(resolution,[],[f22461,f673]) ).

fof(f23176,plain,
    ( always3(s198)
    | ~ spl0_1855 ),
    inference(resolution,[],[f22462,f672]) ).

fof(f23177,plain,
    ( always3(s197)
    | ~ spl0_1857 ),
    inference(resolution,[],[f22463,f671]) ).

fof(f23180,plain,
    ( spl0_1857
    | ~ spl0_1855 ),
    inference(avatar_split_clause,[],[f23176,f10026,f10035]) ).

fof(f23181,plain,
    ( spl0_1855
    | ~ spl0_1853 ),
    inference(avatar_split_clause,[],[f23175,f10017,f10026]) ).

fof(f23182,plain,
    ( spl0_1853
    | ~ spl0_1851 ),
    inference(avatar_split_clause,[],[f23174,f10008,f10017]) ).

fof(f23191,plain,
    ( always3(s206)
    | ~ spl0_1839 ),
    inference(resolution,[],[f22464,f680]) ).

fof(f23192,plain,
    ( always3(s205)
    | ~ spl0_1841 ),
    inference(resolution,[],[f22465,f679]) ).

fof(f23193,plain,
    ( always3(s204)
    | ~ spl0_1843 ),
    inference(resolution,[],[f22466,f678]) ).

fof(f23194,plain,
    ( always3(s203)
    | ~ spl0_1845 ),
    inference(resolution,[],[f22467,f677]) ).

fof(f23195,plain,
    ( always3(s202)
    | ~ spl0_1847 ),
    inference(resolution,[],[f22468,f676]) ).

fof(f23196,plain,
    ( spl0_1849
    | ~ spl0_1847 ),
    inference(avatar_split_clause,[],[f23195,f9990,f9999]) ).

fof(f23199,plain,
    ( ! [X0] :
        ( succ(X0,s202)
        | always3(X0) )
    | ~ spl0_1849 ),
    inference(resolution,[],[f16596,f923]) ).

fof(f23200,plain,
    ( always3(s211)
    | ~ spl0_1829 ),
    inference(resolution,[],[f22469,f685]) ).

fof(f23201,plain,
    ( always3(s210)
    | ~ spl0_1831 ),
    inference(resolution,[],[f22470,f684]) ).

fof(f23202,plain,
    ( always3(s209)
    | ~ spl0_1833 ),
    inference(resolution,[],[f22471,f683]) ).

fof(f23203,plain,
    ( always3(s208)
    | ~ spl0_1835 ),
    inference(resolution,[],[f22472,f682]) ).

fof(f23204,plain,
    ( spl0_1837
    | ~ spl0_1835 ),
    inference(avatar_split_clause,[],[f23203,f9936,f9945]) ).

fof(f23207,plain,
    ( ! [X0] :
        ( succ(X0,s208)
        | always3(X0) )
    | ~ spl0_1837 ),
    inference(resolution,[],[f16712,f923]) ).

fof(f23208,plain,
    ( always3(s216)
    | ~ spl0_1819 ),
    inference(resolution,[],[f22473,f690]) ).

fof(f23209,plain,
    ( always3(s215)
    | ~ spl0_1821 ),
    inference(resolution,[],[f22474,f689]) ).

fof(f23210,plain,
    ( always3(s214)
    | ~ spl0_1823 ),
    inference(resolution,[],[f22475,f688]) ).

fof(f23211,plain,
    ( always3(s213)
    | ~ spl0_1825 ),
    inference(resolution,[],[f22476,f687]) ).

fof(f23212,plain,
    ( spl0_1827
    | ~ spl0_1825 ),
    inference(avatar_split_clause,[],[f23211,f9891,f9900]) ).

fof(f23215,plain,
    ( ! [X0] :
        ( succ(X0,s213)
        | always3(X0) )
    | ~ spl0_1827 ),
    inference(resolution,[],[f16820,f923]) ).

fof(f23216,plain,
    ( always3(s223)
    | ~ spl0_1805 ),
    inference(resolution,[],[f22477,f697]) ).

fof(f23217,plain,
    ( always3(s222)
    | ~ spl0_1807 ),
    inference(resolution,[],[f22478,f696]) ).

fof(f23218,plain,
    ( always3(s221)
    | ~ spl0_1809 ),
    inference(resolution,[],[f22479,f695]) ).

fof(f23219,plain,
    ( always3(s220)
    | ~ spl0_1811 ),
    inference(resolution,[],[f22480,f694]) ).

fof(f23220,plain,
    ( always3(s219)
    | ~ spl0_1813 ),
    inference(resolution,[],[f22481,f693]) ).

fof(f23221,plain,
    ( always3(s218)
    | ~ spl0_1815 ),
    inference(resolution,[],[f22482,f692]) ).

fof(f23222,plain,
    ( spl0_1817
    | ~ spl0_1815 ),
    inference(avatar_split_clause,[],[f23221,f9846,f9855]) ).

fof(f23225,plain,
    ( ! [X0] :
        ( succ(X0,s218)
        | always3(X0) )
    | ~ spl0_1817 ),
    inference(resolution,[],[f16914,f923]) ).

fof(f23226,plain,
    ( always3(s225)
    | ~ spl0_1801 ),
    inference(resolution,[],[f22483,f699]) ).

fof(f23227,plain,
    ( spl0_1803
    | ~ spl0_1801 ),
    inference(avatar_split_clause,[],[f23226,f9783,f9792]) ).

fof(f23230,plain,
    ( ! [X0] :
        ( succ(X0,s225)
        | always3(X0) )
    | ~ spl0_1803 ),
    inference(resolution,[],[f17020,f923]) ).

fof(f23231,plain,
    ( always3(s226)
    | ~ spl0_1799 ),
    inference(resolution,[],[f22484,f700]) ).

fof(f23232,plain,
    ( always3(s237)
    | ~ spl0_1777 ),
    inference(resolution,[],[f22485,f711]) ).

fof(f23233,plain,
    ( always3(s236)
    | ~ spl0_1779 ),
    inference(resolution,[],[f22486,f710]) ).

fof(f23234,plain,
    ( always3(s235)
    | ~ spl0_1781 ),
    inference(resolution,[],[f22487,f709]) ).

fof(f23235,plain,
    ( always3(s234)
    | ~ spl0_1783 ),
    inference(resolution,[],[f22488,f708]) ).

fof(f23236,plain,
    ( always3(s233)
    | ~ spl0_1785 ),
    inference(resolution,[],[f22489,f707]) ).

fof(f23237,plain,
    ( always3(s232)
    | ~ spl0_1787 ),
    inference(resolution,[],[f22490,f706]) ).

fof(f23238,plain,
    ( always3(s231)
    | ~ spl0_1789 ),
    inference(resolution,[],[f22491,f705]) ).

fof(f23239,plain,
    ( always3(s230)
    | ~ spl0_1791 ),
    inference(resolution,[],[f22492,f704]) ).

fof(f23240,plain,
    ( always3(s229)
    | ~ spl0_1793 ),
    inference(resolution,[],[f22493,f703]) ).

fof(f23241,plain,
    ( always3(s228)
    | ~ spl0_1795 ),
    inference(resolution,[],[f22494,f702]) ).

fof(f23242,plain,
    ( spl0_1797
    | ~ spl0_1795 ),
    inference(avatar_split_clause,[],[f23241,f9756,f9765]) ).

fof(f23245,plain,
    ( ! [X0] :
        ( succ(X0,s228)
        | always3(X0) )
    | ~ spl0_1797 ),
    inference(resolution,[],[f17138,f923]) ).

fof(f23246,plain,
    ( always3(s247)
    | ~ spl0_1757 ),
    inference(resolution,[],[f22495,f721]) ).

fof(f23247,plain,
    ( always3(s246)
    | ~ spl0_1759 ),
    inference(resolution,[],[f22496,f720]) ).

fof(f23248,plain,
    ( always3(s245)
    | ~ spl0_1761 ),
    inference(resolution,[],[f22497,f719]) ).

fof(f23249,plain,
    ( always3(s244)
    | ~ spl0_1763 ),
    inference(resolution,[],[f22498,f718]) ).

fof(f23250,plain,
    ( spl0_1765
    | ~ spl0_1763 ),
    inference(avatar_split_clause,[],[f23249,f9612,f9621]) ).

fof(f23251,plain,
    ( spl0_1763
    | ~ spl0_1761 ),
    inference(avatar_split_clause,[],[f23248,f9603,f9612]) ).

fof(f23252,plain,
    ( spl0_1761
    | ~ spl0_1759 ),
    inference(avatar_split_clause,[],[f23247,f9594,f9603]) ).

fof(f23265,plain,
    ( ! [X0] :
        ( succ(X0,s244)
        | always3(X0) )
    | ~ spl0_1765 ),
    inference(resolution,[],[f17515,f923]) ).

fof(f23268,plain,
    ( always3(s242)
    | ~ spl0_1767 ),
    inference(resolution,[],[f22499,f716]) ).

fof(f23271,plain,
    ( spl0_1769
    | ~ spl0_1767 ),
    inference(avatar_split_clause,[],[f23268,f9630,f9639]) ).

fof(f23274,plain,
    ( ! [X0] :
        ( succ(X0,s242)
        | always3(X0) )
    | ~ spl0_1769 ),
    inference(resolution,[],[f17502,f923]) ).

fof(f23275,plain,
    ( always3(s239)
    | ~ spl0_1773 ),
    inference(resolution,[],[f22500,f713]) ).

fof(f23276,plain,
    ( spl0_1775
    | ~ spl0_1773 ),
    inference(avatar_split_clause,[],[f23275,f9657,f9666]) ).

fof(f23279,plain,
    ( ! [X0] :
        ( succ(X0,s239)
        | always3(X0) )
    | ~ spl0_1775 ),
    inference(resolution,[],[f17226,f923]) ).

fof(f23280,plain,
    ( always3(s240)
    | ~ spl0_1771 ),
    inference(resolution,[],[f22501,f714]) ).

fof(f23281,plain,
    ( always3(s252)
    | ~ spl0_1747 ),
    inference(resolution,[],[f22502,f726]) ).

fof(f23282,plain,
    ( always3(s251)
    | ~ spl0_1749 ),
    inference(resolution,[],[f22503,f725]) ).

fof(f23283,plain,
    ( always3(s250)
    | ~ spl0_1751 ),
    inference(resolution,[],[f22504,f724]) ).

fof(f23284,plain,
    ( always3(s249)
    | ~ spl0_1753 ),
    inference(resolution,[],[f22505,f723]) ).

fof(f23285,plain,
    ( spl0_1755
    | ~ spl0_1753 ),
    inference(avatar_split_clause,[],[f23284,f9567,f9576]) ).

fof(f23288,plain,
    ( ! [X0] :
        ( succ(X0,s249)
        | always3(X0) )
    | ~ spl0_1755 ),
    inference(resolution,[],[f17442,f923]) ).

fof(f23289,plain,
    ( always3(s257)
    | ~ spl0_1737 ),
    inference(resolution,[],[f22506,f731]) ).

fof(f23290,plain,
    ( always3(s256)
    | ~ spl0_1739 ),
    inference(resolution,[],[f22507,f730]) ).

fof(f23291,plain,
    ( always3(s255)
    | ~ spl0_1741 ),
    inference(resolution,[],[f22508,f729]) ).

fof(f23292,plain,
    ( always3(s254)
    | ~ spl0_1743 ),
    inference(resolution,[],[f22509,f728]) ).

fof(f23293,plain,
    ( spl0_1745
    | ~ spl0_1743 ),
    inference(avatar_split_clause,[],[f23292,f9522,f9531]) ).

fof(f23296,plain,
    ( ! [X0] :
        ( succ(X0,s254)
        | always3(X0) )
    | ~ spl0_1745 ),
    inference(resolution,[],[f17626,f923]) ).

fof(f23297,plain,
    ( always3(s264)
    | ~ spl0_1723 ),
    inference(resolution,[],[f22510,f738]) ).

fof(f23298,plain,
    ( always3(s259)
    | ~ spl0_1733 ),
    inference(resolution,[],[f22511,f733]) ).

fof(f23299,plain,
    ( spl0_1735
    | ~ spl0_1733 ),
    inference(avatar_split_clause,[],[f23298,f9477,f9486]) ).

fof(f23302,plain,
    ( ! [X0] :
        ( succ(X0,s259)
        | always3(X0) )
    | ~ spl0_1735 ),
    inference(resolution,[],[f17720,f923]) ).

fof(f23303,plain,
    ( always3(s260)
    | ~ spl0_1731 ),
    inference(resolution,[],[f22512,f734]) ).

fof(f23304,plain,
    ( always3(s275)
    | ~ spl0_1701 ),
    inference(resolution,[],[f22513,f749]) ).

fof(f23305,plain,
    ( always3(s274)
    | ~ spl0_1703 ),
    inference(resolution,[],[f22514,f748]) ).

fof(f23306,plain,
    ( always3(s277)
    | ~ spl0_1697 ),
    inference(resolution,[],[f22515,f751]) ).

fof(f23309,plain,
    ( spl0_1699
    | ~ spl0_1697 ),
    inference(avatar_split_clause,[],[f23306,f9315,f9324]) ).

fof(f23312,plain,
    ( ! [X0] :
        ( succ(X0,s277)
        | always3(X0) )
    | ~ spl0_1699 ),
    inference(resolution,[],[f18027,f923]) ).

fof(f23313,plain,
    ( always3(s282)
    | ~ spl0_1687 ),
    inference(resolution,[],[f22516,f756]) ).

fof(f23318,plain,
    ( always3(s280)
    | ~ spl0_1691 ),
    inference(resolution,[],[f22517,f754]) ).

fof(f23319,plain,
    ( spl0_1693
    | ~ spl0_1691 ),
    inference(avatar_split_clause,[],[f23318,f9288,f9297]) ).

fof(f23322,plain,
    ( ! [X0] :
        ( succ(X0,s280)
        | always3(X0) )
    | ~ spl0_1693 ),
    inference(resolution,[],[f18079,f923]) ).

fof(f23323,plain,
    ( always3(s285)
    | ~ spl0_1681 ),
    inference(resolution,[],[f22518,f759]) ).

fof(f23324,plain,
    ( spl0_1683
    | ~ spl0_1681 ),
    inference(avatar_split_clause,[],[f23323,f9243,f9252]) ).

fof(f23327,plain,
    ( always3(s283)
    | ~ spl0_1685 ),
    inference(resolution,[],[f22519,f757]) ).

fof(f23332,plain,
    ( always3(s273)
    | ~ spl0_1705 ),
    inference(resolution,[],[f22520,f747]) ).

fof(f23333,plain,
    ( always3(s272)
    | ~ spl0_1707 ),
    inference(resolution,[],[f22521,f746]) ).

fof(f23334,plain,
    ( always3(s271)
    | ~ spl0_1709 ),
    inference(resolution,[],[f22522,f745]) ).

fof(f23335,plain,
    ( spl0_1711
    | ~ spl0_1709 ),
    inference(avatar_split_clause,[],[f23334,f9369,f9378]) ).

fof(f23336,plain,
    ( spl0_1709
    | ~ spl0_1707 ),
    inference(avatar_split_clause,[],[f23333,f9360,f9369]) ).

fof(f23337,plain,
    ( spl0_1707
    | ~ spl0_1705 ),
    inference(avatar_split_clause,[],[f23332,f9351,f9360]) ).

fof(f23338,plain,
    ( spl0_1705
    | ~ spl0_1703 ),
    inference(avatar_split_clause,[],[f23305,f9342,f9351]) ).

fof(f23339,plain,
    ( spl0_1703
    | ~ spl0_1701 ),
    inference(avatar_split_clause,[],[f23304,f9333,f9342]) ).

fof(f23350,plain,
    ( always3(s269)
    | ~ spl0_1713 ),
    inference(resolution,[],[f22523,f743]) ).

fof(f23351,plain,
    ( always3(s268)
    | ~ spl0_1715 ),
    inference(resolution,[],[f22524,f742]) ).

fof(f23354,plain,
    ( spl0_1717
    | ~ spl0_1715 ),
    inference(avatar_split_clause,[],[f23351,f9396,f9405]) ).

fof(f23357,plain,
    ( ! [X0] :
        ( succ(X0,s268)
        | always3(X0) )
    | ~ spl0_1717 ),
    inference(resolution,[],[f17850,f923]) ).

fof(f23358,plain,
    ( always3(s263)
    | ~ spl0_1725 ),
    inference(resolution,[],[f22525,f737]) ).

fof(f23361,plain,
    ( spl0_1727
    | ~ spl0_1725 ),
    inference(avatar_split_clause,[],[f23358,f9441,f9450]) ).

fof(f23364,plain,
    ( ! [X0] :
        ( succ(X0,s263)
        | always3(X0) )
    | ~ spl0_1727 ),
    inference(resolution,[],[f17887,f923]) ).

fof(f23365,plain,
    ( always3(s265)
    | ~ spl0_1721 ),
    inference(resolution,[],[f22526,f739]) ).

fof(f23366,plain,
    ( always3(s290)
    | ~ spl0_1671 ),
    inference(resolution,[],[f22527,f764]) ).

fof(f23367,plain,
    ( always3(s289)
    | ~ spl0_1673 ),
    inference(resolution,[],[f22528,f763]) ).

fof(f23368,plain,
    ( spl0_1675
    | ~ spl0_1673 ),
    inference(avatar_split_clause,[],[f23367,f9207,f9216]) ).

fof(f23371,plain,
    ( ! [X0] :
        ( succ(X0,s289)
        | always3(X0) )
    | ~ spl0_1675 ),
    inference(resolution,[],[f18430,f923]) ).

fof(f23372,plain,
    ( always3(s292)
    | ~ spl0_1667 ),
    inference(resolution,[],[f22529,f766]) ).

fof(f23373,plain,
    ( spl0_1669
    | ~ spl0_1667 ),
    inference(avatar_split_clause,[],[f23372,f9180,f9189]) ).

fof(f23376,plain,
    ( ! [X0] :
        ( succ(X0,s292)
        | always3(X0) )
    | ~ spl0_1669 ),
    inference(resolution,[],[f18475,f923]) ).

fof(f23377,plain,
    ( always3(s300)
    | ~ spl0_1651 ),
    inference(resolution,[],[f22530,f774]) ).

fof(f23380,plain,
    ( spl0_1653
    | ~ spl0_1651 ),
    inference(avatar_split_clause,[],[f23377,f9108,f9117]) ).

fof(f23383,plain,
    ( ! [X0] :
        ( succ(X0,s300)
        | always3(X0) )
    | ~ spl0_1653 ),
    inference(resolution,[],[f18560,f923]) ).

fof(f23384,plain,
    ( always3(s306)
    | ~ spl0_1639 ),
    inference(resolution,[],[f22531,f780]) ).

fof(f23385,plain,
    ( always3(s305)
    | ~ spl0_1641 ),
    inference(resolution,[],[f22532,f779]) ).

fof(f23386,plain,
    ( spl0_1643
    | ~ spl0_1641 ),
    inference(avatar_split_clause,[],[f23385,f9063,f9072]) ).

fof(f23389,plain,
    ( ! [X0] :
        ( succ(X0,s305)
        | always3(X0) )
    | ~ spl0_1643 ),
    inference(resolution,[],[f18615,f923]) ).

fof(f23390,plain,
    ( always3(s308)
    | ~ spl0_1635 ),
    inference(resolution,[],[f22533,f782]) ).

fof(f23391,plain,
    ( spl0_1637
    | ~ spl0_1635 ),
    inference(avatar_split_clause,[],[f23390,f9036,f9045]) ).

fof(f23394,plain,
    ( ! [X0] :
        ( succ(X0,s308)
        | always3(X0) )
    | ~ spl0_1637 ),
    inference(resolution,[],[f18668,f923]) ).

fof(f23395,plain,
    ( always3(s318)
    | ~ spl0_1615 ),
    inference(resolution,[],[f22534,f792]) ).

fof(f23396,plain,
    ( always3(s319)
    | ~ spl0_1613 ),
    inference(resolution,[],[f22535,f793]) ).

fof(f23397,plain,
    ( always3(s321)
    | ~ spl0_1609 ),
    inference(resolution,[],[f22536,f795]) ).

fof(f23400,plain,
    ( spl0_1611
    | ~ spl0_1609 ),
    inference(avatar_split_clause,[],[f23397,f8919,f8928]) ).

fof(f23403,plain,
    ( ! [X0] :
        ( succ(X0,s321)
        | always3(X0) )
    | ~ spl0_1611 ),
    inference(resolution,[],[f18820,f923]) ).

fof(f23404,plain,
    ( always3(s317)
    | ~ spl0_1617 ),
    inference(resolution,[],[f22537,f791]) ).

fof(f23405,plain,
    ( spl0_1619
    | ~ spl0_1617 ),
    inference(avatar_split_clause,[],[f23404,f8955,f8964]) ).

fof(f23408,plain,
    ( ! [X0] :
        ( succ(X0,s317)
        | always3(X0) )
    | ~ spl0_1619 ),
    inference(resolution,[],[f18771,f923]) ).

fof(f23409,plain,
    ( always3(s322)
    | ~ spl0_1607 ),
    inference(resolution,[],[f22538,f796]) ).

fof(f23410,plain,
    ( always3(s326)
    | ~ spl0_1599 ),
    inference(resolution,[],[f22539,f800]) ).

fof(f23411,plain,
    ( always3(s329)
    | ~ spl0_1593 ),
    inference(resolution,[],[f22540,f803]) ).

fof(f23412,plain,
    ( always3(s331)
    | ~ spl0_1589 ),
    inference(resolution,[],[f22541,f805]) ).

fof(f23417,plain,
    ( always3(s333)
    | ~ spl0_1585 ),
    inference(resolution,[],[f22542,f807]) ).

fof(f23420,plain,
    ( spl0_1587
    | ~ spl0_1585 ),
    inference(avatar_split_clause,[],[f23417,f8811,f8820]) ).

fof(f23423,plain,
    ( ! [X0] :
        ( succ(X0,s333)
        | always3(X0) )
    | ~ spl0_1587 ),
    inference(resolution,[],[f19020,f923]) ).

fof(f23424,plain,
    ( always3(s328)
    | ~ spl0_1595 ),
    inference(resolution,[],[f22543,f802]) ).

fof(f23427,plain,
    ( spl0_1597
    | ~ spl0_1595 ),
    inference(avatar_split_clause,[],[f23424,f8856,f8865]) ).

fof(f23430,plain,
    ( ! [X0] :
        ( succ(X0,s328)
        | always3(X0) )
    | ~ spl0_1597 ),
    inference(resolution,[],[f18948,f923]) ).

fof(f23431,plain,
    ( always3(s325)
    | ~ spl0_1601 ),
    inference(resolution,[],[f22544,f799]) ).

fof(f23432,plain,
    ( always3(s324)
    | ~ spl0_1603 ),
    inference(resolution,[],[f22545,f798]) ).

fof(f23433,plain,
    ( spl0_1605
    | ~ spl0_1603 ),
    inference(avatar_split_clause,[],[f23432,f8892,f8901]) ).

fof(f23436,plain,
    ( ! [X0] :
        ( succ(X0,s324)
        | always3(X0) )
    | ~ spl0_1605 ),
    inference(resolution,[],[f18908,f923]) ).

fof(f23437,plain,
    ( always3(s312)
    | ~ spl0_1627 ),
    inference(resolution,[],[f22546,f786]) ).

fof(f23438,plain,
    ( always3(s311)
    | ~ spl0_1629 ),
    inference(resolution,[],[f22547,f785]) ).

fof(f23439,plain,
    ( spl0_1631
    | ~ spl0_1629 ),
    inference(avatar_split_clause,[],[f23438,f9009,f9018]) ).

fof(f23442,plain,
    ( ! [X0] :
        ( succ(X0,s311)
        | always3(X0) )
    | ~ spl0_1631 ),
    inference(resolution,[],[f18707,f923]) ).

fof(f23443,plain,
    ( always3(s309)
    | ~ spl0_1633 ),
    inference(resolution,[],[f22548,f783]) ).

fof(f23444,plain,
    ( always3(s301)
    | ~ spl0_1649 ),
    inference(resolution,[],[f22549,f775]) ).

fof(f23445,plain,
    ( always3(s295)
    | ~ spl0_1661 ),
    inference(resolution,[],[f22550,f769]) ).

fof(f23446,plain,
    ( spl0_1663
    | ~ spl0_1661 ),
    inference(avatar_split_clause,[],[f23445,f9153,f9162]) ).

fof(f23449,plain,
    ( always3(s293)
    | ~ spl0_1665 ),
    inference(resolution,[],[f22551,f767]) ).

fof(f23450,plain,
    ( always3(s334)
    | ~ spl0_1583 ),
    inference(resolution,[],[f22552,f808]) ).

fof(f23451,plain,
    ( always3(s335)
    | ~ spl0_1581 ),
    inference(resolution,[],[f22553,f809]) ).

fof(f23452,plain,
    ( always3(s336)
    | ~ spl0_1579 ),
    inference(resolution,[],[f22554,f810]) ).

fof(f23453,plain,
    ( always3(s339)
    | ~ spl0_1573 ),
    inference(resolution,[],[f22555,f813]) ).

fof(f23454,plain,
    ( always3(s343)
    | ~ spl0_1565 ),
    inference(resolution,[],[f22556,f817]) ).

fof(f23455,plain,
    ( always3(s342)
    | ~ spl0_1567 ),
    inference(resolution,[],[f22557,f816]) ).

fof(f23456,plain,
    ( always3(s354)
    | ~ spl0_1543 ),
    inference(resolution,[],[f22558,f828]) ).

fof(f23459,plain,
    ( spl0_1545
    | ~ spl0_1543 ),
    inference(avatar_split_clause,[],[f23456,f8622,f8631]) ).

fof(f23462,plain,
    ( ! [X0] :
        ( succ(X0,s354)
        | always3(X0) )
    | ~ spl0_1545 ),
    inference(resolution,[],[f19616,f923]) ).

fof(f23463,plain,
    ( always3(s357)
    | ~ spl0_1537 ),
    inference(resolution,[],[f22559,f831]) ).

fof(f23464,plain,
    ( spl0_1539
    | ~ spl0_1537 ),
    inference(avatar_split_clause,[],[f23463,f8595,f8604]) ).

fof(f23467,plain,
    ( ! [X0] :
        ( succ(X0,s357)
        | always3(X0) )
    | ~ spl0_1539 ),
    inference(resolution,[],[f19647,f923]) ).

fof(f23468,plain,
    ( always3(s360)
    | ~ spl0_1531 ),
    inference(resolution,[],[f22560,f834]) ).

fof(f23469,plain,
    ( always3(s362)
    | ~ spl0_1527 ),
    inference(resolution,[],[f22561,f836]) ).

fof(f23470,plain,
    ( always3(s363)
    | ~ spl0_1525 ),
    inference(resolution,[],[f22562,f837]) ).

fof(f23471,plain,
    ( always3(s365)
    | ~ spl0_1521 ),
    inference(resolution,[],[f22563,f839]) ).

fof(f23474,plain,
    ( spl0_1523
    | ~ spl0_1521 ),
    inference(avatar_split_clause,[],[f23471,f8523,f8532]) ).

fof(f23477,plain,
    ( ! [X0] :
        ( succ(X0,s365)
        | always3(X0) )
    | ~ spl0_1523 ),
    inference(resolution,[],[f19742,f923]) ).

fof(f23478,plain,
    ( always3(s367)
    | ~ spl0_1517 ),
    inference(resolution,[],[f22564,f841]) ).

fof(f23479,plain,
    ( spl0_1519
    | ~ spl0_1517 ),
    inference(avatar_split_clause,[],[f23478,f8505,f8514]) ).

fof(f23482,plain,
    ( ! [X0] :
        ( succ(X0,s367)
        | always3(X0) )
    | ~ spl0_1519 ),
    inference(resolution,[],[f19796,f923]) ).

fof(f23483,plain,
    ( always3(s369)
    | ~ spl0_1513 ),
    inference(resolution,[],[f22565,f843]) ).

fof(f23488,plain,
    ( always3(s377)
    | ~ spl0_1497 ),
    inference(resolution,[],[f22566,f851]) ).

fof(f23489,plain,
    ( always3(s376)
    | ~ spl0_1499 ),
    inference(resolution,[],[f22567,f850]) ).

fof(f23490,plain,
    ( spl0_1501
    | ~ spl0_1499 ),
    inference(avatar_split_clause,[],[f23489,f8424,f8433]) ).

fof(f23493,plain,
    ( ! [X0] :
        ( succ(X0,s376)
        | always3(X0) )
    | ~ spl0_1501 ),
    inference(resolution,[],[f19916,f923]) ).

fof(f23494,plain,
    ( always3(s381)
    | ~ spl0_1489 ),
    inference(resolution,[],[f22568,f855]) ).

fof(f23495,plain,
    ( spl0_1491
    | ~ spl0_1489 ),
    inference(avatar_split_clause,[],[f23494,f8379,f8388]) ).

fof(f23498,plain,
    ( ! [X0] :
        ( succ(X0,s381)
        | always3(X0) )
    | ~ spl0_1491 ),
    inference(resolution,[],[f20021,f923]) ).

fof(f23499,plain,
    ( always3(s379)
    | ~ spl0_1493 ),
    inference(resolution,[],[f22569,f853]) ).

fof(f23500,plain,
    ( spl0_1495
    | ~ spl0_1493 ),
    inference(avatar_split_clause,[],[f23499,f8397,f8406]) ).

fof(f23503,plain,
    ( ! [X0] :
        ( succ(X0,s379)
        | always3(X0) )
    | ~ spl0_1495 ),
    inference(resolution,[],[f19961,f923]) ).

fof(f23504,plain,
    ( always3(s374)
    | ~ spl0_1503 ),
    inference(resolution,[],[f22570,f848]) ).

fof(f23505,plain,
    ( always3(s373)
    | ~ spl0_1505 ),
    inference(resolution,[],[f22571,f847]) ).

fof(f23508,plain,
    ( spl0_1507
    | ~ spl0_1505 ),
    inference(avatar_split_clause,[],[f23505,f8451,f8460]) ).

fof(f23511,plain,
    ( ! [X0] :
        ( succ(X0,s373)
        | always3(X0) )
    | ~ spl0_1507 ),
    inference(resolution,[],[f19889,f923]) ).

fof(f23512,plain,
    ( always3(s361)
    | ~ spl0_1529 ),
    inference(resolution,[],[f22572,f835]) ).

fof(f23513,plain,
    ( always3(s359)
    | ~ spl0_1533 ),
    inference(resolution,[],[f22573,f833]) ).

fof(f23516,plain,
    ( spl0_1535
    | ~ spl0_1533 ),
    inference(avatar_split_clause,[],[f23513,f8577,f8586]) ).

fof(f23519,plain,
    ( ! [X0] :
        ( succ(X0,s359)
        | always3(X0) )
    | ~ spl0_1535 ),
    inference(resolution,[],[f19680,f923]) ).

fof(f23520,plain,
    ( always3(s352)
    | ~ spl0_1547 ),
    inference(resolution,[],[f22574,f826]) ).

fof(f23521,plain,
    ( spl0_1549
    | ~ spl0_1547 ),
    inference(avatar_split_clause,[],[f23520,f8640,f8649]) ).

fof(f23524,plain,
    ( ! [X0] :
        ( succ(X0,s352)
        | always3(X0) )
    | ~ spl0_1549 ),
    inference(resolution,[],[f20134,f923]) ).

fof(f23525,plain,
    ( always3(s384)
    | ~ spl0_1483 ),
    inference(resolution,[],[f22575,f858]) ).

fof(f23528,plain,
    ( spl0_1485
    | ~ spl0_1483 ),
    inference(avatar_split_clause,[],[f23525,f8352,f8361]) ).

fof(f23531,plain,
    ( ! [X0] :
        ( succ(X0,s384)
        | always3(X0) )
    | ~ spl0_1485 ),
    inference(resolution,[],[f20310,f923]) ).

fof(f23532,plain,
    ( always3(s385)
    | ~ spl0_1481 ),
    inference(resolution,[],[f22576,f859]) ).

fof(f23533,plain,
    ( always3(s387)
    | ~ spl0_1477 ),
    inference(resolution,[],[f22577,f861]) ).

fof(f23534,plain,
    ( spl0_1479
    | ~ spl0_1477 ),
    inference(avatar_split_clause,[],[f23533,f8325,f8334]) ).

fof(f23537,plain,
    ( ! [X0] :
        ( succ(X0,s387)
        | always3(X0) )
    | ~ spl0_1479 ),
    inference(resolution,[],[f20328,f923]) ).

fof(f23538,plain,
    ( always3(s389)
    | ~ spl0_1473 ),
    inference(resolution,[],[f22578,f863]) ).

fof(f23539,plain,
    ( spl0_1475
    | ~ spl0_1473 ),
    inference(avatar_split_clause,[],[f23538,f8307,f8316]) ).

fof(f23542,plain,
    ( ! [X0] :
        ( succ(X0,s389)
        | always3(X0) )
    | ~ spl0_1475 ),
    inference(resolution,[],[f20379,f923]) ).

fof(f23543,plain,
    ( always3(s397)
    | ~ spl0_1457 ),
    inference(resolution,[],[f22579,f871]) ).

fof(f23546,plain,
    ( spl0_1459
    | ~ spl0_1457 ),
    inference(avatar_split_clause,[],[f23543,f8235,f8244]) ).

fof(f23549,plain,
    ( ! [X0] :
        ( succ(X0,s397)
        | always3(X0) )
    | ~ spl0_1459 ),
    inference(resolution,[],[f20463,f923]) ).

fof(f23550,plain,
    ( always3(s400)
    | ~ spl0_1451 ),
    inference(resolution,[],[f22580,f874]) ).

fof(f23555,plain,
    ( always3(s394)
    | ~ spl0_1463 ),
    inference(resolution,[],[f22581,f868]) ).

fof(f23556,plain,
    ( spl0_1465
    | ~ spl0_1463 ),
    inference(avatar_split_clause,[],[f23555,f8262,f8271]) ).

fof(f23559,plain,
    ( ! [X0] :
        ( succ(X0,s394)
        | always3(X0) )
    | ~ spl0_1465 ),
    inference(resolution,[],[f20430,f923]) ).

fof(f23560,plain,
    ( always3(s391)
    | ~ spl0_1469 ),
    inference(resolution,[],[f22582,f865]) ).

fof(f23561,plain,
    ( always3(s390)
    | ~ spl0_1471 ),
    inference(resolution,[],[f22583,f864]) ).

fof(f23562,plain,
    ( always3(s346)
    | ~ spl0_1559 ),
    inference(resolution,[],[f22584,f820]) ).

fof(f23563,plain,
    ( spl0_1561
    | ~ spl0_1559 ),
    inference(avatar_split_clause,[],[f23562,f8694,f8703]) ).

fof(f23566,plain,
    ( always3(s341)
    | ~ spl0_1569 ),
    inference(resolution,[],[f22585,f815]) ).

fof(f23567,plain,
    ( spl0_1571
    | ~ spl0_1569 ),
    inference(avatar_split_clause,[],[f23566,f8739,f8748]) ).

fof(f23570,plain,
    ( ! [X0] :
        ( succ(X0,s341)
        | always3(X0) )
    | ~ spl0_1571 ),
    inference(resolution,[],[f19473,f923]) ).

fof(f23571,plain,
    ( always3(s338)
    | ~ spl0_1575 ),
    inference(resolution,[],[f22586,f812]) ).

fof(f23572,plain,
    ( spl0_1577
    | ~ spl0_1575 ),
    inference(avatar_split_clause,[],[f23571,f8766,f8775]) ).

fof(f23575,plain,
    ( ! [X0] :
        ( succ(X0,s338)
        | always3(X0) )
    | ~ spl0_1577 ),
    inference(resolution,[],[f19441,f923]) ).

fof(f23576,plain,
    ( always3(s286)
    | ~ spl0_1679 ),
    inference(resolution,[],[f22587,f760]) ).

fof(f23579,plain,
    ( spl0_1681
    | ~ spl0_1679 ),
    inference(avatar_split_clause,[],[f23576,f9234,f9243]) ).

fof(f23585,plain,
    ( ! [X0] :
        ( succ(X0,s285)
        | always3(X0) )
    | ~ spl0_1683 ),
    inference(resolution,[],[f18197,f923]) ).

fof(f23587,plain,
    ( always3(s287)
    | ~ spl0_1677 ),
    inference(resolution,[],[f22588,f761]) ).

fof(f23588,plain,
    ( always3(s349)
    | ~ spl0_1553 ),
    inference(resolution,[],[f22589,f823]) ).

fof(f23591,plain,
    ( spl0_1555
    | ~ spl0_1553 ),
    inference(avatar_split_clause,[],[f23588,f8667,f8676]) ).

fof(f23594,plain,
    ( ! [X0] :
        ( succ(X0,s349)
        | always3(X0) )
    | ~ spl0_1555 ),
    inference(resolution,[],[f20626,f923]) ).

fof(f23595,plain,
    ( always3(s406)
    | ~ spl0_1439 ),
    inference(resolution,[],[f22590,f880]) ).

fof(f23596,plain,
    ( spl0_1441
    | ~ spl0_1439 ),
    inference(avatar_split_clause,[],[f23595,f8154,f8163]) ).

fof(f23599,plain,
    ( ! [X0] :
        ( succ(X0,s406)
        | always3(X0) )
    | ~ spl0_1441 ),
    inference(resolution,[],[f21260,f923]) ).

fof(f23600,plain,
    ( always3(s407)
    | ~ spl0_1437 ),
    inference(resolution,[],[f22591,f881]) ).

fof(f23601,plain,
    ( always3(s411)
    | ~ spl0_1429 ),
    inference(resolution,[],[f22592,f885]) ).

fof(f23606,plain,
    ( always3(s416)
    | ~ spl0_1419 ),
    inference(resolution,[],[f22593,f890]) ).

fof(f23607,plain,
    ( spl0_1421
    | ~ spl0_1419 ),
    inference(avatar_split_clause,[],[f23606,f8064,f8073]) ).

fof(f23610,plain,
    ( ! [X0] :
        ( succ(X0,s416)
        | always3(X0) )
    | ~ spl0_1421 ),
    inference(resolution,[],[f21390,f923]) ).

fof(f23611,plain,
    ( always3(s418)
    | ~ spl0_1415 ),
    inference(resolution,[],[f22594,f892]) ).

fof(f23612,plain,
    ( always3(s417)
    | ~ spl0_1417 ),
    inference(resolution,[],[f22595,f891]) ).

fof(f23613,plain,
    ( always3(s421)
    | ~ spl0_1409 ),
    inference(resolution,[],[f22596,f895]) ).

fof(f23614,plain,
    ( always3(s422)
    | ~ spl0_1407 ),
    inference(resolution,[],[f22597,f896]) ).

fof(f23615,plain,
    ( always3(s420)
    | ~ spl0_1411 ),
    inference(resolution,[],[f22598,f894]) ).

fof(f23616,plain,
    ( always3(s419)
    | ~ spl0_1413 ),
    inference(resolution,[],[f22599,f893]) ).

fof(f23617,plain,
    ( always3(s414)
    | ~ spl0_1423 ),
    inference(resolution,[],[f22600,f888]) ).

fof(f23618,plain,
    ( always3(s413)
    | ~ spl0_1425 ),
    inference(resolution,[],[f22601,f887]) ).

fof(f23621,plain,
    ( spl0_1427
    | ~ spl0_1425 ),
    inference(avatar_split_clause,[],[f23618,f8091,f8100]) ).

fof(f23624,plain,
    ( ! [X0] :
        ( succ(X0,s413)
        | always3(X0) )
    | ~ spl0_1427 ),
    inference(resolution,[],[f21364,f923]) ).

fof(f23625,plain,
    ( always3(s404)
    | ~ spl0_1443 ),
    inference(resolution,[],[f22602,f878]) ).

fof(f23626,plain,
    ( always3(s403)
    | ~ spl0_1445 ),
    inference(resolution,[],[f22603,f877]) ).

fof(f23627,plain,
    ( always3(s402)
    | ~ spl0_1447 ),
    inference(resolution,[],[f22604,f876]) ).

fof(f23628,plain,
    ( spl0_1449
    | ~ spl0_1447 ),
    inference(avatar_split_clause,[],[f23627,f8190,f8199]) ).

fof(f23631,plain,
    ( ! [X0] :
        ( succ(X0,s402)
        | always3(X0) )
    | ~ spl0_1449 ),
    inference(resolution,[],[f20526,f923]) ).

fof(f23632,plain,
    ( always3(s425)
    | ~ spl0_1401 ),
    inference(resolution,[],[f22605,f899]) ).

fof(f23633,plain,
    ( always3(s424)
    | ~ spl0_1403 ),
    inference(resolution,[],[f22606,f898]) ).

fof(f23634,plain,
    ( always3(s423)
    | ~ spl0_1405 ),
    inference(resolution,[],[f22607,f897]) ).

fof(f23635,plain,
    ( always3(s427)
    | ~ spl0_1397 ),
    inference(resolution,[],[f22608,f901]) ).

fof(f23636,plain,
    ( spl0_1399
    | ~ spl0_1397 ),
    inference(avatar_split_clause,[],[f23635,f7965,f7974]) ).

fof(f23639,plain,
    ( ! [X0] :
        ( succ(X0,s427)
        | always3(X0) )
    | ~ spl0_1399 ),
    inference(resolution,[],[f21689,f923]) ).

fof(f23640,plain,
    ( always3(s428)
    | ~ spl0_1395 ),
    inference(resolution,[],[f22609,f902]) ).

fof(f23641,plain,
    ( always3(s429)
    | ~ spl0_1393 ),
    inference(resolution,[],[f22610,f903]) ).

fof(f23642,plain,
    ( always3(s430)
    | ~ spl0_1391 ),
    inference(resolution,[],[f22611,f904]) ).

fof(f23643,plain,
    ( always3(s431)
    | ~ spl0_1389 ),
    inference(resolution,[],[f22612,f905]) ).

fof(f23644,plain,
    ( always3(s435)
    | ~ spl0_1381 ),
    inference(resolution,[],[f22613,f909]) ).

fof(f23645,plain,
    ( always3(s433)
    | ~ spl0_1385 ),
    inference(resolution,[],[f22614,f907]) ).

fof(f23650,plain,
    ( always3(s434)
    | ~ spl0_1383 ),
    inference(resolution,[],[f22615,f908]) ).

fof(f23653,plain,
    ( spl0_1387
    | ~ spl0_1385 ),
    inference(avatar_split_clause,[],[f23645,f7911,f7920]) ).

fof(f23654,plain,
    ( spl0_1385
    | ~ spl0_1383 ),
    inference(avatar_split_clause,[],[f23650,f7902,f7911]) ).

fof(f23659,plain,
    ( ! [X0] :
        ( succ(X0,s433)
        | always3(X0) )
    | ~ spl0_1387 ),
    inference(resolution,[],[f21817,f923]) ).

fof(f23662,plain,
    ( always3(s437)
    | ~ spl0_1377 ),
    inference(resolution,[],[f22616,f911]) ).

fof(f23665,plain,
    ( spl0_1379
    | ~ spl0_1377 ),
    inference(avatar_split_clause,[],[f23662,f7875,f7884]) ).

fof(f23668,plain,
    ( ! [X0] :
        ( succ(X0,s437)
        | always3(X0) )
    | ~ spl0_1379 ),
    inference(resolution,[],[f21885,f923]) ).

fof(f23669,plain,
    ( always3(s438)
    | ~ spl0_1375 ),
    inference(resolution,[],[f22617,f912]) ).

fof(f23670,plain,
    ( always3(s440)
    | ~ spl0_1371 ),
    inference(resolution,[],[f22618,f914]) ).

fof(f23675,plain,
    ( always3(s442)
    | ~ spl0_1367 ),
    inference(resolution,[],[f22619,f916]) ).

fof(f23676,plain,
    ( spl0_1369
    | ~ spl0_1367 ),
    inference(avatar_split_clause,[],[f23675,f7830,f7839]) ).

fof(f23679,plain,
    ( ! [X0] :
        ( succ(X0,s442)
        | always3(X0) )
    | ~ spl0_1369 ),
    inference(resolution,[],[f21967,f923]) ).

fof(f23680,plain,
    ( always3(s447)
    | ~ spl0_2703 ),
    inference(resolution,[],[f22620,f921]) ).

fof(f23681,plain,
    ( always3(s446)
    | ~ spl0_2705 ),
    inference(resolution,[],[f22621,f920]) ).

fof(f23684,plain,
    ( spl0_2705
    | ~ spl0_2703 ),
    inference(avatar_split_clause,[],[f23680,f22166,f22175]) ).

fof(f23689,plain,
    ( always3(s1)
    | ~ spl0_2249 ),
    inference(resolution,[],[f22642,f475]) ).

fof(f23692,plain,
    ( spl0_2247
    | ~ spl0_2245 ),
    inference(avatar_split_clause,[],[f22637,f11781,f11790]) ).

fof(f23693,plain,
    ( spl0_2245
    | ~ spl0_2243 ),
    inference(avatar_split_clause,[],[f22636,f11772,f11781]) ).

fof(f23694,plain,
    ( spl0_2243
    | ~ spl0_2241 ),
    inference(avatar_split_clause,[],[f22635,f11763,f11772]) ).

fof(f23695,plain,
    ( spl0_2241
    | ~ spl0_2239 ),
    inference(avatar_split_clause,[],[f22634,f11754,f11763]) ).

fof(f23696,plain,
    ( spl0_2239
    | ~ spl0_2237 ),
    inference(avatar_split_clause,[],[f22633,f11745,f11754]) ).

fof(f23697,plain,
    ( spl0_2237
    | ~ spl0_2235 ),
    inference(avatar_split_clause,[],[f22632,f11736,f11745]) ).

fof(f23698,plain,
    ( spl0_2235
    | ~ spl0_2233 ),
    inference(avatar_split_clause,[],[f22631,f11727,f11736]) ).

fof(f23715,plain,
    ( always3(s10)
    | ~ spl0_2231 ),
    inference(resolution,[],[f22692,f484]) ).

fof(f23718,plain,
    ( spl0_2251
    | ~ spl0_2249 ),
    inference(avatar_split_clause,[],[f23689,f11799,f11808]) ).

fof(f23719,plain,
    ( spl0_2233
    | ~ spl0_2231 ),
    inference(avatar_split_clause,[],[f23715,f11718,f11727]) ).

fof(f23763,plain,
    ( always3(s28)
    | ~ spl0_2195 ),
    inference(resolution,[],[f22712,f502]) ).

fof(f23764,plain,
    ( always3(s105)
    | ~ spl0_2041 ),
    inference(resolution,[],[f22914,f579]) ).

fof(f23767,plain,
    ( spl0_2043
    | ~ spl0_2041 ),
    inference(avatar_split_clause,[],[f23764,f10863,f10872]) ).

fof(f23770,plain,
    ( ! [X0] :
        ( succ(X0,s105)
        | always3(X0) )
    | ~ spl0_2043 ),
    inference(resolution,[],[f14832,f923]) ).

fof(f23771,plain,
    ( always3(s188)
    | ~ spl0_1875 ),
    inference(resolution,[],[f23156,f662]) ).

fof(f23774,plain,
    ( spl0_1877
    | ~ spl0_1875 ),
    inference(avatar_split_clause,[],[f23771,f10116,f10125]) ).

fof(f23777,plain,
    ( ! [X0] :
        ( succ(X0,s188)
        | always3(X0) )
    | ~ spl0_1877 ),
    inference(resolution,[],[f16418,f923]) ).

fof(f23778,plain,
    ( always3(s201)
    | ~ spl0_1849 ),
    inference(resolution,[],[f23199,f675]) ).

fof(f23781,plain,
    ( spl0_1859
    | ~ spl0_1857 ),
    inference(avatar_split_clause,[],[f23177,f10035,f10044]) ).

fof(f23782,plain,
    ( spl0_1851
    | ~ spl0_1849 ),
    inference(avatar_split_clause,[],[f23778,f9999,f10008]) ).

fof(f23797,plain,
    ( ! [X0] :
        ( succ(X0,s197)
        | always3(X0) )
    | ~ spl0_1859 ),
    inference(resolution,[],[f16652,f923]) ).

fof(f23802,plain,
    ( always3(s207)
    | ~ spl0_1837 ),
    inference(resolution,[],[f23207,f681]) ).

fof(f23803,plain,
    ( always3(s212)
    | ~ spl0_1827 ),
    inference(resolution,[],[f23215,f686]) ).

fof(f23804,plain,
    ( always3(s217)
    | ~ spl0_1817 ),
    inference(resolution,[],[f23225,f691]) ).

fof(f23805,plain,
    ( always3(s224)
    | ~ spl0_1803 ),
    inference(resolution,[],[f23230,f698]) ).

fof(f23806,plain,
    ( always3(s227)
    | ~ spl0_1797 ),
    inference(resolution,[],[f23245,f701]) ).

fof(f23807,plain,
    ( always3(s243)
    | ~ spl0_1765 ),
    inference(resolution,[],[f23265,f717]) ).

fof(f23808,plain,
    ( always3(s241)
    | ~ spl0_1769 ),
    inference(resolution,[],[f23274,f715]) ).

fof(f23809,plain,
    ( always3(s238)
    | ~ spl0_1775 ),
    inference(resolution,[],[f23279,f712]) ).

fof(f23810,plain,
    ( always3(s248)
    | ~ spl0_1755 ),
    inference(resolution,[],[f23288,f722]) ).

fof(f23811,plain,
    ( always3(s253)
    | ~ spl0_1745 ),
    inference(resolution,[],[f23296,f727]) ).

fof(f23812,plain,
    ( always3(s258)
    | ~ spl0_1735 ),
    inference(resolution,[],[f23302,f732]) ).

fof(f23813,plain,
    ( always3(s276)
    | ~ spl0_1699 ),
    inference(resolution,[],[f23312,f750]) ).

fof(f23818,plain,
    ( always3(s279)
    | ~ spl0_1693 ),
    inference(resolution,[],[f23322,f753]) ).

fof(f23821,plain,
    ( spl0_1695
    | ~ spl0_1693 ),
    inference(avatar_split_clause,[],[f23818,f9297,f9306]) ).

fof(f23824,plain,
    ( ! [X0] :
        ( succ(X0,s279)
        | always3(X0) )
    | ~ spl0_1695 ),
    inference(resolution,[],[f18064,f923]) ).

fof(f23825,plain,
    ( always3(s267)
    | ~ spl0_1717 ),
    inference(resolution,[],[f23357,f741]) ).

fof(f23828,plain,
    ( spl0_1719
    | ~ spl0_1717 ),
    inference(avatar_split_clause,[],[f23825,f9405,f9414]) ).

fof(f23831,plain,
    ( ! [X0] :
        ( succ(X0,s267)
        | always3(X0) )
    | ~ spl0_1719 ),
    inference(resolution,[],[f17861,f923]) ).

fof(f23832,plain,
    ( always3(s262)
    | ~ spl0_1727 ),
    inference(resolution,[],[f23364,f736]) ).

fof(f23835,plain,
    ( spl0_1729
    | ~ spl0_1727 ),
    inference(avatar_split_clause,[],[f23832,f9450,f9459]) ).

fof(f23838,plain,
    ( ! [X0] :
        ( succ(X0,s262)
        | always3(X0) )
    | ~ spl0_1729 ),
    inference(resolution,[],[f17902,f923]) ).

fof(f23839,plain,
    ( always3(s288)
    | ~ spl0_1675 ),
    inference(resolution,[],[f23371,f762]) ).

fof(f23840,plain,
    ( always3(s291)
    | ~ spl0_1669 ),
    inference(resolution,[],[f23376,f765]) ).

fof(f23841,plain,
    ( always3(s299)
    | ~ spl0_1653 ),
    inference(resolution,[],[f23383,f773]) ).

fof(f23842,plain,
    ( spl0_1655
    | ~ spl0_1653 ),
    inference(avatar_split_clause,[],[f23841,f9117,f9126]) ).

fof(f23845,plain,
    ( ! [X0] :
        ( succ(X0,s299)
        | always3(X0) )
    | ~ spl0_1655 ),
    inference(resolution,[],[f18547,f923]) ).

fof(f23846,plain,
    ( always3(s304)
    | ~ spl0_1643 ),
    inference(resolution,[],[f23389,f778]) ).

fof(f23847,plain,
    ( spl0_1645
    | ~ spl0_1643 ),
    inference(avatar_split_clause,[],[f23846,f9072,f9081]) ).

fof(f23850,plain,
    ( ! [X0] :
        ( succ(X0,s304)
        | always3(X0) )
    | ~ spl0_1645 ),
    inference(resolution,[],[f18602,f923]) ).

fof(f23851,plain,
    ( always3(s307)
    | ~ spl0_1637 ),
    inference(resolution,[],[f23394,f781]) ).

fof(f23852,plain,
    ( always3(s320)
    | ~ spl0_1611 ),
    inference(resolution,[],[f23403,f794]) ).

fof(f23853,plain,
    ( always3(s316)
    | ~ spl0_1619 ),
    inference(resolution,[],[f23408,f790]) ).

fof(f23854,plain,
    ( spl0_1621
    | ~ spl0_1619 ),
    inference(avatar_split_clause,[],[f23853,f8964,f8973]) ).

fof(f23857,plain,
    ( ! [X0] :
        ( succ(X0,s316)
        | always3(X0) )
    | ~ spl0_1621 ),
    inference(resolution,[],[f18758,f923]) ).

fof(f23858,plain,
    ( always3(s332)
    | ~ spl0_1587 ),
    inference(resolution,[],[f23423,f806]) ).

fof(f23861,plain,
    ( spl0_1591
    | ~ spl0_1589 ),
    inference(avatar_split_clause,[],[f23412,f8829,f8838]) ).

fof(f23862,plain,
    ( spl0_1589
    | ~ spl0_1587 ),
    inference(avatar_split_clause,[],[f23858,f8820,f8829]) ).

fof(f23868,plain,
    ( ! [X0] :
        ( succ(X0,s331)
        | always3(X0) )
    | ~ spl0_1591 ),
    inference(resolution,[],[f19037,f923]) ).

fof(f23870,plain,
    ( always3(s327)
    | ~ spl0_1597 ),
    inference(resolution,[],[f23430,f801]) ).

fof(f23871,plain,
    ( always3(s323)
    | ~ spl0_1605 ),
    inference(resolution,[],[f23436,f797]) ).

fof(f23872,plain,
    ( always3(s310)
    | ~ spl0_1631 ),
    inference(resolution,[],[f23442,f784]) ).

fof(f23873,plain,
    ( always3(s353)
    | ~ spl0_1545 ),
    inference(resolution,[],[f23462,f827]) ).

fof(f23874,plain,
    ( always3(s356)
    | ~ spl0_1539 ),
    inference(resolution,[],[f23467,f830]) ).

fof(f23875,plain,
    ( spl0_1541
    | ~ spl0_1539 ),
    inference(avatar_split_clause,[],[f23874,f8604,f8613]) ).

fof(f23878,plain,
    ( ! [X0] :
        ( succ(X0,s356)
        | always3(X0) )
    | ~ spl0_1541 ),
    inference(resolution,[],[f19634,f923]) ).

fof(f23879,plain,
    ( always3(s364)
    | ~ spl0_1523 ),
    inference(resolution,[],[f23477,f838]) ).

fof(f23880,plain,
    ( always3(s366)
    | ~ spl0_1519 ),
    inference(resolution,[],[f23482,f840]) ).

fof(f23881,plain,
    ( always3(s375)
    | ~ spl0_1501 ),
    inference(resolution,[],[f23493,f849]) ).

fof(f23882,plain,
    ( always3(s380)
    | ~ spl0_1491 ),
    inference(resolution,[],[f23498,f854]) ).

fof(f23883,plain,
    ( always3(s378)
    | ~ spl0_1495 ),
    inference(resolution,[],[f23503,f852]) ).

fof(f23884,plain,
    ( always3(s372)
    | ~ spl0_1507 ),
    inference(resolution,[],[f23511,f846]) ).

fof(f23887,plain,
    ( spl0_1509
    | ~ spl0_1507 ),
    inference(avatar_split_clause,[],[f23884,f8460,f8469]) ).

fof(f23890,plain,
    ( ! [X0] :
        ( succ(X0,s372)
        | always3(X0) )
    | ~ spl0_1509 ),
    inference(resolution,[],[f19874,f923]) ).

fof(f23891,plain,
    ( always3(s358)
    | ~ spl0_1535 ),
    inference(resolution,[],[f23519,f832]) ).

fof(f23892,plain,
    ( always3(s351)
    | ~ spl0_1549 ),
    inference(resolution,[],[f23524,f825]) ).

fof(f23895,plain,
    ( spl0_1551
    | ~ spl0_1549 ),
    inference(avatar_split_clause,[],[f23892,f8649,f8658]) ).

fof(f23898,plain,
    ( ! [X0] :
        ( succ(X0,s351)
        | always3(X0) )
    | ~ spl0_1551 ),
    inference(resolution,[],[f20124,f923]) ).

fof(f23899,plain,
    ( always3(s383)
    | ~ spl0_1485 ),
    inference(resolution,[],[f23531,f857]) ).

fof(f23902,plain,
    ( spl0_1487
    | ~ spl0_1485 ),
    inference(avatar_split_clause,[],[f23899,f8361,f8370]) ).

fof(f23905,plain,
    ( ! [X0] :
        ( succ(X0,s383)
        | always3(X0) )
    | ~ spl0_1487 ),
    inference(resolution,[],[f20263,f923]) ).

fof(f23906,plain,
    ( always3(s386)
    | ~ spl0_1479 ),
    inference(resolution,[],[f23537,f860]) ).

fof(f23907,plain,
    ( always3(s388)
    | ~ spl0_1475 ),
    inference(resolution,[],[f23542,f862]) ).

fof(f23908,plain,
    ( always3(s396)
    | ~ spl0_1459 ),
    inference(resolution,[],[f23549,f870]) ).

fof(f23913,plain,
    ( always3(s393)
    | ~ spl0_1465 ),
    inference(resolution,[],[f23559,f867]) ).

fof(f23914,plain,
    ( spl0_1467
    | ~ spl0_1465 ),
    inference(avatar_split_clause,[],[f23913,f8271,f8280]) ).

fof(f23917,plain,
    ( always3(s340)
    | ~ spl0_1571 ),
    inference(resolution,[],[f23570,f814]) ).

fof(f23918,plain,
    ( always3(s337)
    | ~ spl0_1577 ),
    inference(resolution,[],[f23575,f811]) ).

fof(f23919,plain,
    ( always3(s284)
    | ~ spl0_1683 ),
    inference(resolution,[],[f23585,f758]) ).

fof(f23922,plain,
    ( spl0_1687
    | ~ spl0_1685 ),
    inference(avatar_split_clause,[],[f23327,f9261,f9270]) ).

fof(f23923,plain,
    ( spl0_1689
    | ~ spl0_1687 ),
    inference(avatar_split_clause,[],[f23313,f9270,f9279]) ).

fof(f23924,plain,
    ( spl0_1685
    | ~ spl0_1683 ),
    inference(avatar_split_clause,[],[f23919,f9252,f9261]) ).

fof(f23932,plain,
    ( ! [X0] :
        ( succ(X0,s282)
        | always3(X0) )
    | ~ spl0_1689 ),
    inference(resolution,[],[f18115,f923]) ).

fof(f23936,plain,
    ( always3(s348)
    | ~ spl0_1555 ),
    inference(resolution,[],[f23594,f822]) ).

fof(f23939,plain,
    ( spl0_1557
    | ~ spl0_1555 ),
    inference(avatar_split_clause,[],[f23936,f8676,f8685]) ).

fof(f23942,plain,
    ( ! [X0] :
        ( succ(X0,s348)
        | always3(X0) )
    | ~ spl0_1557 ),
    inference(resolution,[],[f19556,f923]) ).

fof(f23943,plain,
    ( always3(s405)
    | ~ spl0_1441 ),
    inference(resolution,[],[f23599,f879]) ).

fof(f23944,plain,
    ( always3(s415)
    | ~ spl0_1421 ),
    inference(resolution,[],[f23610,f889]) ).

fof(f23945,plain,
    ( always3(s412)
    | ~ spl0_1427 ),
    inference(resolution,[],[f23624,f886]) ).

fof(f23948,plain,
    ( spl0_1431
    | ~ spl0_1429 ),
    inference(avatar_split_clause,[],[f23601,f8109,f8118]) ).

fof(f23949,plain,
    ( spl0_1429
    | ~ spl0_1427 ),
    inference(avatar_split_clause,[],[f23945,f8100,f8109]) ).

fof(f23954,plain,
    ( ! [X0] :
        ( succ(X0,s411)
        | always3(X0) )
    | ~ spl0_1431 ),
    inference(resolution,[],[f21335,f923]) ).

fof(f23957,plain,
    ( always3(s401)
    | ~ spl0_1449 ),
    inference(resolution,[],[f23631,f875]) ).

fof(f23960,plain,
    ( spl0_1453
    | ~ spl0_1451 ),
    inference(avatar_split_clause,[],[f23550,f8208,f8217]) ).

fof(f23961,plain,
    ( spl0_1451
    | ~ spl0_1449 ),
    inference(avatar_split_clause,[],[f23957,f8199,f8208]) ).

fof(f23966,plain,
    ( ! [X0] :
        ( succ(X0,s400)
        | always3(X0) )
    | ~ spl0_1453 ),
    inference(resolution,[],[f20506,f923]) ).

fof(f23969,plain,
    ( always3(s426)
    | ~ spl0_1399 ),
    inference(resolution,[],[f23639,f900]) ).

fof(f23970,plain,
    ( always3(s432)
    | ~ spl0_1387 ),
    inference(resolution,[],[f23659,f906]) ).

fof(f23971,plain,
    ( always3(s436)
    | ~ spl0_1379 ),
    inference(resolution,[],[f23668,f910]) ).

fof(f23972,plain,
    ( always3(s441)
    | ~ spl0_1369 ),
    inference(resolution,[],[f23679,f915]) ).

fof(f23975,plain,
    ( spl0_1373
    | ~ spl0_1371 ),
    inference(avatar_split_clause,[],[f23670,f7848,f7857]) ).

fof(f23976,plain,
    ( spl0_1371
    | ~ spl0_1369 ),
    inference(avatar_split_clause,[],[f23972,f7839,f7848]) ).

fof(f23982,plain,
    ( ! [X0] :
        ( succ(X0,s440)
        | always3(X0) )
    | ~ spl0_1373 ),
    inference(resolution,[],[f21979,f923]) ).

fof(f23984,plain,
    ( always3(s104)
    | ~ spl0_2043 ),
    inference(resolution,[],[f23770,f578]) ).

fof(f23985,plain,
    ( spl0_2045
    | ~ spl0_2043 ),
    inference(avatar_split_clause,[],[f23984,f10872,f10881]) ).

fof(f23988,plain,
    ( ! [X0] :
        ( succ(X0,s104)
        | always3(X0) )
    | ~ spl0_2045 ),
    inference(resolution,[],[f14756,f923]) ).

fof(f23989,plain,
    ( always3(s187)
    | ~ spl0_1877 ),
    inference(resolution,[],[f23777,f661]) ).

fof(f23990,plain,
    ( spl0_1879
    | ~ spl0_1877 ),
    inference(avatar_split_clause,[],[f23989,f10125,f10134]) ).

fof(f23993,plain,
    ( ! [X0] :
        ( succ(X0,s187)
        | always3(X0) )
    | ~ spl0_1879 ),
    inference(resolution,[],[f16216,f923]) ).

fof(f23994,plain,
    ( always3(s196)
    | ~ spl0_1859 ),
    inference(resolution,[],[f23797,f670]) ).

fof(f23995,plain,
    ( spl0_1861
    | ~ spl0_1859 ),
    inference(avatar_split_clause,[],[f23994,f10044,f10053]) ).

fof(f23998,plain,
    ( ! [X0] :
        ( succ(X0,s196)
        | always3(X0) )
    | ~ spl0_1861 ),
    inference(resolution,[],[f16480,f923]) ).

fof(f23999,plain,
    ( always3(s278)
    | ~ spl0_1695 ),
    inference(resolution,[],[f23824,f752]) ).

fof(f24004,plain,
    ( always3(s266)
    | ~ spl0_1719 ),
    inference(resolution,[],[f23831,f740]) ).

fof(f24005,plain,
    ( always3(s261)
    | ~ spl0_1729 ),
    inference(resolution,[],[f23838,f735]) ).

fof(f24006,plain,
    ( always3(s298)
    | ~ spl0_1655 ),
    inference(resolution,[],[f23845,f772]) ).

fof(f24007,plain,
    ( spl0_1657
    | ~ spl0_1655 ),
    inference(avatar_split_clause,[],[f24006,f9126,f9135]) ).

fof(f24010,plain,
    ( ! [X0] :
        ( succ(X0,s298)
        | always3(X0) )
    | ~ spl0_1657 ),
    inference(resolution,[],[f18534,f923]) ).

fof(f24011,plain,
    ( always3(s303)
    | ~ spl0_1645 ),
    inference(resolution,[],[f23850,f777]) ).

fof(f24012,plain,
    ( spl0_1647
    | ~ spl0_1645 ),
    inference(avatar_split_clause,[],[f24011,f9081,f9090]) ).

fof(f24013,plain,
    ( spl0_1641
    | ~ spl0_1639 ),
    inference(avatar_split_clause,[],[f23384,f9054,f9063]) ).

fof(f24027,plain,
    ( ! [X0] :
        ( succ(X0,s303)
        | always3(X0) )
    | ~ spl0_1647 ),
    inference(resolution,[],[f19161,f923]) ).

fof(f24031,plain,
    ( always3(s315)
    | ~ spl0_1621 ),
    inference(resolution,[],[f23857,f789]) ).

fof(f24032,plain,
    ( spl0_1623
    | ~ spl0_1621 ),
    inference(avatar_split_clause,[],[f24031,f8973,f8982]) ).

fof(f24035,plain,
    ( ! [X0] :
        ( succ(X0,s315)
        | always3(X0) )
    | ~ spl0_1623 ),
    inference(resolution,[],[f18745,f923]) ).

fof(f24036,plain,
    ( always3(s330)
    | ~ spl0_1591 ),
    inference(resolution,[],[f23868,f804]) ).

fof(f24037,plain,
    ( always3(s355)
    | ~ spl0_1541 ),
    inference(resolution,[],[f23878,f829]) ).

fof(f24038,plain,
    ( always3(s371)
    | ~ spl0_1509 ),
    inference(resolution,[],[f23890,f845]) ).

fof(f24041,plain,
    ( spl0_1505
    | ~ spl0_1503 ),
    inference(avatar_split_clause,[],[f23504,f8442,f8451]) ).

fof(f24042,plain,
    ( spl0_1503
    | ~ spl0_1501 ),
    inference(avatar_split_clause,[],[f23881,f8433,f8442]) ).

fof(f24043,plain,
    ( spl0_1499
    | ~ spl0_1497 ),
    inference(avatar_split_clause,[],[f23488,f8415,f8424]) ).

fof(f24044,plain,
    ( spl0_1497
    | ~ spl0_1495 ),
    inference(avatar_split_clause,[],[f23883,f8406,f8415]) ).

fof(f24045,plain,
    ( spl0_1493
    | ~ spl0_1491 ),
    inference(avatar_split_clause,[],[f23882,f8388,f8397]) ).

fof(f24046,plain,
    ( spl0_1511
    | ~ spl0_1509 ),
    inference(avatar_split_clause,[],[f24038,f8469,f8478]) ).

fof(f24077,plain,
    ( ! [X0] :
        ( succ(X0,s371)
        | always3(X0) )
    | ~ spl0_1511 ),
    inference(resolution,[],[f19860,f923]) ).

fof(f24096,plain,
    ( always3(s350)
    | ~ spl0_1551 ),
    inference(resolution,[],[f23898,f824]) ).

fof(f24097,plain,
    ( always3(s382)
    | ~ spl0_1487 ),
    inference(resolution,[],[f23905,f856]) ).

fof(f24098,plain,
    ( always3(s281)
    | ~ spl0_1689 ),
    inference(resolution,[],[f23932,f755]) ).

fof(f24101,plain,
    ( spl0_1697
    | ~ spl0_1695 ),
    inference(avatar_split_clause,[],[f23999,f9306,f9315]) ).

fof(f24102,plain,
    ( spl0_1701
    | ~ spl0_1699 ),
    inference(avatar_split_clause,[],[f23813,f9324,f9333]) ).

fof(f24103,plain,
    ( spl0_1691
    | ~ spl0_1689 ),
    inference(avatar_split_clause,[],[f24098,f9279,f9288]) ).

fof(f24136,plain,
    ( ! [X0] :
        ( succ(X0,s271)
        | always3(X0) )
    | ~ spl0_1711 ),
    inference(resolution,[],[f18291,f923]) ).

fof(f24147,plain,
    ( always3(s347)
    | ~ spl0_1557 ),
    inference(resolution,[],[f23942,f821]) ).

fof(f24150,plain,
    ( spl0_1559
    | ~ spl0_1557 ),
    inference(avatar_split_clause,[],[f24147,f8685,f8694]) ).

fof(f24156,plain,
    ( ! [X0] :
        ( succ(X0,s346)
        | always3(X0) )
    | ~ spl0_1561 ),
    inference(resolution,[],[f20671,f923]) ).

fof(f24158,plain,
    ( always3(s410)
    | ~ spl0_1431 ),
    inference(resolution,[],[f23954,f884]) ).

fof(f24159,plain,
    ( spl0_1433
    | ~ spl0_1431 ),
    inference(avatar_split_clause,[],[f24158,f8118,f8127]) ).

fof(f24162,plain,
    ( ! [X0] :
        ( succ(X0,s410)
        | always3(X0) )
    | ~ spl0_1433 ),
    inference(resolution,[],[f21322,f923]) ).

fof(f24163,plain,
    ( always3(s399)
    | ~ spl0_1453 ),
    inference(resolution,[],[f23966,f873]) ).

fof(f24166,plain,
    ( spl0_1455
    | ~ spl0_1453 ),
    inference(avatar_split_clause,[],[f24163,f8217,f8226]) ).

fof(f24169,plain,
    ( ! [X0] :
        ( succ(X0,s399)
        | always3(X0) )
    | ~ spl0_1455 ),
    inference(resolution,[],[f20492,f923]) ).

fof(f24170,plain,
    ( always3(s439)
    | ~ spl0_1373 ),
    inference(resolution,[],[f23982,f913]) ).

fof(f24171,plain,
    ( always3(s103)
    | ~ spl0_2045 ),
    inference(resolution,[],[f23988,f577]) ).

fof(f24174,plain,
    ( spl0_2051
    | ~ spl0_2049 ),
    inference(avatar_split_clause,[],[f22902,f10899,f10908]) ).

fof(f24175,plain,
    ( spl0_2047
    | ~ spl0_2045 ),
    inference(avatar_split_clause,[],[f24171,f10881,f10890]) ).

fof(f24184,plain,
    ( ! [X0] :
        ( succ(X0,s101)
        | always3(X0) )
    | ~ spl0_2051 ),
    inference(resolution,[],[f14790,f923]) ).

fof(f24187,plain,
    ( always3(s186)
    | ~ spl0_1879 ),
    inference(resolution,[],[f23993,f660]) ).

fof(f24190,plain,
    ( spl0_1903
    | ~ spl0_1901 ),
    inference(avatar_split_clause,[],[f23117,f10233,f10242]) ).

fof(f24191,plain,
    ( spl0_1881
    | ~ spl0_1879 ),
    inference(avatar_split_clause,[],[f24187,f10134,f10143]) ).

fof(f24227,plain,
    ( ! [X0] :
        ( succ(X0,s175)
        | always3(X0) )
    | ~ spl0_1903 ),
    inference(resolution,[],[f16349,f923]) ).

fof(f24239,plain,
    ( always3(s195)
    | ~ spl0_1861 ),
    inference(resolution,[],[f23998,f669]) ).

fof(f24242,plain,
    ( spl0_1871
    | ~ spl0_1869 ),
    inference(avatar_split_clause,[],[f23160,f10089,f10098]) ).

fof(f24243,plain,
    ( spl0_1863
    | ~ spl0_1861 ),
    inference(avatar_split_clause,[],[f24239,f10053,f10062]) ).

fof(f24258,plain,
    ( ! [X0] :
        ( succ(X0,s191)
        | always3(X0) )
    | ~ spl0_1871 ),
    inference(resolution,[],[f16536,f923]) ).

fof(f24263,plain,
    ( always3(s297)
    | ~ spl0_1657 ),
    inference(resolution,[],[f24010,f771]) ).

fof(f24264,plain,
    ( spl0_1659
    | ~ spl0_1657 ),
    inference(avatar_split_clause,[],[f24263,f9135,f9144]) ).

fof(f24267,plain,
    ( ! [X0] :
        ( succ(X0,s297)
        | always3(X0) )
    | ~ spl0_1659 ),
    inference(resolution,[],[f18521,f923]) ).

fof(f24268,plain,
    ( always3(s302)
    | ~ spl0_1647 ),
    inference(resolution,[],[f24027,f776]) ).

fof(f24269,plain,
    ( always3(s314)
    | ~ spl0_1623 ),
    inference(resolution,[],[f24035,f788]) ).

fof(f24270,plain,
    ( spl0_1625
    | ~ spl0_1623 ),
    inference(avatar_split_clause,[],[f24269,f8982,f8991]) ).

fof(f24273,plain,
    ( ! [X0] :
        ( succ(X0,s314)
        | always3(X0) )
    | ~ spl0_1625 ),
    inference(resolution,[],[f18732,f923]) ).

fof(f24274,plain,
    ( always3(s370)
    | ~ spl0_1511 ),
    inference(resolution,[],[f24077,f844]) ).

fof(f24277,plain,
    ( spl0_1515
    | ~ spl0_1513 ),
    inference(avatar_split_clause,[],[f23483,f8487,f8496]) ).

fof(f24278,plain,
    ( spl0_1513
    | ~ spl0_1511 ),
    inference(avatar_split_clause,[],[f24274,f8478,f8487]) ).

fof(f24283,plain,
    ( ! [X0] :
        ( succ(X0,s369)
        | always3(X0) )
    | ~ spl0_1515 ),
    inference(resolution,[],[f19830,f923]) ).

fof(f24286,plain,
    ( always3(s270)
    | ~ spl0_1711 ),
    inference(resolution,[],[f24136,f744]) ).

fof(f24287,plain,
    ( always3(s345)
    | ~ spl0_1561 ),
    inference(resolution,[],[f24156,f819]) ).

fof(f24290,plain,
    ( spl0_1563
    | ~ spl0_1561 ),
    inference(avatar_split_clause,[],[f24287,f8703,f8712]) ).

fof(f24293,plain,
    ( ! [X0] :
        ( succ(X0,s345)
        | always3(X0) )
    | ~ spl0_1563 ),
    inference(resolution,[],[f20660,f923]) ).

fof(f24294,plain,
    ( always3(s409)
    | ~ spl0_1433 ),
    inference(resolution,[],[f24162,f883]) ).

fof(f24297,plain,
    ( spl0_1425
    | ~ spl0_1423 ),
    inference(avatar_split_clause,[],[f23617,f8082,f8091]) ).

fof(f24298,plain,
    ( spl0_1423
    | ~ spl0_1421 ),
    inference(avatar_split_clause,[],[f23944,f8073,f8082]) ).

fof(f24299,plain,
    ( spl0_1419
    | ~ spl0_1417 ),
    inference(avatar_split_clause,[],[f23612,f8055,f8064]) ).

fof(f24300,plain,
    ( spl0_1435
    | ~ spl0_1433 ),
    inference(avatar_split_clause,[],[f24294,f8127,f8136]) ).

fof(f24325,plain,
    ( ! [X0] :
        ( succ(X0,s409)
        | always3(X0) )
    | ~ spl0_1435 ),
    inference(resolution,[],[f21308,f923]) ).

fof(f24342,plain,
    ( always3(s398)
    | ~ spl0_1455 ),
    inference(resolution,[],[f24169,f872]) ).

fof(f24345,plain,
    ( spl0_1461
    | ~ spl0_1459 ),
    inference(avatar_split_clause,[],[f23908,f8244,f8253]) ).

fof(f24346,plain,
    ( spl0_1457
    | ~ spl0_1455 ),
    inference(avatar_split_clause,[],[f24342,f8226,f8235]) ).

fof(f24353,plain,
    ( ! [X0] :
        ( succ(X0,s396)
        | always3(X0) )
    | ~ spl0_1461 ),
    inference(resolution,[],[f20449,f923]) ).

fof(f24358,plain,
    ( always3(s100)
    | ~ spl0_2051 ),
    inference(resolution,[],[f24184,f574]) ).

fof(f24359,plain,
    ( spl0_2053
    | ~ spl0_2051 ),
    inference(avatar_split_clause,[],[f24358,f10908,f10917]) ).

fof(f24362,plain,
    ( ! [X0] :
        ( succ(X0,s100)
        | always3(X0) )
    | ~ spl0_2053 ),
    inference(resolution,[],[f14624,f923]) ).

fof(f24363,plain,
    ( always3(s174)
    | ~ spl0_1903 ),
    inference(resolution,[],[f24227,f648]) ).

fof(f24364,plain,
    ( spl0_1905
    | ~ spl0_1903 ),
    inference(avatar_split_clause,[],[f24363,f10242,f10251]) ).

fof(f24367,plain,
    ( ! [X0] :
        ( succ(X0,s174)
        | always3(X0) )
    | ~ spl0_1905 ),
    inference(resolution,[],[f15988,f923]) ).

fof(f24368,plain,
    ( always3(s190)
    | ~ spl0_1871 ),
    inference(resolution,[],[f24258,f664]) ).

fof(f24369,plain,
    ( always3(s296)
    | ~ spl0_1659 ),
    inference(resolution,[],[f24267,f770]) ).

fof(f24372,plain,
    ( spl0_1651
    | ~ spl0_1649 ),
    inference(avatar_split_clause,[],[f23444,f9099,f9108]) ).

fof(f24373,plain,
    ( spl0_1661
    | ~ spl0_1659 ),
    inference(avatar_split_clause,[],[f24369,f9144,f9153]) ).

fof(f24396,plain,
    ( ! [X0] :
        ( succ(X0,s295)
        | always3(X0) )
    | ~ spl0_1663 ),
    inference(resolution,[],[f19208,f923]) ).

fof(f24403,plain,
    ( always3(s313)
    | ~ spl0_1625 ),
    inference(resolution,[],[f24273,f787]) ).

fof(f24404,plain,
    ( always3(s368)
    | ~ spl0_1515 ),
    inference(resolution,[],[f24283,f842]) ).

fof(f24405,plain,
    ( always3(s344)
    | ~ spl0_1563 ),
    inference(resolution,[],[f24293,f818]) ).

fof(f24406,plain,
    ( always3(s408)
    | ~ spl0_1435 ),
    inference(resolution,[],[f24325,f882]) ).

fof(f24407,plain,
    ( always3(s395)
    | ~ spl0_1461 ),
    inference(resolution,[],[f24353,f869]) ).

fof(f24410,plain,
    ( spl0_1463
    | ~ spl0_1461 ),
    inference(avatar_split_clause,[],[f24407,f8253,f8262]) ).

fof(f24419,plain,
    ( ! [X0] :
        ( succ(X0,s393)
        | always3(X0) )
    | ~ spl0_1467 ),
    inference(resolution,[],[f20584,f923]) ).

fof(f24422,plain,
    ( always3(s99)
    | ~ spl0_2053 ),
    inference(resolution,[],[f24362,f573]) ).

fof(f24425,plain,
    ( spl0_2067
    | ~ spl0_2065 ),
    inference(avatar_split_clause,[],[f22881,f10971,f10980]) ).

fof(f24426,plain,
    ( spl0_2055
    | ~ spl0_2053 ),
    inference(avatar_split_clause,[],[f24422,f10917,f10926]) ).

fof(f24447,plain,
    ( ! [X0] :
        ( succ(X0,s93)
        | always3(X0) )
    | ~ spl0_2067 ),
    inference(resolution,[],[f14702,f923]) ).

fof(f24454,plain,
    ( always3(s173)
    | ~ spl0_1905 ),
    inference(resolution,[],[f24367,f647]) ).

fof(f24457,plain,
    ( spl0_1925
    | ~ spl0_1923 ),
    inference(avatar_split_clause,[],[f23078,f10332,f10341]) ).

fof(f24458,plain,
    ( spl0_1907
    | ~ spl0_1905 ),
    inference(avatar_split_clause,[],[f24454,f10251,f10260]) ).

fof(f24488,plain,
    ( ! [X0] :
        ( succ(X0,s164)
        | always3(X0) )
    | ~ spl0_1925 ),
    inference(resolution,[],[f16099,f923]) ).

fof(f24498,plain,
    ( always3(s294)
    | ~ spl0_1663 ),
    inference(resolution,[],[f24396,f768]) ).

fof(f24499,plain,
    ( always3(s392)
    | ~ spl0_1467 ),
    inference(resolution,[],[f24419,f866]) ).

fof(f24500,plain,
    ( always3(s92)
    | ~ spl0_2067 ),
    inference(resolution,[],[f24447,f566]) ).

fof(f24501,plain,
    ( spl0_2069
    | ~ spl0_2067 ),
    inference(avatar_split_clause,[],[f24500,f10980,f10989]) ).

fof(f24504,plain,
    ( ! [X0] :
        ( succ(X0,s92)
        | always3(X0) )
    | ~ spl0_2069 ),
    inference(resolution,[],[f14356,f923]) ).

fof(f24505,plain,
    ( always3(s163)
    | ~ spl0_1925 ),
    inference(resolution,[],[f24488,f637]) ).

fof(f24506,plain,
    ( spl0_1927
    | ~ spl0_1925 ),
    inference(avatar_split_clause,[],[f24505,f10341,f10350]) ).

fof(f24509,plain,
    ( ! [X0] :
        ( succ(X0,s163)
        | always3(X0) )
    | ~ spl0_1927 ),
    inference(resolution,[],[f15856,f923]) ).

fof(f24510,plain,
    ( always3(s91)
    | ~ spl0_2069 ),
    inference(resolution,[],[f24504,f565]) ).

fof(f24513,plain,
    ( spl0_2099
    | ~ spl0_2097 ),
    inference(avatar_split_clause,[],[f22832,f11115,f11124]) ).

fof(f24514,plain,
    ( spl0_2071
    | ~ spl0_2069 ),
    inference(avatar_split_clause,[],[f24510,f10989,f10998]) ).

fof(f24559,plain,
    ( ! [X0] :
        ( succ(X0,s77)
        | always3(X0) )
    | ~ spl0_2099 ),
    inference(resolution,[],[f14522,f923]) ).

fof(f24574,plain,
    ( always3(s162)
    | ~ spl0_1927 ),
    inference(resolution,[],[f24509,f636]) ).

fof(f24577,plain,
    ( spl0_1935
    | ~ spl0_1933 ),
    inference(avatar_split_clause,[],[f23059,f10377,f10386]) ).

fof(f24578,plain,
    ( spl0_1929
    | ~ spl0_1927 ),
    inference(avatar_split_clause,[],[f24574,f10350,f10359]) ).

fof(f24590,plain,
    ( ! [X0] :
        ( succ(X0,s159)
        | always3(X0) )
    | ~ spl0_1935 ),
    inference(resolution,[],[f15901,f923]) ).

fof(f24594,plain,
    ( always3(s76)
    | ~ spl0_2099 ),
    inference(resolution,[],[f24559,f550]) ).

fof(f24595,plain,
    ( spl0_2101
    | ~ spl0_2099 ),
    inference(avatar_split_clause,[],[f24594,f11124,f11133]) ).

fof(f24598,plain,
    ( ! [X0] :
        ( succ(X0,s76)
        | always3(X0) )
    | ~ spl0_2101 ),
    inference(resolution,[],[f14054,f923]) ).

fof(f24599,plain,
    ( always3(s158)
    | ~ spl0_1935 ),
    inference(resolution,[],[f24590,f632]) ).

fof(f24600,plain,
    ( spl0_1937
    | ~ spl0_1935 ),
    inference(avatar_split_clause,[],[f24599,f10386,f10395]) ).

fof(f24603,plain,
    ( ! [X0] :
        ( succ(X0,s158)
        | always3(X0) )
    | ~ spl0_1937 ),
    inference(resolution,[],[f15732,f923]) ).

fof(f24604,plain,
    ( always3(s75)
    | ~ spl0_2101 ),
    inference(resolution,[],[f24598,f549]) ).

fof(f24607,plain,
    ( spl0_2129
    | ~ spl0_2127 ),
    inference(avatar_split_clause,[],[f22778,f11250,f11259]) ).

fof(f24608,plain,
    ( spl0_2103
    | ~ spl0_2101 ),
    inference(avatar_split_clause,[],[f24604,f11133,f11142]) ).

fof(f24650,plain,
    ( ! [X0] :
        ( succ(X0,s62)
        | always3(X0) )
    | ~ spl0_2129 ),
    inference(resolution,[],[f14209,f923]) ).

fof(f24664,plain,
    ( always3(s157)
    | ~ spl0_1937 ),
    inference(resolution,[],[f24603,f631]) ).

fof(f24667,plain,
    ( spl0_1949
    | ~ spl0_1947 ),
    inference(avatar_split_clause,[],[f23040,f10440,f10449]) ).

fof(f24668,plain,
    ( spl0_1939
    | ~ spl0_1937 ),
    inference(avatar_split_clause,[],[f24664,f10395,f10404]) ).

fof(f24686,plain,
    ( ! [X0] :
        ( succ(X0,s152)
        | always3(X0) )
    | ~ spl0_1949 ),
    inference(resolution,[],[f15799,f923]) ).

fof(f24692,plain,
    ( always3(s61)
    | ~ spl0_2129 ),
    inference(resolution,[],[f24650,f535]) ).

fof(f24693,plain,
    ( spl0_2131
    | ~ spl0_2129 ),
    inference(avatar_split_clause,[],[f24692,f11259,f11268]) ).

fof(f24696,plain,
    ( ! [X0] :
        ( succ(X0,s61)
        | always3(X0) )
    | ~ spl0_2131 ),
    inference(resolution,[],[f13758,f923]) ).

fof(f24697,plain,
    ( always3(s151)
    | ~ spl0_1949 ),
    inference(resolution,[],[f24686,f625]) ).

fof(f24698,plain,
    ( spl0_1951
    | ~ spl0_1949 ),
    inference(avatar_split_clause,[],[f24697,f10449,f10458]) ).

fof(f24701,plain,
    ( ! [X0] :
        ( succ(X0,s151)
        | always3(X0) )
    | ~ spl0_1951 ),
    inference(resolution,[],[f15596,f923]) ).

fof(f24702,plain,
    ( always3(s60)
    | ~ spl0_2131 ),
    inference(resolution,[],[f24696,f534]) ).

fof(f24705,plain,
    ( spl0_2159
    | ~ spl0_2157 ),
    inference(avatar_split_clause,[],[f22725,f11385,f11394]) ).

fof(f24706,plain,
    ( spl0_2133
    | ~ spl0_2131 ),
    inference(avatar_split_clause,[],[f24702,f11268,f11277]) ).

fof(f24748,plain,
    ( ! [X0] :
        ( succ(X0,s47)
        | always3(X0) )
    | ~ spl0_2159 ),
    inference(resolution,[],[f13913,f923]) ).

fof(f24762,plain,
    ( always3(s150)
    | ~ spl0_1951 ),
    inference(resolution,[],[f24701,f624]) ).

fof(f24765,plain,
    ( spl0_1963
    | ~ spl0_1961 ),
    inference(avatar_split_clause,[],[f23019,f10503,f10512]) ).

fof(f24766,plain,
    ( spl0_1953
    | ~ spl0_1951 ),
    inference(avatar_split_clause,[],[f24762,f10458,f10467]) ).

fof(f24784,plain,
    ( ! [X0] :
        ( succ(X0,s145)
        | always3(X0) )
    | ~ spl0_1963 ),
    inference(resolution,[],[f15663,f923]) ).

fof(f24790,plain,
    ( always3(s46)
    | ~ spl0_2159 ),
    inference(resolution,[],[f24748,f520]) ).

fof(f24791,plain,
    ( spl0_2161
    | ~ spl0_2159 ),
    inference(avatar_split_clause,[],[f24790,f11394,f11403]) ).

fof(f24794,plain,
    ( ! [X0] :
        ( succ(X0,s46)
        | always3(X0) )
    | ~ spl0_2161 ),
    inference(resolution,[],[f13436,f923]) ).

fof(f24795,plain,
    ( always3(s144)
    | ~ spl0_1963 ),
    inference(resolution,[],[f24784,f618]) ).

fof(f24796,plain,
    ( spl0_1965
    | ~ spl0_1963 ),
    inference(avatar_split_clause,[],[f24795,f10512,f10521]) ).

fof(f24799,plain,
    ( ! [X0] :
        ( succ(X0,s144)
        | always3(X0) )
    | ~ spl0_1965 ),
    inference(resolution,[],[f15530,f923]) ).

fof(f24800,plain,
    ( always3(s45)
    | ~ spl0_2161 ),
    inference(resolution,[],[f24794,f519]) ).

fof(f24801,plain,
    ( always3(s143)
    | ~ spl0_1965 ),
    inference(resolution,[],[f24799,f617]) ).

fof(f24804,plain,
    ( spl0_1967
    | ~ spl0_1965 ),
    inference(avatar_split_clause,[],[f24801,f10521,f10530]) ).

fof(f24807,plain,
    ( ! [X0] :
        ( succ(X0,s143)
        | always3(X0) )
    | ~ spl0_1967 ),
    inference(resolution,[],[f15542,f923]) ).

fof(f24808,plain,
    ( always3(s142)
    | ~ spl0_1967 ),
    inference(resolution,[],[f24807,f616]) ).

fof(f24809,plain,
    ( spl0_1969
    | ~ spl0_1967 ),
    inference(avatar_split_clause,[],[f24808,f10530,f10539]) ).

fof(f24812,plain,
    ( ! [X0] :
        ( succ(X0,s142)
        | always3(X0) )
    | ~ spl0_1969 ),
    inference(resolution,[],[f15410,f923]) ).

fof(f24813,plain,
    ( always3(s141)
    | ~ spl0_1969 ),
    inference(resolution,[],[f24812,f615]) ).

fof(f24816,plain,
    ( spl0_1983
    | ~ spl0_1981 ),
    inference(avatar_split_clause,[],[f22995,f10593,f10602]) ).

fof(f24817,plain,
    ( spl0_1971
    | ~ spl0_1969 ),
    inference(avatar_split_clause,[],[f24813,f10539,f10548]) ).

fof(f24838,plain,
    ( ! [X0] :
        ( succ(X0,s135)
        | always3(X0) )
    | ~ spl0_1983 ),
    inference(resolution,[],[f15488,f923]) ).

fof(f24845,plain,
    ( always3(s134)
    | ~ spl0_1983 ),
    inference(resolution,[],[f24838,f608]) ).

fof(f24846,plain,
    ( spl0_1985
    | ~ spl0_1983 ),
    inference(avatar_split_clause,[],[f24845,f10602,f10611]) ).

fof(f24849,plain,
    ( ! [X0] :
        ( succ(X0,s134)
        | always3(X0) )
    | ~ spl0_1985 ),
    inference(resolution,[],[f15310,f923]) ).

fof(f24850,plain,
    ( always3(s133)
    | ~ spl0_1985 ),
    inference(resolution,[],[f24849,f607]) ).

fof(f24853,plain,
    ( spl0_1991
    | ~ spl0_1989 ),
    inference(avatar_split_clause,[],[f22982,f10629,f10638]) ).

fof(f24854,plain,
    ( spl0_1987
    | ~ spl0_1985 ),
    inference(avatar_split_clause,[],[f24850,f10611,f10620]) ).

fof(f24863,plain,
    ( ! [X0] :
        ( succ(X0,s131)
        | always3(X0) )
    | ~ spl0_1991 ),
    inference(resolution,[],[f15344,f923]) ).

fof(f24866,plain,
    ( always3(s130)
    | ~ spl0_1991 ),
    inference(resolution,[],[f24863,f604]) ).

fof(f24867,plain,
    ( spl0_1993
    | ~ spl0_1991 ),
    inference(avatar_split_clause,[],[f24866,f10638,f10647]) ).

fof(f24870,plain,
    ( ! [X0] :
        ( succ(X0,s130)
        | always3(X0) )
    | ~ spl0_1993 ),
    inference(resolution,[],[f15206,f923]) ).

fof(f24871,plain,
    ( always3(s129)
    | ~ spl0_1993 ),
    inference(resolution,[],[f24870,f603]) ).

fof(f24874,plain,
    ( spl0_2003
    | ~ spl0_2001 ),
    inference(avatar_split_clause,[],[f22967,f10683,f10692]) ).

fof(f24875,plain,
    ( spl0_1995
    | ~ spl0_1993 ),
    inference(avatar_split_clause,[],[f24871,f10647,f10656]) ).

fof(f24890,plain,
    ( ! [X0] :
        ( succ(X0,s125)
        | always3(X0) )
    | ~ spl0_2003 ),
    inference(resolution,[],[f15262,f923]) ).

fof(f24895,plain,
    ( always3(s124)
    | ~ spl0_2003 ),
    inference(resolution,[],[f24890,f598]) ).

fof(f24896,plain,
    ( spl0_2005
    | ~ spl0_2003 ),
    inference(avatar_split_clause,[],[f24895,f10692,f10701]) ).

fof(f24899,plain,
    ( ! [X0] :
        ( succ(X0,s124)
        | always3(X0) )
    | ~ spl0_2005 ),
    inference(resolution,[],[f14992,f923]) ).

fof(f24900,plain,
    ( always3(s123)
    | ~ spl0_2005 ),
    inference(resolution,[],[f24899,f597]) ).

fof(f24903,plain,
    ( spl0_2029
    | ~ spl0_2027 ),
    inference(avatar_split_clause,[],[f22929,f10800,f10809]) ).

fof(f24904,plain,
    ( spl0_2007
    | ~ spl0_2005 ),
    inference(avatar_split_clause,[],[f24900,f10701,f10710]) ).

fof(f24940,plain,
    ( ! [X0] :
        ( succ(X0,s112)
        | always3(X0) )
    | ~ spl0_2029 ),
    inference(resolution,[],[f15125,f923]) ).

fof(f24952,plain,
    ( always3(s111)
    | ~ spl0_2029 ),
    inference(resolution,[],[f24940,f585]) ).

fof(f24953,plain,
    ( until2p7(s449)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f22672,f922]) ).

fof(f24954,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f24953,f942]) ).

fof(f24955,plain,
    ( xuntil2p8(s449)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f24954,f22247]) ).

fof(f24957,plain,
    ( ~ last(s449)
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(resolution,[],[f24955,f472]) ).

fof(f24958,plain,
    ( $false
    | spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f24957,f450]) ).

fof(f24959,plain,
    ( spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f24958]) ).

fof(f24961,plain,
    ( until2p7(s4)
    | spl0_449
    | ~ spl0_457 ),
    inference(resolution,[],[f2739,f2774]) ).

fof(f24962,plain,
    ( always3(s449)
    | spl0_449
    | ~ spl0_2245 ),
    inference(resolution,[],[f2739,f12901]) ).

fof(f24963,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_449 ),
    inference(resolution,[],[f2739,f7295]) ).

fof(f24964,plain,
    ( spl0_1358
    | spl0_449
    | ~ spl0_2245 ),
    inference(avatar_split_clause,[],[f24962,f11781,f2737,f7303]) ).

fof(f24965,plain,
    ( until2p7(s445)
    | spl0_8
    | ~ spl0_457 ),
    inference(resolution,[],[f975,f2774]) ).

fof(f24966,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_8 ),
    inference(resolution,[],[f975,f7295]) ).

fof(f24967,plain,
    ( xuntil2p8(s445)
    | ~ node4(s445)
    | spl0_8
    | ~ spl0_457 ),
    inference(resolution,[],[f24965,f942]) ).

fof(f24968,plain,
    ( xuntil2p8(s445)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701 ),
    inference(forward_subsumption_resolution,[],[f24967,f22039]) ).

fof(f24970,plain,
    ( ! [X0] :
        ( succ(s445,X0)
        | until2p7(X0) )
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701 ),
    inference(resolution,[],[f24968,f943]) ).

fof(f24972,plain,
    ( until2p7(s446)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701 ),
    inference(resolution,[],[f24970,f919]) ).

fof(f24973,plain,
    ( xuntil2p8(s446)
    | ~ node4(s446)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701 ),
    inference(resolution,[],[f24972,f942]) ).

fof(f24974,plain,
    ( xuntil2p8(s446)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f24973,f22221]) ).

fof(f24975,plain,
    ( ! [X0] :
        ( succ(s446,X0)
        | until2p7(X0) )
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f24974,f943]) ).

fof(f24977,plain,
    ( until2p7(s447)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f24975,f920]) ).

fof(f24978,plain,
    ( xuntil2p8(s447)
    | ~ node4(s447)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f24977,f942]) ).

fof(f24979,plain,
    ( xuntil2p8(s447)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f24978,f22189]) ).

fof(f24980,plain,
    ( ! [X0] :
        ( succ(s447,X0)
        | until2p7(X0) )
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f24979,f943]) ).

fof(f24982,plain,
    ( until2p7(s448)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f24980,f921]) ).

fof(f24983,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f24982,f942]) ).

fof(f24984,plain,
    ( xuntil2p8(s448)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f24983,f22199]) ).

fof(f24985,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f24984,f943]) ).

fof(f24987,plain,
    ( until2p7(s449)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f24985,f922]) ).

fof(f24988,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f24987,f942]) ).

fof(f24989,plain,
    ( xuntil2p8(s449)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f24988,f22247]) ).

fof(f24991,plain,
    ( ~ last(s449)
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(resolution,[],[f24989,f472]) ).

fof(f24992,plain,
    ( $false
    | spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f24991,f450]) ).

fof(f24993,plain,
    ( spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f24992]) ).

fof(f24995,plain,
    ( until2p7(s5)
    | spl0_448
    | ~ spl0_457 ),
    inference(resolution,[],[f2735,f2774]) ).

fof(f24996,plain,
    ( always3(s449)
    | spl0_448
    | ~ spl0_2243 ),
    inference(resolution,[],[f2735,f12890]) ).

fof(f24997,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_448 ),
    inference(resolution,[],[f2735,f7295]) ).

fof(f24998,plain,
    ( spl0_1358
    | spl0_448
    | ~ spl0_2243 ),
    inference(avatar_split_clause,[],[f24996,f11772,f2733,f7303]) ).

fof(f24999,plain,
    ( until2p7(s444)
    | spl0_9
    | ~ spl0_457 ),
    inference(resolution,[],[f979,f2774]) ).

fof(f25000,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_9 ),
    inference(resolution,[],[f979,f7295]) ).

fof(f25002,plain,
    ( xuntil2p8(s444)
    | ~ node4(s444)
    | spl0_9
    | ~ spl0_457 ),
    inference(resolution,[],[f24999,f942]) ).

fof(f25003,plain,
    ( xuntil2p8(s444)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700 ),
    inference(forward_subsumption_resolution,[],[f25002,f22027]) ).

fof(f25004,plain,
    ( ! [X0] :
        ( succ(s444,X0)
        | until2p7(X0) )
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700 ),
    inference(resolution,[],[f25003,f943]) ).

fof(f25006,plain,
    ( until2p7(s445)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700 ),
    inference(resolution,[],[f25004,f918]) ).

fof(f25007,plain,
    ( xuntil2p8(s445)
    | ~ node4(s445)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700 ),
    inference(resolution,[],[f25006,f942]) ).

fof(f25008,plain,
    ( xuntil2p8(s445)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(forward_subsumption_resolution,[],[f25007,f22039]) ).

fof(f25009,plain,
    ( ! [X0] :
        ( succ(s445,X0)
        | until2p7(X0) )
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(resolution,[],[f25008,f943]) ).

fof(f25011,plain,
    ( until2p7(s446)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(resolution,[],[f25009,f919]) ).

fof(f25012,plain,
    ( xuntil2p8(s446)
    | ~ node4(s446)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(resolution,[],[f25011,f942]) ).

fof(f25013,plain,
    ( xuntil2p8(s446)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f25012,f22221]) ).

fof(f25014,plain,
    ( ! [X0] :
        ( succ(s446,X0)
        | until2p7(X0) )
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f25013,f943]) ).

fof(f25016,plain,
    ( until2p7(s447)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f25014,f920]) ).

fof(f25017,plain,
    ( xuntil2p8(s447)
    | ~ node4(s447)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f25016,f942]) ).

fof(f25018,plain,
    ( xuntil2p8(s447)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f25017,f22189]) ).

fof(f25019,plain,
    ( ! [X0] :
        ( succ(s447,X0)
        | until2p7(X0) )
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f25018,f943]) ).

fof(f25021,plain,
    ( until2p7(s448)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f25019,f921]) ).

fof(f25022,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f25021,f942]) ).

fof(f25023,plain,
    ( xuntil2p8(s448)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f25022,f22199]) ).

fof(f25024,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f25023,f943]) ).

fof(f25026,plain,
    ( until2p7(s449)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f25024,f922]) ).

fof(f25027,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f25026,f942]) ).

fof(f25028,plain,
    ( xuntil2p8(s449)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f25027,f22247]) ).

fof(f25030,plain,
    ( ~ last(s449)
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(resolution,[],[f25028,f472]) ).

fof(f25031,plain,
    ( $false
    | spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f25030,f450]) ).

fof(f25032,plain,
    ( spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f25031]) ).

fof(f25034,plain,
    ( until2p7(s6)
    | spl0_447
    | ~ spl0_457 ),
    inference(resolution,[],[f2731,f2774]) ).

fof(f25035,plain,
    ( always3(s449)
    | spl0_447
    | ~ spl0_2241 ),
    inference(resolution,[],[f2731,f12879]) ).

fof(f25036,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_447 ),
    inference(resolution,[],[f2731,f7295]) ).

fof(f25037,plain,
    ( spl0_1358
    | spl0_447
    | ~ spl0_2241 ),
    inference(avatar_split_clause,[],[f25035,f11763,f2729,f7303]) ).

fof(f25038,plain,
    ( until2p7(s443)
    | spl0_10
    | ~ spl0_457 ),
    inference(resolution,[],[f983,f2774]) ).

fof(f25039,plain,
    ( always3(s449)
    | spl0_10
    | ~ spl0_1367 ),
    inference(resolution,[],[f983,f22001]) ).

fof(f25040,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_10 ),
    inference(resolution,[],[f983,f7295]) ).

fof(f25041,plain,
    ( spl0_1358
    | spl0_10
    | ~ spl0_1367 ),
    inference(avatar_split_clause,[],[f25039,f7830,f981,f7303]) ).

fof(f25043,plain,
    ( until2p7(s7)
    | spl0_446
    | ~ spl0_457 ),
    inference(resolution,[],[f2727,f2774]) ).

fof(f25044,plain,
    ( always3(s449)
    | spl0_446
    | ~ spl0_2239 ),
    inference(resolution,[],[f2727,f12868]) ).

fof(f25045,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_446 ),
    inference(resolution,[],[f2727,f7295]) ).

fof(f25046,plain,
    ( spl0_1358
    | spl0_446
    | ~ spl0_2239 ),
    inference(avatar_split_clause,[],[f25044,f11754,f2725,f7303]) ).

fof(f25047,plain,
    ( until2p7(s442)
    | spl0_11
    | ~ spl0_457 ),
    inference(resolution,[],[f987,f2774]) ).

fof(f25048,plain,
    ( always3(s449)
    | spl0_11
    | ~ spl0_1369 ),
    inference(resolution,[],[f987,f21967]) ).

fof(f25049,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_11 ),
    inference(resolution,[],[f987,f7295]) ).

fof(f25050,plain,
    ( spl0_1358
    | spl0_11
    | ~ spl0_1369 ),
    inference(avatar_split_clause,[],[f25048,f7839,f985,f7303]) ).

fof(f25052,plain,
    ( until2p7(s8)
    | spl0_445
    | ~ spl0_457 ),
    inference(resolution,[],[f2723,f2774]) ).

fof(f25053,plain,
    ( always3(s449)
    | spl0_445
    | ~ spl0_2237 ),
    inference(resolution,[],[f2723,f12857]) ).

fof(f25054,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_445 ),
    inference(resolution,[],[f2723,f7295]) ).

fof(f25055,plain,
    ( spl0_1358
    | spl0_445
    | ~ spl0_2237 ),
    inference(avatar_split_clause,[],[f25053,f11745,f2721,f7303]) ).

fof(f25056,plain,
    ( until2p7(s441)
    | spl0_12
    | ~ spl0_457 ),
    inference(resolution,[],[f991,f2774]) ).

fof(f25057,plain,
    ( always3(s449)
    | spl0_12
    | ~ spl0_1371 ),
    inference(resolution,[],[f991,f21953]) ).

fof(f25058,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_12 ),
    inference(resolution,[],[f991,f7295]) ).

fof(f25059,plain,
    ( spl0_1358
    | spl0_12
    | ~ spl0_1371 ),
    inference(avatar_split_clause,[],[f25057,f7848,f989,f7303]) ).

fof(f25061,plain,
    ( until2p7(s9)
    | spl0_444
    | ~ spl0_457 ),
    inference(resolution,[],[f2719,f2774]) ).

fof(f25062,plain,
    ( always3(s449)
    | spl0_444
    | ~ spl0_2235 ),
    inference(resolution,[],[f2719,f12846]) ).

fof(f25063,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_444 ),
    inference(resolution,[],[f2719,f7295]) ).

fof(f25064,plain,
    ( spl0_1358
    | spl0_444
    | ~ spl0_2235 ),
    inference(avatar_split_clause,[],[f25062,f11736,f2717,f7303]) ).

fof(f25065,plain,
    ( until2p7(s440)
    | spl0_13
    | ~ spl0_457 ),
    inference(resolution,[],[f995,f2774]) ).

fof(f25066,plain,
    ( always3(s449)
    | spl0_13
    | ~ spl0_1373 ),
    inference(resolution,[],[f995,f21979]) ).

fof(f25067,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_13 ),
    inference(resolution,[],[f995,f7295]) ).

fof(f25068,plain,
    ( spl0_1358
    | spl0_13
    | ~ spl0_1373 ),
    inference(avatar_split_clause,[],[f25066,f7857,f993,f7303]) ).

fof(f25070,plain,
    ( until2p7(s10)
    | spl0_443
    | ~ spl0_457 ),
    inference(resolution,[],[f2715,f2774]) ).

fof(f25071,plain,
    ( always3(s449)
    | spl0_443
    | ~ spl0_2233 ),
    inference(resolution,[],[f2715,f12835]) ).

fof(f25072,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_443 ),
    inference(resolution,[],[f2715,f7295]) ).

fof(f25073,plain,
    ( spl0_1358
    | spl0_443
    | ~ spl0_2233 ),
    inference(avatar_split_clause,[],[f25071,f11727,f2713,f7303]) ).

fof(f25074,plain,
    ( until2p7(s439)
    | spl0_14
    | ~ spl0_457 ),
    inference(resolution,[],[f999,f2774]) ).

fof(f25075,plain,
    ( always3(s449)
    | spl0_14
    | ~ spl0_1375 ),
    inference(resolution,[],[f999,f21933]) ).

fof(f25076,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_14 ),
    inference(resolution,[],[f999,f7295]) ).

fof(f25077,plain,
    ( spl0_1358
    | spl0_14
    | ~ spl0_1375 ),
    inference(avatar_split_clause,[],[f25075,f7866,f997,f7303]) ).

fof(f25079,plain,
    ( until2p7(s11)
    | spl0_442
    | ~ spl0_457 ),
    inference(resolution,[],[f2711,f2774]) ).

fof(f25080,plain,
    ( always3(s449)
    | spl0_442
    | ~ spl0_2231 ),
    inference(resolution,[],[f2711,f12823]) ).

fof(f25081,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_442 ),
    inference(resolution,[],[f2711,f7295]) ).

fof(f25082,plain,
    ( spl0_1358
    | spl0_442
    | ~ spl0_2231 ),
    inference(avatar_split_clause,[],[f25080,f11718,f2709,f7303]) ).

fof(f25083,plain,
    ( until2p7(s438)
    | spl0_15
    | ~ spl0_457 ),
    inference(resolution,[],[f1003,f2774]) ).

fof(f25084,plain,
    ( always3(s449)
    | spl0_15
    | ~ spl0_1377 ),
    inference(resolution,[],[f1003,f21918]) ).

fof(f25085,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_15 ),
    inference(resolution,[],[f1003,f7295]) ).

fof(f25086,plain,
    ( spl0_1358
    | spl0_15
    | ~ spl0_1377 ),
    inference(avatar_split_clause,[],[f25084,f7875,f1001,f7303]) ).

fof(f25088,plain,
    ( until2p7(s12)
    | spl0_441
    | ~ spl0_457 ),
    inference(resolution,[],[f2707,f2774]) ).

fof(f25089,plain,
    ( always3(s449)
    | spl0_441
    | ~ spl0_2229 ),
    inference(resolution,[],[f2707,f13276]) ).

fof(f25091,plain,
    ( spl0_1358
    | spl0_441
    | ~ spl0_2229 ),
    inference(avatar_split_clause,[],[f25089,f11709,f2705,f7303]) ).

fof(f25092,plain,
    ( until2p7(s437)
    | spl0_16
    | ~ spl0_457 ),
    inference(resolution,[],[f1007,f2774]) ).

fof(f25093,plain,
    ( always3(s449)
    | spl0_16
    | ~ spl0_1379 ),
    inference(resolution,[],[f1007,f21885]) ).

fof(f25094,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_16 ),
    inference(resolution,[],[f1007,f7295]) ).

fof(f25095,plain,
    ( spl0_1358
    | spl0_16
    | ~ spl0_1379 ),
    inference(avatar_split_clause,[],[f25093,f7884,f1005,f7303]) ).

fof(f25097,plain,
    ( until2p7(s13)
    | spl0_440
    | ~ spl0_457 ),
    inference(resolution,[],[f2703,f2774]) ).

fof(f25098,plain,
    ( always3(s449)
    | spl0_440
    | ~ spl0_2227 ),
    inference(resolution,[],[f2703,f13265]) ).

fof(f25099,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_440 ),
    inference(resolution,[],[f2703,f7295]) ).

fof(f25100,plain,
    ( spl0_1358
    | spl0_440
    | ~ spl0_2227 ),
    inference(avatar_split_clause,[],[f25098,f11700,f2701,f7303]) ).

fof(f25101,plain,
    ( until2p7(s436)
    | spl0_17
    | ~ spl0_457 ),
    inference(resolution,[],[f1011,f2774]) ).

fof(f25102,plain,
    ( always3(s449)
    | spl0_17
    | ~ spl0_1381 ),
    inference(resolution,[],[f1011,f21844]) ).

fof(f25103,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_17 ),
    inference(resolution,[],[f1011,f7295]) ).

fof(f25104,plain,
    ( spl0_1358
    | spl0_17
    | ~ spl0_1381 ),
    inference(avatar_split_clause,[],[f25102,f7893,f1009,f7303]) ).

fof(f25106,plain,
    ( until2p7(s14)
    | spl0_439
    | ~ spl0_457 ),
    inference(resolution,[],[f2699,f2774]) ).

fof(f25107,plain,
    ( always3(s449)
    | spl0_439
    | ~ spl0_2225 ),
    inference(resolution,[],[f2699,f13254]) ).

fof(f25108,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_439 ),
    inference(resolution,[],[f2699,f7295]) ).

fof(f25109,plain,
    ( spl0_1358
    | spl0_439
    | ~ spl0_2225 ),
    inference(avatar_split_clause,[],[f25107,f11691,f2697,f7303]) ).

fof(f25110,plain,
    ( until2p7(s435)
    | spl0_18
    | ~ spl0_457 ),
    inference(resolution,[],[f1015,f2774]) ).

fof(f25111,plain,
    ( always3(s449)
    | spl0_18
    | ~ spl0_1383 ),
    inference(resolution,[],[f1015,f21901]) ).

fof(f25112,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_18 ),
    inference(resolution,[],[f1015,f7295]) ).

fof(f25113,plain,
    ( spl0_1358
    | spl0_18
    | ~ spl0_1383 ),
    inference(avatar_split_clause,[],[f25111,f7902,f1013,f7303]) ).

fof(f25115,plain,
    ( until2p7(s15)
    | spl0_438
    | ~ spl0_457 ),
    inference(resolution,[],[f2695,f2774]) ).

fof(f25116,plain,
    ( always3(s449)
    | spl0_438
    | ~ spl0_2223 ),
    inference(resolution,[],[f2695,f13243]) ).

fof(f25117,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_438 ),
    inference(resolution,[],[f2695,f7295]) ).

fof(f25118,plain,
    ( spl0_1358
    | spl0_438
    | ~ spl0_2223 ),
    inference(avatar_split_clause,[],[f25116,f11682,f2693,f7303]) ).

fof(f25119,plain,
    ( until2p7(s434)
    | spl0_19
    | ~ spl0_457 ),
    inference(resolution,[],[f1019,f2774]) ).

fof(f25120,plain,
    ( always3(s449)
    | spl0_19
    | ~ spl0_1385 ),
    inference(resolution,[],[f1019,f21854]) ).

fof(f25121,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_19 ),
    inference(resolution,[],[f1019,f7295]) ).

fof(f25122,plain,
    ( spl0_1358
    | spl0_19
    | ~ spl0_1385 ),
    inference(avatar_split_clause,[],[f25120,f7911,f1017,f7303]) ).

fof(f25124,plain,
    ( until2p7(s16)
    | spl0_437
    | ~ spl0_457 ),
    inference(resolution,[],[f2691,f2774]) ).

fof(f25125,plain,
    ( always3(s449)
    | spl0_437
    | ~ spl0_2221 ),
    inference(resolution,[],[f2691,f13232]) ).

fof(f25126,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_437 ),
    inference(resolution,[],[f2691,f7295]) ).

fof(f25127,plain,
    ( spl0_1358
    | spl0_437
    | ~ spl0_2221 ),
    inference(avatar_split_clause,[],[f25125,f11673,f2689,f7303]) ).

fof(f25128,plain,
    ( until2p7(s433)
    | spl0_20
    | ~ spl0_457 ),
    inference(resolution,[],[f1023,f2774]) ).

fof(f25129,plain,
    ( always3(s449)
    | spl0_20
    | ~ spl0_1387 ),
    inference(resolution,[],[f1023,f21817]) ).

fof(f25130,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_20 ),
    inference(resolution,[],[f1023,f7295]) ).

fof(f25131,plain,
    ( spl0_1358
    | spl0_20
    | ~ spl0_1387 ),
    inference(avatar_split_clause,[],[f25129,f7920,f1021,f7303]) ).

fof(f25133,plain,
    ( until2p7(s17)
    | spl0_436
    | ~ spl0_457 ),
    inference(resolution,[],[f2687,f2774]) ).

fof(f25134,plain,
    ( always3(s449)
    | spl0_436
    | ~ spl0_2219 ),
    inference(resolution,[],[f2687,f13221]) ).

fof(f25135,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_436 ),
    inference(resolution,[],[f2687,f7295]) ).

fof(f25136,plain,
    ( spl0_1358
    | spl0_436
    | ~ spl0_2219 ),
    inference(avatar_split_clause,[],[f25134,f11664,f2685,f7303]) ).

fof(f25137,plain,
    ( until2p7(s432)
    | spl0_21
    | ~ spl0_457 ),
    inference(resolution,[],[f1027,f2774]) ).

fof(f25138,plain,
    ( always3(s449)
    | spl0_21
    | ~ spl0_1389 ),
    inference(resolution,[],[f1027,f21803]) ).

fof(f25139,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_21 ),
    inference(resolution,[],[f1027,f7295]) ).

fof(f25140,plain,
    ( spl0_1358
    | spl0_21
    | ~ spl0_1389 ),
    inference(avatar_split_clause,[],[f25138,f7929,f1025,f7303]) ).

fof(f25142,plain,
    ( until2p7(s18)
    | spl0_435
    | ~ spl0_457 ),
    inference(resolution,[],[f2683,f2774]) ).

fof(f25143,plain,
    ( always3(s449)
    | spl0_435
    | ~ spl0_2217 ),
    inference(resolution,[],[f2683,f13210]) ).

fof(f25144,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_435 ),
    inference(resolution,[],[f2683,f7295]) ).

fof(f25145,plain,
    ( spl0_1358
    | spl0_435
    | ~ spl0_2217 ),
    inference(avatar_split_clause,[],[f25143,f11655,f2681,f7303]) ).

fof(f25146,plain,
    ( until2p7(s431)
    | spl0_22
    | ~ spl0_457 ),
    inference(resolution,[],[f1031,f2774]) ).

fof(f25147,plain,
    ( always3(s449)
    | spl0_22
    | ~ spl0_1391 ),
    inference(resolution,[],[f1031,f21789]) ).

fof(f25148,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_22 ),
    inference(resolution,[],[f1031,f7295]) ).

fof(f25149,plain,
    ( spl0_1358
    | spl0_22
    | ~ spl0_1391 ),
    inference(avatar_split_clause,[],[f25147,f7938,f1029,f7303]) ).

fof(f25151,plain,
    ( until2p7(s19)
    | spl0_434
    | ~ spl0_457 ),
    inference(resolution,[],[f2679,f2774]) ).

fof(f25152,plain,
    ( always3(s449)
    | spl0_434
    | ~ spl0_2215 ),
    inference(resolution,[],[f2679,f13199]) ).

fof(f25153,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_434 ),
    inference(resolution,[],[f2679,f7295]) ).

fof(f25154,plain,
    ( spl0_1358
    | spl0_434
    | ~ spl0_2215 ),
    inference(avatar_split_clause,[],[f25152,f11646,f2677,f7303]) ).

fof(f25155,plain,
    ( until2p7(s430)
    | spl0_23
    | ~ spl0_457 ),
    inference(resolution,[],[f1035,f2774]) ).

fof(f25156,plain,
    ( always3(s449)
    | spl0_23
    | ~ spl0_1393 ),
    inference(resolution,[],[f1035,f21775]) ).

fof(f25157,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_23 ),
    inference(resolution,[],[f1035,f7295]) ).

fof(f25158,plain,
    ( spl0_1358
    | spl0_23
    | ~ spl0_1393 ),
    inference(avatar_split_clause,[],[f25156,f7947,f1033,f7303]) ).

fof(f25160,plain,
    ( until2p7(s20)
    | spl0_433
    | ~ spl0_457 ),
    inference(resolution,[],[f2675,f2774]) ).

fof(f25161,plain,
    ( always3(s449)
    | spl0_433
    | ~ spl0_2213 ),
    inference(resolution,[],[f2675,f13188]) ).

fof(f25162,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_433 ),
    inference(resolution,[],[f2675,f7295]) ).

fof(f25163,plain,
    ( spl0_1358
    | spl0_433
    | ~ spl0_2213 ),
    inference(avatar_split_clause,[],[f25161,f11637,f2673,f7303]) ).

fof(f25164,plain,
    ( until2p7(s429)
    | spl0_24
    | ~ spl0_457 ),
    inference(resolution,[],[f1039,f2774]) ).

fof(f25165,plain,
    ( always3(s449)
    | spl0_24
    | ~ spl0_1395 ),
    inference(resolution,[],[f1039,f21760]) ).

fof(f25166,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_24 ),
    inference(resolution,[],[f1039,f7295]) ).

fof(f25167,plain,
    ( spl0_1358
    | spl0_24
    | ~ spl0_1395 ),
    inference(avatar_split_clause,[],[f25165,f7956,f1037,f7303]) ).

fof(f25169,plain,
    ( until2p7(s21)
    | spl0_432
    | ~ spl0_457 ),
    inference(resolution,[],[f2671,f2774]) ).

fof(f25170,plain,
    ( always3(s449)
    | spl0_432
    | ~ spl0_2211 ),
    inference(resolution,[],[f2671,f13177]) ).

fof(f25171,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_432 ),
    inference(resolution,[],[f2671,f7295]) ).

fof(f25172,plain,
    ( spl0_1358
    | spl0_432
    | ~ spl0_2211 ),
    inference(avatar_split_clause,[],[f25170,f11628,f2669,f7303]) ).

fof(f25173,plain,
    ( until2p7(s428)
    | spl0_25
    | ~ spl0_457 ),
    inference(resolution,[],[f1043,f2774]) ).

fof(f25174,plain,
    ( always3(s449)
    | spl0_25
    | ~ spl0_1397 ),
    inference(resolution,[],[f1043,f21746]) ).

fof(f25175,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_25 ),
    inference(resolution,[],[f1043,f7295]) ).

fof(f25176,plain,
    ( spl0_1358
    | spl0_25
    | ~ spl0_1397 ),
    inference(avatar_split_clause,[],[f25174,f7965,f1041,f7303]) ).

fof(f25178,plain,
    ( until2p7(s22)
    | spl0_431
    | ~ spl0_457 ),
    inference(resolution,[],[f2667,f2774]) ).

fof(f25179,plain,
    ( always3(s449)
    | spl0_431
    | ~ spl0_2209 ),
    inference(resolution,[],[f2667,f13166]) ).

fof(f25180,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_431 ),
    inference(resolution,[],[f2667,f7295]) ).

fof(f25181,plain,
    ( spl0_1358
    | spl0_431
    | ~ spl0_2209 ),
    inference(avatar_split_clause,[],[f25179,f11619,f2665,f7303]) ).

fof(f25182,plain,
    ( until2p7(s427)
    | spl0_26
    | ~ spl0_457 ),
    inference(resolution,[],[f1047,f2774]) ).

fof(f25183,plain,
    ( always3(s449)
    | spl0_26
    | ~ spl0_1399 ),
    inference(resolution,[],[f1047,f21689]) ).

fof(f25184,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_26 ),
    inference(resolution,[],[f1047,f7295]) ).

fof(f25185,plain,
    ( spl0_1358
    | spl0_26
    | ~ spl0_1399 ),
    inference(avatar_split_clause,[],[f25183,f7974,f1045,f7303]) ).

fof(f25187,plain,
    ( until2p7(s23)
    | spl0_430
    | ~ spl0_457 ),
    inference(resolution,[],[f2663,f2774]) ).

fof(f25188,plain,
    ( always3(s449)
    | spl0_430
    | ~ spl0_2207 ),
    inference(resolution,[],[f2663,f13155]) ).

fof(f25189,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_430 ),
    inference(resolution,[],[f2663,f7295]) ).

fof(f25190,plain,
    ( spl0_1358
    | spl0_430
    | ~ spl0_2207 ),
    inference(avatar_split_clause,[],[f25188,f11610,f2661,f7303]) ).

fof(f25191,plain,
    ( until2p7(s426)
    | spl0_27
    | ~ spl0_457 ),
    inference(resolution,[],[f1051,f2774]) ).

fof(f25192,plain,
    ( always3(s449)
    | spl0_27
    | ~ spl0_1401 ),
    inference(resolution,[],[f1051,f21701]) ).

fof(f25193,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_27 ),
    inference(resolution,[],[f1051,f7295]) ).

fof(f25194,plain,
    ( spl0_1358
    | spl0_27
    | ~ spl0_1401 ),
    inference(avatar_split_clause,[],[f25192,f7983,f1049,f7303]) ).

fof(f25196,plain,
    ( until2p7(s24)
    | spl0_429
    | ~ spl0_457 ),
    inference(resolution,[],[f2659,f2774]) ).

fof(f25197,plain,
    ( always3(s449)
    | spl0_429
    | ~ spl0_2205 ),
    inference(resolution,[],[f2659,f13144]) ).

fof(f25198,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_429 ),
    inference(resolution,[],[f2659,f7295]) ).

fof(f25199,plain,
    ( spl0_1358
    | spl0_429
    | ~ spl0_2205 ),
    inference(avatar_split_clause,[],[f25197,f11601,f2657,f7303]) ).

fof(f25200,plain,
    ( until2p7(s425)
    | spl0_28
    | ~ spl0_457 ),
    inference(resolution,[],[f1055,f2774]) ).

fof(f25201,plain,
    ( always3(s449)
    | spl0_28
    | ~ spl0_1403 ),
    inference(resolution,[],[f1055,f21712]) ).

fof(f25202,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_28 ),
    inference(resolution,[],[f1055,f7295]) ).

fof(f25203,plain,
    ( spl0_1358
    | spl0_28
    | ~ spl0_1403 ),
    inference(avatar_split_clause,[],[f25201,f7992,f1053,f7303]) ).

fof(f25205,plain,
    ( until2p7(s25)
    | spl0_428
    | ~ spl0_457 ),
    inference(resolution,[],[f2655,f2774]) ).

fof(f25206,plain,
    ( always3(s449)
    | spl0_428
    | ~ spl0_2203 ),
    inference(resolution,[],[f2655,f13133]) ).

fof(f25207,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_428 ),
    inference(resolution,[],[f2655,f7295]) ).

fof(f25208,plain,
    ( spl0_1358
    | spl0_428
    | ~ spl0_2203 ),
    inference(avatar_split_clause,[],[f25206,f11592,f2653,f7303]) ).

fof(f25209,plain,
    ( until2p7(s424)
    | spl0_29
    | ~ spl0_457 ),
    inference(resolution,[],[f1059,f2774]) ).

fof(f25210,plain,
    ( always3(s449)
    | spl0_29
    | ~ spl0_1405 ),
    inference(resolution,[],[f1059,f21724]) ).

fof(f25211,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_29 ),
    inference(resolution,[],[f1059,f7295]) ).

fof(f25212,plain,
    ( spl0_1358
    | spl0_29
    | ~ spl0_1405 ),
    inference(avatar_split_clause,[],[f25210,f8001,f1057,f7303]) ).

fof(f25214,plain,
    ( until2p7(s26)
    | spl0_427
    | ~ spl0_457 ),
    inference(resolution,[],[f2651,f2774]) ).

fof(f25215,plain,
    ( always3(s449)
    | spl0_427
    | ~ spl0_2201 ),
    inference(resolution,[],[f2651,f13122]) ).

fof(f25216,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_427 ),
    inference(resolution,[],[f2651,f7295]) ).

fof(f25217,plain,
    ( spl0_1358
    | spl0_427
    | ~ spl0_2201 ),
    inference(avatar_split_clause,[],[f25215,f11583,f2649,f7303]) ).

fof(f25218,plain,
    ( until2p7(s423)
    | spl0_30
    | ~ spl0_457 ),
    inference(resolution,[],[f1063,f2774]) ).

fof(f25219,plain,
    ( always3(s449)
    | spl0_30
    | ~ spl0_1407 ),
    inference(resolution,[],[f1063,f21483]) ).

fof(f25220,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_30 ),
    inference(resolution,[],[f1063,f7295]) ).

fof(f25221,plain,
    ( spl0_1358
    | spl0_30
    | ~ spl0_1407 ),
    inference(avatar_split_clause,[],[f25219,f8010,f1061,f7303]) ).

fof(f25223,plain,
    ( until2p7(s27)
    | spl0_426
    | ~ spl0_457 ),
    inference(resolution,[],[f2647,f2774]) ).

fof(f25224,plain,
    ( always3(s449)
    | spl0_426
    | ~ spl0_2199 ),
    inference(resolution,[],[f2647,f13111]) ).

fof(f25225,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_426 ),
    inference(resolution,[],[f2647,f7295]) ).

fof(f25226,plain,
    ( spl0_1358
    | spl0_426
    | ~ spl0_2199 ),
    inference(avatar_split_clause,[],[f25224,f11574,f2645,f7303]) ).

fof(f25227,plain,
    ( until2p7(s422)
    | spl0_31
    | ~ spl0_457 ),
    inference(resolution,[],[f1067,f2774]) ).

fof(f25228,plain,
    ( always3(s449)
    | spl0_31
    | ~ spl0_1409 ),
    inference(resolution,[],[f1067,f21469]) ).

fof(f25229,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_31 ),
    inference(resolution,[],[f1067,f7295]) ).

fof(f25230,plain,
    ( spl0_1358
    | spl0_31
    | ~ spl0_1409 ),
    inference(avatar_split_clause,[],[f25228,f8019,f1065,f7303]) ).

fof(f25232,plain,
    ( until2p7(s28)
    | spl0_425
    | ~ spl0_457 ),
    inference(resolution,[],[f2643,f2774]) ).

fof(f25233,plain,
    ( always3(s449)
    | spl0_425
    | ~ spl0_2197 ),
    inference(resolution,[],[f2643,f13100]) ).

fof(f25234,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_425 ),
    inference(resolution,[],[f2643,f7295]) ).

fof(f25235,plain,
    ( spl0_1358
    | spl0_425
    | ~ spl0_2197 ),
    inference(avatar_split_clause,[],[f25233,f11565,f2641,f7303]) ).

fof(f25236,plain,
    ( until2p7(s421)
    | spl0_32
    | ~ spl0_457 ),
    inference(resolution,[],[f1071,f2774]) ).

fof(f25237,plain,
    ( always3(s449)
    | spl0_32
    | ~ spl0_1411 ),
    inference(resolution,[],[f1071,f21503]) ).

fof(f25238,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_32 ),
    inference(resolution,[],[f1071,f7295]) ).

fof(f25239,plain,
    ( spl0_1358
    | spl0_32
    | ~ spl0_1411 ),
    inference(avatar_split_clause,[],[f25237,f8028,f1069,f7303]) ).

fof(f25241,plain,
    ( until2p7(s29)
    | spl0_424
    | ~ spl0_457 ),
    inference(resolution,[],[f2639,f2774]) ).

fof(f25242,plain,
    ( always3(s449)
    | spl0_424
    | ~ spl0_2195 ),
    inference(resolution,[],[f2639,f13088]) ).

fof(f25243,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_424 ),
    inference(resolution,[],[f2639,f7295]) ).

fof(f25244,plain,
    ( spl0_1358
    | spl0_424
    | ~ spl0_2195 ),
    inference(avatar_split_clause,[],[f25242,f11556,f2637,f7303]) ).

fof(f25245,plain,
    ( until2p7(s420)
    | spl0_33
    | ~ spl0_457 ),
    inference(resolution,[],[f1075,f2774]) ).

fof(f25246,plain,
    ( always3(s449)
    | spl0_33
    | ~ spl0_1413 ),
    inference(resolution,[],[f1075,f21514]) ).

fof(f25247,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_33 ),
    inference(resolution,[],[f1075,f7295]) ).

fof(f25248,plain,
    ( spl0_1358
    | spl0_33
    | ~ spl0_1413 ),
    inference(avatar_split_clause,[],[f25246,f8037,f1073,f7303]) ).

fof(f25250,plain,
    ( until2p7(s30)
    | spl0_423
    | ~ spl0_457 ),
    inference(resolution,[],[f2635,f2774]) ).

fof(f25251,plain,
    ( always3(s449)
    | spl0_423
    | ~ spl0_2193 ),
    inference(resolution,[],[f2635,f13613]) ).

fof(f25252,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_423 ),
    inference(resolution,[],[f2635,f7295]) ).

fof(f25253,plain,
    ( spl0_1358
    | spl0_423
    | ~ spl0_2193 ),
    inference(avatar_split_clause,[],[f25251,f11547,f2633,f7303]) ).

fof(f25254,plain,
    ( until2p7(s419)
    | spl0_34
    | ~ spl0_457 ),
    inference(resolution,[],[f1079,f2774]) ).

fof(f25255,plain,
    ( always3(s449)
    | spl0_34
    | ~ spl0_1415 ),
    inference(resolution,[],[f1079,f21430]) ).

fof(f25256,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_34 ),
    inference(resolution,[],[f1079,f7295]) ).

fof(f25257,plain,
    ( spl0_1358
    | spl0_34
    | ~ spl0_1415 ),
    inference(avatar_split_clause,[],[f25255,f8046,f1077,f7303]) ).

fof(f25259,plain,
    ( until2p7(s31)
    | spl0_422
    | ~ spl0_457 ),
    inference(resolution,[],[f2631,f2774]) ).

fof(f25260,plain,
    ( always3(s449)
    | spl0_422
    | ~ spl0_2191 ),
    inference(resolution,[],[f2631,f13602]) ).

fof(f25261,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_422 ),
    inference(resolution,[],[f2631,f7295]) ).

fof(f25262,plain,
    ( spl0_1358
    | spl0_422
    | ~ spl0_2191 ),
    inference(avatar_split_clause,[],[f25260,f11538,f2629,f7303]) ).

fof(f25263,plain,
    ( until2p7(s418)
    | spl0_35
    | ~ spl0_457 ),
    inference(resolution,[],[f1083,f2774]) ).

fof(f25264,plain,
    ( always3(s449)
    | spl0_35
    | ~ spl0_1417 ),
    inference(resolution,[],[f1083,f21441]) ).

fof(f25265,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_35 ),
    inference(resolution,[],[f1083,f7295]) ).

fof(f25266,plain,
    ( spl0_1358
    | spl0_35
    | ~ spl0_1417 ),
    inference(avatar_split_clause,[],[f25264,f8055,f1081,f7303]) ).

fof(f25268,plain,
    ( until2p7(s32)
    | spl0_421
    | ~ spl0_457 ),
    inference(resolution,[],[f2627,f2774]) ).

fof(f25269,plain,
    ( always3(s449)
    | spl0_421
    | ~ spl0_2189 ),
    inference(resolution,[],[f2627,f13591]) ).

fof(f25270,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_421 ),
    inference(resolution,[],[f2627,f7295]) ).

fof(f25271,plain,
    ( spl0_1358
    | spl0_421
    | ~ spl0_2189 ),
    inference(avatar_split_clause,[],[f25269,f11529,f2625,f7303]) ).

fof(f25272,plain,
    ( until2p7(s417)
    | spl0_36
    | ~ spl0_457 ),
    inference(resolution,[],[f1087,f2774]) ).

fof(f25273,plain,
    ( always3(s449)
    | spl0_36
    | ~ spl0_1419 ),
    inference(resolution,[],[f1087,f21415]) ).

fof(f25274,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_36 ),
    inference(resolution,[],[f1087,f7295]) ).

fof(f25275,plain,
    ( spl0_1358
    | spl0_36
    | ~ spl0_1419 ),
    inference(avatar_split_clause,[],[f25273,f8064,f1085,f7303]) ).

fof(f25277,plain,
    ( until2p7(s33)
    | spl0_420
    | ~ spl0_457 ),
    inference(resolution,[],[f2623,f2774]) ).

fof(f25278,plain,
    ( always3(s449)
    | spl0_420
    | ~ spl0_2187 ),
    inference(resolution,[],[f2623,f13580]) ).

fof(f25279,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_420 ),
    inference(resolution,[],[f2623,f7295]) ).

fof(f25280,plain,
    ( spl0_1358
    | spl0_420
    | ~ spl0_2187 ),
    inference(avatar_split_clause,[],[f25278,f11520,f2621,f7303]) ).

fof(f25281,plain,
    ( until2p7(s416)
    | spl0_37
    | ~ spl0_457 ),
    inference(resolution,[],[f1091,f2774]) ).

fof(f25282,plain,
    ( always3(s449)
    | spl0_37
    | ~ spl0_1421 ),
    inference(resolution,[],[f1091,f21390]) ).

fof(f25283,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_37 ),
    inference(resolution,[],[f1091,f7295]) ).

fof(f25284,plain,
    ( spl0_1358
    | spl0_37
    | ~ spl0_1421 ),
    inference(avatar_split_clause,[],[f25282,f8073,f1089,f7303]) ).

fof(f25286,plain,
    ( until2p7(s34)
    | spl0_419
    | ~ spl0_457 ),
    inference(resolution,[],[f2619,f2774]) ).

fof(f25287,plain,
    ( always3(s449)
    | spl0_419
    | ~ spl0_2185 ),
    inference(resolution,[],[f2619,f13569]) ).

fof(f25288,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_419 ),
    inference(resolution,[],[f2619,f7295]) ).

fof(f25289,plain,
    ( spl0_1358
    | spl0_419
    | ~ spl0_2185 ),
    inference(avatar_split_clause,[],[f25287,f11511,f2617,f7303]) ).

fof(f25290,plain,
    ( until2p7(s415)
    | spl0_38
    | ~ spl0_457 ),
    inference(resolution,[],[f1095,f2774]) ).

fof(f25291,plain,
    ( always3(s449)
    | spl0_38
    | ~ spl0_1423 ),
    inference(resolution,[],[f1095,f21533]) ).

fof(f25292,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_38 ),
    inference(resolution,[],[f1095,f7295]) ).

fof(f25293,plain,
    ( spl0_1358
    | spl0_38
    | ~ spl0_1423 ),
    inference(avatar_split_clause,[],[f25291,f8082,f1093,f7303]) ).

fof(f25295,plain,
    ( until2p7(s35)
    | spl0_418
    | ~ spl0_457 ),
    inference(resolution,[],[f2615,f2774]) ).

fof(f25296,plain,
    ( always3(s449)
    | spl0_418
    | ~ spl0_2183 ),
    inference(resolution,[],[f2615,f13558]) ).

fof(f25297,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_418 ),
    inference(resolution,[],[f2615,f7295]) ).

fof(f25298,plain,
    ( spl0_1358
    | spl0_418
    | ~ spl0_2183 ),
    inference(avatar_split_clause,[],[f25296,f11502,f2613,f7303]) ).

fof(f25299,plain,
    ( until2p7(s414)
    | spl0_39
    | ~ spl0_457 ),
    inference(resolution,[],[f1099,f2774]) ).

fof(f25300,plain,
    ( always3(s449)
    | spl0_39
    | ~ spl0_1425 ),
    inference(resolution,[],[f1099,f21545]) ).

fof(f25301,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_39 ),
    inference(resolution,[],[f1099,f7295]) ).

fof(f25302,plain,
    ( spl0_1358
    | spl0_39
    | ~ spl0_1425 ),
    inference(avatar_split_clause,[],[f25300,f8091,f1097,f7303]) ).

fof(f25304,plain,
    ( until2p7(s36)
    | spl0_417
    | ~ spl0_457 ),
    inference(resolution,[],[f2611,f2774]) ).

fof(f25305,plain,
    ( always3(s449)
    | spl0_417
    | ~ spl0_2181 ),
    inference(resolution,[],[f2611,f13547]) ).

fof(f25306,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_417 ),
    inference(resolution,[],[f2611,f7295]) ).

fof(f25307,plain,
    ( spl0_1358
    | spl0_417
    | ~ spl0_2181 ),
    inference(avatar_split_clause,[],[f25305,f11493,f2609,f7303]) ).

fof(f25308,plain,
    ( until2p7(s413)
    | spl0_40
    | ~ spl0_457 ),
    inference(resolution,[],[f1103,f2774]) ).

fof(f25309,plain,
    ( always3(s449)
    | spl0_40
    | ~ spl0_1427 ),
    inference(resolution,[],[f1103,f21364]) ).

fof(f25310,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_40 ),
    inference(resolution,[],[f1103,f7295]) ).

fof(f25311,plain,
    ( spl0_1358
    | spl0_40
    | ~ spl0_1427 ),
    inference(avatar_split_clause,[],[f25309,f8100,f1101,f7303]) ).

fof(f25313,plain,
    ( until2p7(s37)
    | spl0_416
    | ~ spl0_457 ),
    inference(resolution,[],[f2607,f2774]) ).

fof(f25314,plain,
    ( always3(s449)
    | spl0_416
    | ~ spl0_2179 ),
    inference(resolution,[],[f2607,f13536]) ).

fof(f25315,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_416 ),
    inference(resolution,[],[f2607,f7295]) ).

fof(f25316,plain,
    ( spl0_1358
    | spl0_416
    | ~ spl0_2179 ),
    inference(avatar_split_clause,[],[f25314,f11484,f2605,f7303]) ).

fof(f25317,plain,
    ( until2p7(s412)
    | spl0_41
    | ~ spl0_457 ),
    inference(resolution,[],[f1107,f2774]) ).

fof(f25318,plain,
    ( always3(s449)
    | spl0_41
    | ~ spl0_1429 ),
    inference(resolution,[],[f1107,f21349]) ).

fof(f25319,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_41 ),
    inference(resolution,[],[f1107,f7295]) ).

fof(f25320,plain,
    ( spl0_1358
    | spl0_41
    | ~ spl0_1429 ),
    inference(avatar_split_clause,[],[f25318,f8109,f1105,f7303]) ).

fof(f25322,plain,
    ( until2p7(s38)
    | spl0_415
    | ~ spl0_457 ),
    inference(resolution,[],[f2603,f2774]) ).

fof(f25323,plain,
    ( always3(s449)
    | spl0_415
    | ~ spl0_2177 ),
    inference(resolution,[],[f2603,f13525]) ).

fof(f25324,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_415 ),
    inference(resolution,[],[f2603,f7295]) ).

fof(f25325,plain,
    ( spl0_1358
    | spl0_415
    | ~ spl0_2177 ),
    inference(avatar_split_clause,[],[f25323,f11475,f2601,f7303]) ).

fof(f25326,plain,
    ( until2p7(s411)
    | spl0_42
    | ~ spl0_457 ),
    inference(resolution,[],[f1111,f2774]) ).

fof(f25327,plain,
    ( always3(s449)
    | spl0_42
    | ~ spl0_1431 ),
    inference(resolution,[],[f1111,f21335]) ).

fof(f25328,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_42 ),
    inference(resolution,[],[f1111,f7295]) ).

fof(f25329,plain,
    ( spl0_1358
    | spl0_42
    | ~ spl0_1431 ),
    inference(avatar_split_clause,[],[f25327,f8118,f1109,f7303]) ).

fof(f25331,plain,
    ( until2p7(s39)
    | spl0_414
    | ~ spl0_457 ),
    inference(resolution,[],[f2599,f2774]) ).

fof(f25332,plain,
    ( always3(s449)
    | spl0_414
    | ~ spl0_2175 ),
    inference(resolution,[],[f2599,f13514]) ).

fof(f25333,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_414 ),
    inference(resolution,[],[f2599,f7295]) ).

fof(f25334,plain,
    ( spl0_1358
    | spl0_414
    | ~ spl0_2175 ),
    inference(avatar_split_clause,[],[f25332,f11466,f2597,f7303]) ).

fof(f25335,plain,
    ( until2p7(s410)
    | spl0_43
    | ~ spl0_457 ),
    inference(resolution,[],[f1115,f2774]) ).

fof(f25336,plain,
    ( always3(s449)
    | spl0_43
    | ~ spl0_1433 ),
    inference(resolution,[],[f1115,f21322]) ).

fof(f25337,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_43 ),
    inference(resolution,[],[f1115,f7295]) ).

fof(f25338,plain,
    ( spl0_1358
    | spl0_43
    | ~ spl0_1433 ),
    inference(avatar_split_clause,[],[f25336,f8127,f1113,f7303]) ).

fof(f25340,plain,
    ( until2p7(s40)
    | spl0_413
    | ~ spl0_457 ),
    inference(resolution,[],[f2595,f2774]) ).

fof(f25341,plain,
    ( always3(s449)
    | spl0_413
    | ~ spl0_2173 ),
    inference(resolution,[],[f2595,f13503]) ).

fof(f25342,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_413 ),
    inference(resolution,[],[f2595,f7295]) ).

fof(f25343,plain,
    ( spl0_1358
    | spl0_413
    | ~ spl0_2173 ),
    inference(avatar_split_clause,[],[f25341,f11457,f2593,f7303]) ).

fof(f25344,plain,
    ( until2p7(s409)
    | spl0_44
    | ~ spl0_457 ),
    inference(resolution,[],[f1119,f2774]) ).

fof(f25345,plain,
    ( always3(s449)
    | spl0_44
    | ~ spl0_1435 ),
    inference(resolution,[],[f1119,f21308]) ).

fof(f25346,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_44 ),
    inference(resolution,[],[f1119,f7295]) ).

fof(f25347,plain,
    ( spl0_1358
    | spl0_44
    | ~ spl0_1435 ),
    inference(avatar_split_clause,[],[f25345,f8136,f1117,f7303]) ).

fof(f25349,plain,
    ( until2p7(s41)
    | spl0_412
    | ~ spl0_457 ),
    inference(resolution,[],[f2591,f2774]) ).

fof(f25350,plain,
    ( always3(s449)
    | spl0_412
    | ~ spl0_2171 ),
    inference(resolution,[],[f2591,f13492]) ).

fof(f25351,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_412 ),
    inference(resolution,[],[f2591,f7295]) ).

fof(f25352,plain,
    ( spl0_1358
    | spl0_412
    | ~ spl0_2171 ),
    inference(avatar_split_clause,[],[f25350,f11448,f2589,f7303]) ).

fof(f25353,plain,
    ( until2p7(s408)
    | spl0_45
    | ~ spl0_457 ),
    inference(resolution,[],[f1123,f2774]) ).

fof(f25354,plain,
    ( always3(s449)
    | spl0_45
    | ~ spl0_1437 ),
    inference(resolution,[],[f1123,f21293]) ).

fof(f25355,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_45 ),
    inference(resolution,[],[f1123,f7295]) ).

fof(f25356,plain,
    ( spl0_1358
    | spl0_45
    | ~ spl0_1437 ),
    inference(avatar_split_clause,[],[f25354,f8145,f1121,f7303]) ).

fof(f25358,plain,
    ( until2p7(s42)
    | spl0_411
    | ~ spl0_457 ),
    inference(resolution,[],[f2587,f2774]) ).

fof(f25359,plain,
    ( always3(s449)
    | spl0_411
    | ~ spl0_2169 ),
    inference(resolution,[],[f2587,f13481]) ).

fof(f25360,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_411 ),
    inference(resolution,[],[f2587,f7295]) ).

fof(f25361,plain,
    ( spl0_1358
    | spl0_411
    | ~ spl0_2169 ),
    inference(avatar_split_clause,[],[f25359,f11439,f2585,f7303]) ).

fof(f25362,plain,
    ( until2p7(s407)
    | spl0_46
    | ~ spl0_457 ),
    inference(resolution,[],[f1127,f2774]) ).

fof(f25363,plain,
    ( always3(s449)
    | spl0_46
    | ~ spl0_1439 ),
    inference(resolution,[],[f1127,f21285]) ).

fof(f25364,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_46 ),
    inference(resolution,[],[f1127,f7295]) ).

fof(f25365,plain,
    ( spl0_1358
    | spl0_46
    | ~ spl0_1439 ),
    inference(avatar_split_clause,[],[f25363,f8154,f1125,f7303]) ).

fof(f25367,plain,
    ( until2p7(s43)
    | spl0_410
    | ~ spl0_457 ),
    inference(resolution,[],[f2583,f2774]) ).

fof(f25368,plain,
    ( always3(s449)
    | spl0_410
    | ~ spl0_2167 ),
    inference(resolution,[],[f2583,f13470]) ).

fof(f25369,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_410 ),
    inference(resolution,[],[f2583,f7295]) ).

fof(f25370,plain,
    ( spl0_1358
    | spl0_410
    | ~ spl0_2167 ),
    inference(avatar_split_clause,[],[f25368,f11430,f2581,f7303]) ).

fof(f25371,plain,
    ( until2p7(s406)
    | spl0_47
    | ~ spl0_457 ),
    inference(resolution,[],[f1131,f2774]) ).

fof(f25372,plain,
    ( always3(s449)
    | spl0_47
    | ~ spl0_1441 ),
    inference(resolution,[],[f1131,f21260]) ).

fof(f25373,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_47 ),
    inference(resolution,[],[f1131,f7295]) ).

fof(f25374,plain,
    ( spl0_1358
    | spl0_47
    | ~ spl0_1441 ),
    inference(avatar_split_clause,[],[f25372,f8163,f1129,f7303]) ).

fof(f25376,plain,
    ( until2p7(s44)
    | spl0_409
    | ~ spl0_457 ),
    inference(resolution,[],[f2579,f2774]) ).

fof(f25377,plain,
    ( always3(s449)
    | spl0_409
    | ~ spl0_2165 ),
    inference(resolution,[],[f2579,f13459]) ).

fof(f25378,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_409 ),
    inference(resolution,[],[f2579,f7295]) ).

fof(f25379,plain,
    ( spl0_1358
    | spl0_409
    | ~ spl0_2165 ),
    inference(avatar_split_clause,[],[f25377,f11421,f2577,f7303]) ).

fof(f25380,plain,
    ( until2p7(s405)
    | spl0_48
    | ~ spl0_457 ),
    inference(resolution,[],[f1135,f2774]) ).

fof(f25381,plain,
    ( always3(s449)
    | spl0_48
    | ~ spl0_1443 ),
    inference(resolution,[],[f1135,f21569]) ).

fof(f25382,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_48 ),
    inference(resolution,[],[f1135,f7295]) ).

fof(f25383,plain,
    ( spl0_1358
    | spl0_48
    | ~ spl0_1443 ),
    inference(avatar_split_clause,[],[f25381,f8172,f1133,f7303]) ).

fof(f25385,plain,
    ( until2p7(s45)
    | spl0_408
    | ~ spl0_457 ),
    inference(resolution,[],[f2575,f2774]) ).

fof(f25386,plain,
    ( always3(s449)
    | spl0_408
    | ~ spl0_2163 ),
    inference(resolution,[],[f2575,f13448]) ).

fof(f25387,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_408 ),
    inference(resolution,[],[f2575,f7295]) ).

fof(f25388,plain,
    ( spl0_1358
    | spl0_408
    | ~ spl0_2163 ),
    inference(avatar_split_clause,[],[f25386,f11412,f2573,f7303]) ).

fof(f25389,plain,
    ( until2p7(s404)
    | spl0_49
    | ~ spl0_457 ),
    inference(resolution,[],[f1139,f2774]) ).

fof(f25390,plain,
    ( always3(s449)
    | spl0_49
    | ~ spl0_1445 ),
    inference(resolution,[],[f1139,f21580]) ).

fof(f25391,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_49 ),
    inference(resolution,[],[f1139,f7295]) ).

fof(f25392,plain,
    ( spl0_1358
    | spl0_49
    | ~ spl0_1445 ),
    inference(avatar_split_clause,[],[f25390,f8181,f1137,f7303]) ).

fof(f25394,plain,
    ( until2p7(s46)
    | spl0_407
    | ~ spl0_457 ),
    inference(resolution,[],[f2571,f2774]) ).

fof(f25395,plain,
    ( always3(s449)
    | spl0_407
    | ~ spl0_2161 ),
    inference(resolution,[],[f2571,f13436]) ).

fof(f25396,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_407 ),
    inference(resolution,[],[f2571,f7295]) ).

fof(f25397,plain,
    ( spl0_1358
    | spl0_407
    | ~ spl0_2161 ),
    inference(avatar_split_clause,[],[f25395,f11403,f2569,f7303]) ).

fof(f25398,plain,
    ( until2p7(s403)
    | spl0_50
    | ~ spl0_457 ),
    inference(resolution,[],[f1143,f2774]) ).

fof(f25399,plain,
    ( always3(s449)
    | spl0_50
    | ~ spl0_1447 ),
    inference(resolution,[],[f1143,f21591]) ).

fof(f25400,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_50 ),
    inference(resolution,[],[f1143,f7295]) ).

fof(f25401,plain,
    ( spl0_1358
    | spl0_50
    | ~ spl0_1447 ),
    inference(avatar_split_clause,[],[f25399,f8190,f1141,f7303]) ).

fof(f25403,plain,
    ( until2p7(s47)
    | spl0_406
    | ~ spl0_457 ),
    inference(resolution,[],[f2567,f2774]) ).

fof(f25404,plain,
    ( always3(s449)
    | spl0_406
    | ~ spl0_2159 ),
    inference(resolution,[],[f2567,f13913]) ).

fof(f25405,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_406 ),
    inference(resolution,[],[f2567,f7295]) ).

fof(f25406,plain,
    ( spl0_1358
    | spl0_406
    | ~ spl0_2159 ),
    inference(avatar_split_clause,[],[f25404,f11394,f2565,f7303]) ).

fof(f25407,plain,
    ( until2p7(s402)
    | spl0_51
    | ~ spl0_457 ),
    inference(resolution,[],[f1147,f2774]) ).

fof(f25408,plain,
    ( always3(s449)
    | spl0_51
    | ~ spl0_1449 ),
    inference(resolution,[],[f1147,f20526]) ).

fof(f25409,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_51 ),
    inference(resolution,[],[f1147,f7295]) ).

fof(f25410,plain,
    ( spl0_1358
    | spl0_51
    | ~ spl0_1449 ),
    inference(avatar_split_clause,[],[f25408,f8199,f1145,f7303]) ).

fof(f25412,plain,
    ( until2p7(s48)
    | spl0_405
    | ~ spl0_457 ),
    inference(resolution,[],[f2563,f2774]) ).

fof(f25413,plain,
    ( always3(s449)
    | spl0_405
    | ~ spl0_2157 ),
    inference(resolution,[],[f2563,f13902]) ).

fof(f25414,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_405 ),
    inference(resolution,[],[f2563,f7295]) ).

fof(f25415,plain,
    ( spl0_1358
    | spl0_405
    | ~ spl0_2157 ),
    inference(avatar_split_clause,[],[f25413,f11385,f2561,f7303]) ).

fof(f25416,plain,
    ( until2p7(s401)
    | spl0_52
    | ~ spl0_457 ),
    inference(resolution,[],[f1151,f2774]) ).

fof(f25417,plain,
    ( always3(s449)
    | spl0_52
    | ~ spl0_1451 ),
    inference(resolution,[],[f1151,f20538]) ).

fof(f25418,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_52 ),
    inference(resolution,[],[f1151,f7295]) ).

fof(f25419,plain,
    ( spl0_1358
    | spl0_52
    | ~ spl0_1451 ),
    inference(avatar_split_clause,[],[f25417,f8208,f1149,f7303]) ).

fof(f25421,plain,
    ( until2p7(s49)
    | spl0_404
    | ~ spl0_457 ),
    inference(resolution,[],[f2559,f2774]) ).

fof(f25422,plain,
    ( always3(s449)
    | spl0_404
    | ~ spl0_2155 ),
    inference(resolution,[],[f2559,f13891]) ).

fof(f25423,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_404 ),
    inference(resolution,[],[f2559,f7295]) ).

fof(f25424,plain,
    ( spl0_1358
    | spl0_404
    | ~ spl0_2155 ),
    inference(avatar_split_clause,[],[f25422,f11376,f2557,f7303]) ).

fof(f25425,plain,
    ( until2p7(s400)
    | spl0_53
    | ~ spl0_457 ),
    inference(resolution,[],[f1155,f2774]) ).

fof(f25426,plain,
    ( always3(s449)
    | spl0_53
    | ~ spl0_1453 ),
    inference(resolution,[],[f1155,f20506]) ).

fof(f25427,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_53 ),
    inference(resolution,[],[f1155,f7295]) ).

fof(f25428,plain,
    ( spl0_1358
    | spl0_53
    | ~ spl0_1453 ),
    inference(avatar_split_clause,[],[f25426,f8217,f1153,f7303]) ).

fof(f25430,plain,
    ( until2p7(s50)
    | spl0_403
    | ~ spl0_457 ),
    inference(resolution,[],[f2555,f2774]) ).

fof(f25431,plain,
    ( always3(s449)
    | spl0_403
    | ~ spl0_2153 ),
    inference(resolution,[],[f2555,f13880]) ).

fof(f25432,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_403 ),
    inference(resolution,[],[f2555,f7295]) ).

fof(f25433,plain,
    ( spl0_1358
    | spl0_403
    | ~ spl0_2153 ),
    inference(avatar_split_clause,[],[f25431,f11367,f2553,f7303]) ).

fof(f25434,plain,
    ( until2p7(s399)
    | spl0_54
    | ~ spl0_457 ),
    inference(resolution,[],[f1159,f2774]) ).

fof(f25435,plain,
    ( always3(s449)
    | spl0_54
    | ~ spl0_1455 ),
    inference(resolution,[],[f1159,f20492]) ).

fof(f25436,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_54 ),
    inference(resolution,[],[f1159,f7295]) ).

fof(f25437,plain,
    ( spl0_1358
    | spl0_54
    | ~ spl0_1455 ),
    inference(avatar_split_clause,[],[f25435,f8226,f1157,f7303]) ).

fof(f25439,plain,
    ( until2p7(s51)
    | spl0_402
    | ~ spl0_457 ),
    inference(resolution,[],[f2551,f2774]) ).

fof(f25440,plain,
    ( always3(s449)
    | spl0_402
    | ~ spl0_2151 ),
    inference(resolution,[],[f2551,f13869]) ).

fof(f25441,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_402 ),
    inference(resolution,[],[f2551,f7295]) ).

fof(f25442,plain,
    ( spl0_1358
    | spl0_402
    | ~ spl0_2151 ),
    inference(avatar_split_clause,[],[f25440,f11358,f2549,f7303]) ).

fof(f25443,plain,
    ( until2p7(s398)
    | spl0_55
    | ~ spl0_457 ),
    inference(resolution,[],[f1163,f2774]) ).

fof(f25444,plain,
    ( always3(s449)
    | spl0_55
    | ~ spl0_1457 ),
    inference(resolution,[],[f1163,f20477]) ).

fof(f25445,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_55 ),
    inference(resolution,[],[f1163,f7295]) ).

fof(f25446,plain,
    ( spl0_1358
    | spl0_55
    | ~ spl0_1457 ),
    inference(avatar_split_clause,[],[f25444,f8235,f1161,f7303]) ).

fof(f25448,plain,
    ( until2p7(s52)
    | spl0_401
    | ~ spl0_457 ),
    inference(resolution,[],[f2547,f2774]) ).

fof(f25449,plain,
    ( always3(s449)
    | spl0_401
    | ~ spl0_2149 ),
    inference(resolution,[],[f2547,f13858]) ).

fof(f25450,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_401 ),
    inference(resolution,[],[f2547,f7295]) ).

fof(f25451,plain,
    ( spl0_1358
    | spl0_401
    | ~ spl0_2149 ),
    inference(avatar_split_clause,[],[f25449,f11349,f2545,f7303]) ).

fof(f25452,plain,
    ( until2p7(s397)
    | spl0_56
    | ~ spl0_457 ),
    inference(resolution,[],[f1167,f2774]) ).

fof(f25453,plain,
    ( always3(s449)
    | spl0_56
    | ~ spl0_1459 ),
    inference(resolution,[],[f1167,f20463]) ).

fof(f25454,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_56 ),
    inference(resolution,[],[f1167,f7295]) ).

fof(f25455,plain,
    ( spl0_1358
    | spl0_56
    | ~ spl0_1459 ),
    inference(avatar_split_clause,[],[f25453,f8244,f1165,f7303]) ).

fof(f25457,plain,
    ( until2p7(s53)
    | spl0_400
    | ~ spl0_457 ),
    inference(resolution,[],[f2543,f2774]) ).

fof(f25458,plain,
    ( always3(s449)
    | spl0_400
    | ~ spl0_2147 ),
    inference(resolution,[],[f2543,f13847]) ).

fof(f25459,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_400 ),
    inference(resolution,[],[f2543,f7295]) ).

fof(f25460,plain,
    ( spl0_1358
    | spl0_400
    | ~ spl0_2147 ),
    inference(avatar_split_clause,[],[f25458,f11340,f2541,f7303]) ).

fof(f25461,plain,
    ( until2p7(s396)
    | spl0_57
    | ~ spl0_457 ),
    inference(resolution,[],[f1171,f2774]) ).

fof(f25462,plain,
    ( always3(s449)
    | spl0_57
    | ~ spl0_1461 ),
    inference(resolution,[],[f1171,f20449]) ).

fof(f25463,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_57 ),
    inference(resolution,[],[f1171,f7295]) ).

fof(f25464,plain,
    ( spl0_1358
    | spl0_57
    | ~ spl0_1461 ),
    inference(avatar_split_clause,[],[f25462,f8253,f1169,f7303]) ).

fof(f25466,plain,
    ( until2p7(s54)
    | spl0_399
    | ~ spl0_457 ),
    inference(resolution,[],[f2539,f2774]) ).

fof(f25467,plain,
    ( always3(s449)
    | spl0_399
    | ~ spl0_2145 ),
    inference(resolution,[],[f2539,f13836]) ).

fof(f25468,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_399 ),
    inference(resolution,[],[f2539,f7295]) ).

fof(f25469,plain,
    ( spl0_1358
    | spl0_399
    | ~ spl0_2145 ),
    inference(avatar_split_clause,[],[f25467,f11331,f2537,f7303]) ).

fof(f25470,plain,
    ( until2p7(s395)
    | spl0_58
    | ~ spl0_457 ),
    inference(resolution,[],[f1175,f2774]) ).

fof(f25471,plain,
    ( always3(s449)
    | spl0_58
    | ~ spl0_1463 ),
    inference(resolution,[],[f1175,f20560]) ).

fof(f25472,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_58 ),
    inference(resolution,[],[f1175,f7295]) ).

fof(f25473,plain,
    ( spl0_1358
    | spl0_58
    | ~ spl0_1463 ),
    inference(avatar_split_clause,[],[f25471,f8262,f1173,f7303]) ).

fof(f25475,plain,
    ( until2p7(s55)
    | spl0_398
    | ~ spl0_457 ),
    inference(resolution,[],[f2535,f2774]) ).

fof(f25476,plain,
    ( always3(s449)
    | spl0_398
    | ~ spl0_2143 ),
    inference(resolution,[],[f2535,f13825]) ).

fof(f25477,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_398 ),
    inference(resolution,[],[f2535,f7295]) ).

fof(f25478,plain,
    ( spl0_1358
    | spl0_398
    | ~ spl0_2143 ),
    inference(avatar_split_clause,[],[f25476,f11322,f2533,f7303]) ).

fof(f25479,plain,
    ( until2p7(s394)
    | spl0_59
    | ~ spl0_457 ),
    inference(resolution,[],[f1179,f2774]) ).

fof(f25480,plain,
    ( always3(s449)
    | spl0_59
    | ~ spl0_1465 ),
    inference(resolution,[],[f1179,f20430]) ).

fof(f25481,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_59 ),
    inference(resolution,[],[f1179,f7295]) ).

fof(f25482,plain,
    ( spl0_1358
    | spl0_59
    | ~ spl0_1465 ),
    inference(avatar_split_clause,[],[f25480,f8271,f1177,f7303]) ).

fof(f25484,plain,
    ( until2p7(s56)
    | spl0_397
    | ~ spl0_457 ),
    inference(resolution,[],[f2531,f2774]) ).

fof(f25485,plain,
    ( always3(s449)
    | spl0_397
    | ~ spl0_2141 ),
    inference(resolution,[],[f2531,f13814]) ).

fof(f25486,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_397 ),
    inference(resolution,[],[f2531,f7295]) ).

fof(f25487,plain,
    ( spl0_1358
    | spl0_397
    | ~ spl0_2141 ),
    inference(avatar_split_clause,[],[f25485,f11313,f2529,f7303]) ).

fof(f25488,plain,
    ( until2p7(s393)
    | spl0_60
    | ~ spl0_457 ),
    inference(resolution,[],[f1183,f2774]) ).

fof(f25489,plain,
    ( always3(s449)
    | spl0_60
    | ~ spl0_1467 ),
    inference(resolution,[],[f1183,f20584]) ).

fof(f25490,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_60 ),
    inference(resolution,[],[f1183,f7295]) ).

fof(f25491,plain,
    ( spl0_1358
    | spl0_60
    | ~ spl0_1467 ),
    inference(avatar_split_clause,[],[f25489,f8280,f1181,f7303]) ).

fof(f25493,plain,
    ( until2p7(s57)
    | spl0_396
    | ~ spl0_457 ),
    inference(resolution,[],[f2527,f2774]) ).

fof(f25494,plain,
    ( always3(s449)
    | spl0_396
    | ~ spl0_2139 ),
    inference(resolution,[],[f2527,f13803]) ).

fof(f25495,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_396 ),
    inference(resolution,[],[f2527,f7295]) ).

fof(f25496,plain,
    ( spl0_1358
    | spl0_396
    | ~ spl0_2139 ),
    inference(avatar_split_clause,[],[f25494,f11304,f2525,f7303]) ).

fof(f25497,plain,
    ( until2p7(s392)
    | spl0_61
    | ~ spl0_457 ),
    inference(resolution,[],[f1187,f2774]) ).

fof(f25498,plain,
    ( always3(s449)
    | spl0_61
    | ~ spl0_1469 ),
    inference(resolution,[],[f1187,f20574]) ).

fof(f25499,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_61 ),
    inference(resolution,[],[f1187,f7295]) ).

fof(f25500,plain,
    ( spl0_1358
    | spl0_61
    | ~ spl0_1469 ),
    inference(avatar_split_clause,[],[f25498,f8289,f1185,f7303]) ).

fof(f25502,plain,
    ( until2p7(s58)
    | spl0_395
    | ~ spl0_457 ),
    inference(resolution,[],[f2523,f2774]) ).

fof(f25503,plain,
    ( always3(s449)
    | spl0_395
    | ~ spl0_2137 ),
    inference(resolution,[],[f2523,f13792]) ).

fof(f25504,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_395 ),
    inference(resolution,[],[f2523,f7295]) ).

fof(f25505,plain,
    ( spl0_1358
    | spl0_395
    | ~ spl0_2137 ),
    inference(avatar_split_clause,[],[f25503,f11295,f2521,f7303]) ).

fof(f25506,plain,
    ( until2p7(s391)
    | spl0_62
    | ~ spl0_457 ),
    inference(resolution,[],[f1191,f2774]) ).

fof(f25507,plain,
    ( always3(s449)
    | spl0_62
    | ~ spl0_1471 ),
    inference(resolution,[],[f1191,f20597]) ).

fof(f25508,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_62 ),
    inference(resolution,[],[f1191,f7295]) ).

fof(f25509,plain,
    ( spl0_1358
    | spl0_62
    | ~ spl0_1471 ),
    inference(avatar_split_clause,[],[f25507,f8298,f1189,f7303]) ).

fof(f25511,plain,
    ( until2p7(s59)
    | spl0_394
    | ~ spl0_457 ),
    inference(resolution,[],[f2519,f2774]) ).

fof(f25512,plain,
    ( always3(s449)
    | spl0_394
    | ~ spl0_2135 ),
    inference(resolution,[],[f2519,f13781]) ).

fof(f25513,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_394 ),
    inference(resolution,[],[f2519,f7295]) ).

fof(f25514,plain,
    ( spl0_1358
    | spl0_394
    | ~ spl0_2135 ),
    inference(avatar_split_clause,[],[f25512,f11286,f2517,f7303]) ).

fof(f25515,plain,
    ( until2p7(s390)
    | spl0_63
    | ~ spl0_457 ),
    inference(resolution,[],[f1195,f2774]) ).

fof(f25516,plain,
    ( always3(s449)
    | spl0_63
    | ~ spl0_1473 ),
    inference(resolution,[],[f1195,f20405]) ).

fof(f25517,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_63 ),
    inference(resolution,[],[f1195,f7295]) ).

fof(f25518,plain,
    ( spl0_1358
    | spl0_63
    | ~ spl0_1473 ),
    inference(avatar_split_clause,[],[f25516,f8307,f1193,f7303]) ).

fof(f25520,plain,
    ( until2p7(s60)
    | spl0_393
    | ~ spl0_457 ),
    inference(resolution,[],[f2515,f2774]) ).

fof(f25521,plain,
    ( always3(s449)
    | spl0_393
    | ~ spl0_2133 ),
    inference(resolution,[],[f2515,f13770]) ).

fof(f25522,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_393 ),
    inference(resolution,[],[f2515,f7295]) ).

fof(f25523,plain,
    ( spl0_1358
    | spl0_393
    | ~ spl0_2133 ),
    inference(avatar_split_clause,[],[f25521,f11277,f2513,f7303]) ).

fof(f25524,plain,
    ( until2p7(s389)
    | spl0_64
    | ~ spl0_457 ),
    inference(resolution,[],[f1199,f2774]) ).

fof(f25525,plain,
    ( always3(s449)
    | spl0_64
    | ~ spl0_1475 ),
    inference(resolution,[],[f1199,f20379]) ).

fof(f25526,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_64 ),
    inference(resolution,[],[f1199,f7295]) ).

fof(f25527,plain,
    ( spl0_1358
    | spl0_64
    | ~ spl0_1475 ),
    inference(avatar_split_clause,[],[f25525,f8316,f1197,f7303]) ).

fof(f25529,plain,
    ( until2p7(s61)
    | spl0_392
    | ~ spl0_457 ),
    inference(resolution,[],[f2511,f2774]) ).

fof(f25530,plain,
    ( always3(s449)
    | spl0_392
    | ~ spl0_2131 ),
    inference(resolution,[],[f2511,f13758]) ).

fof(f25531,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_392 ),
    inference(resolution,[],[f2511,f7295]) ).

fof(f25532,plain,
    ( spl0_1358
    | spl0_392
    | ~ spl0_2131 ),
    inference(avatar_split_clause,[],[f25530,f11268,f2509,f7303]) ).

fof(f25533,plain,
    ( until2p7(s388)
    | spl0_65
    | ~ spl0_457 ),
    inference(resolution,[],[f1203,f2774]) ).

fof(f25534,plain,
    ( always3(s449)
    | spl0_65
    | ~ spl0_1477 ),
    inference(resolution,[],[f1203,f20369]) ).

fof(f25535,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_65 ),
    inference(resolution,[],[f1203,f7295]) ).

fof(f25536,plain,
    ( spl0_1358
    | spl0_65
    | ~ spl0_1477 ),
    inference(avatar_split_clause,[],[f25534,f8325,f1201,f7303]) ).

fof(f25538,plain,
    ( until2p7(s62)
    | spl0_391
    | ~ spl0_457 ),
    inference(resolution,[],[f2507,f2774]) ).

fof(f25539,plain,
    ( always3(s449)
    | spl0_391
    | ~ spl0_2129 ),
    inference(resolution,[],[f2507,f14209]) ).

fof(f25540,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_391 ),
    inference(resolution,[],[f2507,f7295]) ).

fof(f25541,plain,
    ( spl0_1358
    | spl0_391
    | ~ spl0_2129 ),
    inference(avatar_split_clause,[],[f25539,f11259,f2505,f7303]) ).

fof(f25542,plain,
    ( until2p7(s387)
    | spl0_66
    | ~ spl0_457 ),
    inference(resolution,[],[f1207,f2774]) ).

fof(f25543,plain,
    ( always3(s449)
    | spl0_66
    | ~ spl0_1479 ),
    inference(resolution,[],[f1207,f20328]) ).

fof(f25544,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_66 ),
    inference(resolution,[],[f1207,f7295]) ).

fof(f25545,plain,
    ( spl0_1358
    | spl0_66
    | ~ spl0_1479 ),
    inference(avatar_split_clause,[],[f25543,f8334,f1205,f7303]) ).

fof(f25547,plain,
    ( until2p7(s63)
    | spl0_390
    | ~ spl0_457 ),
    inference(resolution,[],[f2503,f2774]) ).

fof(f25548,plain,
    ( always3(s449)
    | spl0_390
    | ~ spl0_2127 ),
    inference(resolution,[],[f2503,f14198]) ).

fof(f25549,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_390 ),
    inference(resolution,[],[f2503,f7295]) ).

fof(f25550,plain,
    ( spl0_1358
    | spl0_390
    | ~ spl0_2127 ),
    inference(avatar_split_clause,[],[f25548,f11250,f2501,f7303]) ).

fof(f25551,plain,
    ( until2p7(s386)
    | spl0_67
    | ~ spl0_457 ),
    inference(resolution,[],[f1211,f2774]) ).

fof(f25552,plain,
    ( always3(s449)
    | spl0_67
    | ~ spl0_1481 ),
    inference(resolution,[],[f1211,f20339]) ).

fof(f25553,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_67 ),
    inference(resolution,[],[f1211,f7295]) ).

fof(f25554,plain,
    ( spl0_1358
    | spl0_67
    | ~ spl0_1481 ),
    inference(avatar_split_clause,[],[f25552,f8343,f1209,f7303]) ).

fof(f25556,plain,
    ( until2p7(s64)
    | spl0_389
    | ~ spl0_457 ),
    inference(resolution,[],[f2499,f2774]) ).

fof(f25557,plain,
    ( always3(s449)
    | spl0_389
    | ~ spl0_2125 ),
    inference(resolution,[],[f2499,f14187]) ).

fof(f25558,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_389 ),
    inference(resolution,[],[f2499,f7295]) ).

fof(f25559,plain,
    ( spl0_1358
    | spl0_389
    | ~ spl0_2125 ),
    inference(avatar_split_clause,[],[f25557,f11241,f2497,f7303]) ).

fof(f25560,plain,
    ( until2p7(s385)
    | spl0_68
    | ~ spl0_457 ),
    inference(resolution,[],[f1215,f2774]) ).

fof(f25561,plain,
    ( always3(s449)
    | spl0_68
    | ~ spl0_1483 ),
    inference(resolution,[],[f1215,f20284]) ).

fof(f25562,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_68 ),
    inference(resolution,[],[f1215,f7295]) ).

fof(f25563,plain,
    ( spl0_1358
    | spl0_68
    | ~ spl0_1483 ),
    inference(avatar_split_clause,[],[f25561,f8352,f1213,f7303]) ).

fof(f25565,plain,
    ( until2p7(s65)
    | spl0_388
    | ~ spl0_457 ),
    inference(resolution,[],[f2495,f2774]) ).

fof(f25566,plain,
    ( always3(s449)
    | spl0_388
    | ~ spl0_2123 ),
    inference(resolution,[],[f2495,f14176]) ).

fof(f25567,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_388 ),
    inference(resolution,[],[f2495,f7295]) ).

fof(f25568,plain,
    ( spl0_1358
    | spl0_388
    | ~ spl0_2123 ),
    inference(avatar_split_clause,[],[f25566,f11232,f2493,f7303]) ).

fof(f25569,plain,
    ( until2p7(s384)
    | spl0_69
    | ~ spl0_457 ),
    inference(resolution,[],[f1219,f2774]) ).

fof(f25570,plain,
    ( always3(s449)
    | spl0_69
    | ~ spl0_1485 ),
    inference(resolution,[],[f1219,f20310]) ).

fof(f25571,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_69 ),
    inference(resolution,[],[f1219,f7295]) ).

fof(f25572,plain,
    ( spl0_1358
    | spl0_69
    | ~ spl0_1485 ),
    inference(avatar_split_clause,[],[f25570,f8361,f1217,f7303]) ).

fof(f25574,plain,
    ( until2p7(s66)
    | spl0_387
    | ~ spl0_457 ),
    inference(resolution,[],[f2491,f2774]) ).

fof(f25575,plain,
    ( always3(s449)
    | spl0_387
    | ~ spl0_2121 ),
    inference(resolution,[],[f2491,f14165]) ).

fof(f25576,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_387 ),
    inference(resolution,[],[f2491,f7295]) ).

fof(f25577,plain,
    ( spl0_1358
    | spl0_387
    | ~ spl0_2121 ),
    inference(avatar_split_clause,[],[f25575,f11223,f2489,f7303]) ).

fof(f25578,plain,
    ( until2p7(s383)
    | spl0_70
    | ~ spl0_457 ),
    inference(resolution,[],[f1223,f2774]) ).

fof(f25579,plain,
    ( always3(s449)
    | spl0_70
    | ~ spl0_1487 ),
    inference(resolution,[],[f1223,f20263]) ).

fof(f25580,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_70 ),
    inference(resolution,[],[f1223,f7295]) ).

fof(f25581,plain,
    ( spl0_1358
    | spl0_70
    | ~ spl0_1487 ),
    inference(avatar_split_clause,[],[f25579,f8370,f1221,f7303]) ).

fof(f25583,plain,
    ( until2p7(s67)
    | spl0_386
    | ~ spl0_457 ),
    inference(resolution,[],[f2487,f2774]) ).

fof(f25584,plain,
    ( always3(s449)
    | spl0_386
    | ~ spl0_2119 ),
    inference(resolution,[],[f2487,f14154]) ).

fof(f25585,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_386 ),
    inference(resolution,[],[f2487,f7295]) ).

fof(f25586,plain,
    ( spl0_1358
    | spl0_386
    | ~ spl0_2119 ),
    inference(avatar_split_clause,[],[f25584,f11214,f2485,f7303]) ).

fof(f25587,plain,
    ( until2p7(s382)
    | spl0_71
    | ~ spl0_457 ),
    inference(resolution,[],[f1227,f2774]) ).

fof(f25588,plain,
    ( always3(s449)
    | spl0_71
    | ~ spl0_1489 ),
    inference(resolution,[],[f1227,f19998]) ).

fof(f25589,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_71 ),
    inference(resolution,[],[f1227,f7295]) ).

fof(f25590,plain,
    ( spl0_1358
    | spl0_71
    | ~ spl0_1489 ),
    inference(avatar_split_clause,[],[f25588,f8379,f1225,f7303]) ).

fof(f25592,plain,
    ( until2p7(s68)
    | spl0_385
    | ~ spl0_457 ),
    inference(resolution,[],[f2483,f2774]) ).

fof(f25593,plain,
    ( always3(s449)
    | spl0_385
    | ~ spl0_2117 ),
    inference(resolution,[],[f2483,f14143]) ).

fof(f25594,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_385 ),
    inference(resolution,[],[f2483,f7295]) ).

fof(f25595,plain,
    ( spl0_1358
    | spl0_385
    | ~ spl0_2117 ),
    inference(avatar_split_clause,[],[f25593,f11205,f2481,f7303]) ).

fof(f25596,plain,
    ( until2p7(s381)
    | spl0_72
    | ~ spl0_457 ),
    inference(resolution,[],[f1231,f2774]) ).

fof(f25597,plain,
    ( always3(s449)
    | spl0_72
    | ~ spl0_1491 ),
    inference(resolution,[],[f1231,f20021]) ).

fof(f25598,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_72 ),
    inference(resolution,[],[f1231,f7295]) ).

fof(f25599,plain,
    ( spl0_1358
    | spl0_72
    | ~ spl0_1491 ),
    inference(avatar_split_clause,[],[f25597,f8388,f1229,f7303]) ).

fof(f25601,plain,
    ( until2p7(s69)
    | spl0_384
    | ~ spl0_457 ),
    inference(resolution,[],[f2479,f2774]) ).

fof(f25602,plain,
    ( always3(s449)
    | spl0_384
    | ~ spl0_2115 ),
    inference(resolution,[],[f2479,f14132]) ).

fof(f25603,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_384 ),
    inference(resolution,[],[f2479,f7295]) ).

fof(f25604,plain,
    ( spl0_1358
    | spl0_384
    | ~ spl0_2115 ),
    inference(avatar_split_clause,[],[f25602,f11196,f2477,f7303]) ).

fof(f25605,plain,
    ( until2p7(s380)
    | spl0_73
    | ~ spl0_457 ),
    inference(resolution,[],[f1235,f2774]) ).

fof(f25606,plain,
    ( always3(s449)
    | spl0_73
    | ~ spl0_1493 ),
    inference(resolution,[],[f1235,f20013]) ).

fof(f25607,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_73 ),
    inference(resolution,[],[f1235,f7295]) ).

fof(f25608,plain,
    ( spl0_1358
    | spl0_73
    | ~ spl0_1493 ),
    inference(avatar_split_clause,[],[f25606,f8397,f1233,f7303]) ).

fof(f25610,plain,
    ( until2p7(s70)
    | spl0_383
    | ~ spl0_457 ),
    inference(resolution,[],[f2475,f2774]) ).

fof(f25611,plain,
    ( always3(s449)
    | spl0_383
    | ~ spl0_2113 ),
    inference(resolution,[],[f2475,f14121]) ).

fof(f25612,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_383 ),
    inference(resolution,[],[f2475,f7295]) ).

fof(f25613,plain,
    ( spl0_1358
    | spl0_383
    | ~ spl0_2113 ),
    inference(avatar_split_clause,[],[f25611,f11187,f2473,f7303]) ).

fof(f25614,plain,
    ( until2p7(s379)
    | spl0_74
    | ~ spl0_457 ),
    inference(resolution,[],[f1239,f2774]) ).

fof(f25615,plain,
    ( always3(s449)
    | spl0_74
    | ~ spl0_1495 ),
    inference(resolution,[],[f1239,f19961]) ).

fof(f25616,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_74 ),
    inference(resolution,[],[f1239,f7295]) ).

fof(f25617,plain,
    ( spl0_1358
    | spl0_74
    | ~ spl0_1495 ),
    inference(avatar_split_clause,[],[f25615,f8406,f1237,f7303]) ).

fof(f25619,plain,
    ( until2p7(s71)
    | spl0_382
    | ~ spl0_457 ),
    inference(resolution,[],[f2471,f2774]) ).

fof(f25620,plain,
    ( always3(s449)
    | spl0_382
    | ~ spl0_2111 ),
    inference(resolution,[],[f2471,f14110]) ).

fof(f25621,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_382 ),
    inference(resolution,[],[f2471,f7295]) ).

fof(f25622,plain,
    ( spl0_1358
    | spl0_382
    | ~ spl0_2111 ),
    inference(avatar_split_clause,[],[f25620,f11178,f2469,f7303]) ).

fof(f25623,plain,
    ( until2p7(s378)
    | spl0_75
    | ~ spl0_457 ),
    inference(resolution,[],[f1243,f2774]) ).

fof(f25624,plain,
    ( always3(s449)
    | spl0_75
    | ~ spl0_1497 ),
    inference(resolution,[],[f1243,f19935]) ).

fof(f25625,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_75 ),
    inference(resolution,[],[f1243,f7295]) ).

fof(f25626,plain,
    ( spl0_1358
    | spl0_75
    | ~ spl0_1497 ),
    inference(avatar_split_clause,[],[f25624,f8415,f1241,f7303]) ).

fof(f25628,plain,
    ( until2p7(s72)
    | spl0_381
    | ~ spl0_457 ),
    inference(resolution,[],[f2467,f2774]) ).

fof(f25629,plain,
    ( always3(s449)
    | spl0_381
    | ~ spl0_2109 ),
    inference(resolution,[],[f2467,f14099]) ).

fof(f25630,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_381 ),
    inference(resolution,[],[f2467,f7295]) ).

fof(f25631,plain,
    ( spl0_1358
    | spl0_381
    | ~ spl0_2109 ),
    inference(avatar_split_clause,[],[f25629,f11169,f2465,f7303]) ).

fof(f25632,plain,
    ( until2p7(s377)
    | spl0_76
    | ~ spl0_457 ),
    inference(resolution,[],[f1247,f2774]) ).

fof(f25633,plain,
    ( always3(s449)
    | spl0_76
    | ~ spl0_1499 ),
    inference(resolution,[],[f1247,f19945]) ).

fof(f25634,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_76 ),
    inference(resolution,[],[f1247,f7295]) ).

fof(f25635,plain,
    ( spl0_1358
    | spl0_76
    | ~ spl0_1499 ),
    inference(avatar_split_clause,[],[f25633,f8424,f1245,f7303]) ).

fof(f25637,plain,
    ( until2p7(s73)
    | spl0_380
    | ~ spl0_457 ),
    inference(resolution,[],[f2463,f2774]) ).

fof(f25638,plain,
    ( always3(s449)
    | spl0_380
    | ~ spl0_2107 ),
    inference(resolution,[],[f2463,f14088]) ).

fof(f25639,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_380 ),
    inference(resolution,[],[f2463,f7295]) ).

fof(f25640,plain,
    ( spl0_1358
    | spl0_380
    | ~ spl0_2107 ),
    inference(avatar_split_clause,[],[f25638,f11160,f2461,f7303]) ).

fof(f25641,plain,
    ( until2p7(s376)
    | spl0_77
    | ~ spl0_457 ),
    inference(resolution,[],[f1251,f2774]) ).

fof(f25642,plain,
    ( always3(s449)
    | spl0_77
    | ~ spl0_1501 ),
    inference(resolution,[],[f1251,f19916]) ).

fof(f25643,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_77 ),
    inference(resolution,[],[f1251,f7295]) ).

fof(f25644,plain,
    ( spl0_1358
    | spl0_77
    | ~ spl0_1501 ),
    inference(avatar_split_clause,[],[f25642,f8433,f1249,f7303]) ).

fof(f25646,plain,
    ( until2p7(s74)
    | spl0_379
    | ~ spl0_457 ),
    inference(resolution,[],[f2459,f2774]) ).

fof(f25647,plain,
    ( always3(s449)
    | spl0_379
    | ~ spl0_2105 ),
    inference(resolution,[],[f2459,f14077]) ).

fof(f25648,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_379 ),
    inference(resolution,[],[f2459,f7295]) ).

fof(f25649,plain,
    ( spl0_1358
    | spl0_379
    | ~ spl0_2105 ),
    inference(avatar_split_clause,[],[f25647,f11151,f2457,f7303]) ).

fof(f25650,plain,
    ( until2p7(s375)
    | spl0_78
    | ~ spl0_457 ),
    inference(resolution,[],[f1255,f2774]) ).

fof(f25651,plain,
    ( always3(s449)
    | spl0_78
    | ~ spl0_1503 ),
    inference(resolution,[],[f1255,f20039]) ).

fof(f25652,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_78 ),
    inference(resolution,[],[f1255,f7295]) ).

fof(f25653,plain,
    ( spl0_1358
    | spl0_78
    | ~ spl0_1503 ),
    inference(avatar_split_clause,[],[f25651,f8442,f1253,f7303]) ).

fof(f25655,plain,
    ( until2p7(s75)
    | spl0_378
    | ~ spl0_457 ),
    inference(resolution,[],[f2455,f2774]) ).

fof(f25656,plain,
    ( always3(s449)
    | spl0_378
    | ~ spl0_2103 ),
    inference(resolution,[],[f2455,f14066]) ).

fof(f25657,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_378 ),
    inference(resolution,[],[f2455,f7295]) ).

fof(f25658,plain,
    ( spl0_1358
    | spl0_378
    | ~ spl0_2103 ),
    inference(avatar_split_clause,[],[f25656,f11142,f2453,f7303]) ).

fof(f25659,plain,
    ( until2p7(s374)
    | spl0_79
    | ~ spl0_457 ),
    inference(resolution,[],[f1259,f2774]) ).

fof(f25660,plain,
    ( always3(s449)
    | spl0_79
    | ~ spl0_1505 ),
    inference(resolution,[],[f1259,f20054]) ).

fof(f25661,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_79 ),
    inference(resolution,[],[f1259,f7295]) ).

fof(f25662,plain,
    ( spl0_1358
    | spl0_79
    | ~ spl0_1505 ),
    inference(avatar_split_clause,[],[f25660,f8451,f1257,f7303]) ).

fof(f25664,plain,
    ( until2p7(s76)
    | spl0_377
    | ~ spl0_457 ),
    inference(resolution,[],[f2451,f2774]) ).

fof(f25665,plain,
    ( always3(s449)
    | spl0_377
    | ~ spl0_2101 ),
    inference(resolution,[],[f2451,f14054]) ).

fof(f25666,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_377 ),
    inference(resolution,[],[f2451,f7295]) ).

fof(f25667,plain,
    ( spl0_1358
    | spl0_377
    | ~ spl0_2101 ),
    inference(avatar_split_clause,[],[f25665,f11133,f2449,f7303]) ).

fof(f25668,plain,
    ( until2p7(s373)
    | spl0_80
    | ~ spl0_457 ),
    inference(resolution,[],[f1263,f2774]) ).

fof(f25669,plain,
    ( always3(s449)
    | spl0_80
    | ~ spl0_1507 ),
    inference(resolution,[],[f1263,f19889]) ).

fof(f25670,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_80 ),
    inference(resolution,[],[f1263,f7295]) ).

fof(f25671,plain,
    ( spl0_1358
    | spl0_80
    | ~ spl0_1507 ),
    inference(avatar_split_clause,[],[f25669,f8460,f1261,f7303]) ).

fof(f25673,plain,
    ( until2p7(s77)
    | spl0_376
    | ~ spl0_457 ),
    inference(resolution,[],[f2447,f2774]) ).

fof(f25674,plain,
    ( always3(s449)
    | spl0_376
    | ~ spl0_2099 ),
    inference(resolution,[],[f2447,f14522]) ).

fof(f25675,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_376 ),
    inference(resolution,[],[f2447,f7295]) ).

fof(f25676,plain,
    ( spl0_1358
    | spl0_376
    | ~ spl0_2099 ),
    inference(avatar_split_clause,[],[f25674,f11124,f2445,f7303]) ).

fof(f25677,plain,
    ( until2p7(s372)
    | spl0_81
    | ~ spl0_457 ),
    inference(resolution,[],[f1267,f2774]) ).

fof(f25678,plain,
    ( always3(s449)
    | spl0_81
    | ~ spl0_1509 ),
    inference(resolution,[],[f1267,f19874]) ).

fof(f25679,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_81 ),
    inference(resolution,[],[f1267,f7295]) ).

fof(f25680,plain,
    ( spl0_1358
    | spl0_81
    | ~ spl0_1509 ),
    inference(avatar_split_clause,[],[f25678,f8469,f1265,f7303]) ).

fof(f25682,plain,
    ( until2p7(s78)
    | spl0_375
    | ~ spl0_457 ),
    inference(resolution,[],[f2443,f2774]) ).

fof(f25683,plain,
    ( always3(s449)
    | spl0_375
    | ~ spl0_2097 ),
    inference(resolution,[],[f2443,f14511]) ).

fof(f25684,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_375 ),
    inference(resolution,[],[f2443,f7295]) ).

fof(f25685,plain,
    ( spl0_1358
    | spl0_375
    | ~ spl0_2097 ),
    inference(avatar_split_clause,[],[f25683,f11115,f2441,f7303]) ).

fof(f25686,plain,
    ( until2p7(s371)
    | spl0_82
    | ~ spl0_457 ),
    inference(resolution,[],[f1271,f2774]) ).

fof(f25687,plain,
    ( always3(s449)
    | spl0_82
    | ~ spl0_1511 ),
    inference(resolution,[],[f1271,f19860]) ).

fof(f25688,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_82 ),
    inference(resolution,[],[f1271,f7295]) ).

fof(f25689,plain,
    ( spl0_1358
    | spl0_82
    | ~ spl0_1511 ),
    inference(avatar_split_clause,[],[f25687,f8478,f1269,f7303]) ).

fof(f25691,plain,
    ( until2p7(s79)
    | spl0_374
    | ~ spl0_457 ),
    inference(resolution,[],[f2439,f2774]) ).

fof(f25692,plain,
    ( always3(s449)
    | spl0_374
    | ~ spl0_2095 ),
    inference(resolution,[],[f2439,f14500]) ).

fof(f25693,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_374 ),
    inference(resolution,[],[f2439,f7295]) ).

fof(f25694,plain,
    ( spl0_1358
    | spl0_374
    | ~ spl0_2095 ),
    inference(avatar_split_clause,[],[f25692,f11106,f2437,f7303]) ).

fof(f25695,plain,
    ( until2p7(s370)
    | spl0_83
    | ~ spl0_457 ),
    inference(resolution,[],[f1275,f2774]) ).

fof(f25696,plain,
    ( always3(s449)
    | spl0_83
    | ~ spl0_1513 ),
    inference(resolution,[],[f1275,f19845]) ).

fof(f25697,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_83 ),
    inference(resolution,[],[f1275,f7295]) ).

fof(f25698,plain,
    ( spl0_1358
    | spl0_83
    | ~ spl0_1513 ),
    inference(avatar_split_clause,[],[f25696,f8487,f1273,f7303]) ).

fof(f25700,plain,
    ( until2p7(s80)
    | spl0_373
    | ~ spl0_457 ),
    inference(resolution,[],[f2435,f2774]) ).

fof(f25701,plain,
    ( always3(s449)
    | spl0_373
    | ~ spl0_2093 ),
    inference(resolution,[],[f2435,f14489]) ).

fof(f25702,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_373 ),
    inference(resolution,[],[f2435,f7295]) ).

fof(f25703,plain,
    ( spl0_1358
    | spl0_373
    | ~ spl0_2093 ),
    inference(avatar_split_clause,[],[f25701,f11097,f2433,f7303]) ).

fof(f25704,plain,
    ( until2p7(s369)
    | spl0_84
    | ~ spl0_457 ),
    inference(resolution,[],[f1279,f2774]) ).

fof(f25705,plain,
    ( always3(s449)
    | spl0_84
    | ~ spl0_1515 ),
    inference(resolution,[],[f1279,f19830]) ).

fof(f25706,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_84 ),
    inference(resolution,[],[f1279,f7295]) ).

fof(f25707,plain,
    ( spl0_1358
    | spl0_84
    | ~ spl0_1515 ),
    inference(avatar_split_clause,[],[f25705,f8496,f1277,f7303]) ).

fof(f25709,plain,
    ( until2p7(s81)
    | spl0_372
    | ~ spl0_457 ),
    inference(resolution,[],[f2431,f2774]) ).

fof(f25710,plain,
    ( always3(s449)
    | spl0_372
    | ~ spl0_2091 ),
    inference(resolution,[],[f2431,f14478]) ).

fof(f25711,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_372 ),
    inference(resolution,[],[f2431,f7295]) ).

fof(f25712,plain,
    ( spl0_1358
    | spl0_372
    | ~ spl0_2091 ),
    inference(avatar_split_clause,[],[f25710,f11088,f2429,f7303]) ).

fof(f25713,plain,
    ( until2p7(s368)
    | spl0_85
    | ~ spl0_457 ),
    inference(resolution,[],[f1283,f2774]) ).

fof(f25714,plain,
    ( always3(s449)
    | spl0_85
    | ~ spl0_1517 ),
    inference(resolution,[],[f1283,f19822]) ).

fof(f25715,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_85 ),
    inference(resolution,[],[f1283,f7295]) ).

fof(f25716,plain,
    ( spl0_1358
    | spl0_85
    | ~ spl0_1517 ),
    inference(avatar_split_clause,[],[f25714,f8505,f1281,f7303]) ).

fof(f25718,plain,
    ( until2p7(s82)
    | spl0_371
    | ~ spl0_457 ),
    inference(resolution,[],[f2427,f2774]) ).

fof(f25719,plain,
    ( always3(s449)
    | spl0_371
    | ~ spl0_2089 ),
    inference(resolution,[],[f2427,f14467]) ).

fof(f25720,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_371 ),
    inference(resolution,[],[f2427,f7295]) ).

fof(f25721,plain,
    ( spl0_1358
    | spl0_371
    | ~ spl0_2089 ),
    inference(avatar_split_clause,[],[f25719,f11079,f2425,f7303]) ).

fof(f25722,plain,
    ( until2p7(s367)
    | spl0_86
    | ~ spl0_457 ),
    inference(resolution,[],[f1287,f2774]) ).

fof(f25723,plain,
    ( always3(s449)
    | spl0_86
    | ~ spl0_1519 ),
    inference(resolution,[],[f1287,f19796]) ).

fof(f25724,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_86 ),
    inference(resolution,[],[f1287,f7295]) ).

fof(f25725,plain,
    ( spl0_1358
    | spl0_86
    | ~ spl0_1519 ),
    inference(avatar_split_clause,[],[f25723,f8514,f1285,f7303]) ).

fof(f25727,plain,
    ( until2p7(s83)
    | spl0_370
    | ~ spl0_457 ),
    inference(resolution,[],[f2423,f2774]) ).

fof(f25728,plain,
    ( always3(s449)
    | spl0_370
    | ~ spl0_2087 ),
    inference(resolution,[],[f2423,f14456]) ).

fof(f25729,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_370 ),
    inference(resolution,[],[f2423,f7295]) ).

fof(f25730,plain,
    ( spl0_1358
    | spl0_370
    | ~ spl0_2087 ),
    inference(avatar_split_clause,[],[f25728,f11070,f2421,f7303]) ).

fof(f25731,plain,
    ( until2p7(s366)
    | spl0_87
    | ~ spl0_457 ),
    inference(resolution,[],[f1291,f2774]) ).

fof(f25732,plain,
    ( always3(s449)
    | spl0_87
    | ~ spl0_1521 ),
    inference(resolution,[],[f1291,f19786]) ).

fof(f25733,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_87 ),
    inference(resolution,[],[f1291,f7295]) ).

fof(f25734,plain,
    ( spl0_1358
    | spl0_87
    | ~ spl0_1521 ),
    inference(avatar_split_clause,[],[f25732,f8523,f1289,f7303]) ).

fof(f25736,plain,
    ( until2p7(s84)
    | spl0_369
    | ~ spl0_457 ),
    inference(resolution,[],[f2419,f2774]) ).

fof(f25737,plain,
    ( always3(s449)
    | spl0_369
    | ~ spl0_2085 ),
    inference(resolution,[],[f2419,f14445]) ).

fof(f25738,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_369 ),
    inference(resolution,[],[f2419,f7295]) ).

fof(f25739,plain,
    ( spl0_1358
    | spl0_369
    | ~ spl0_2085 ),
    inference(avatar_split_clause,[],[f25737,f11061,f2417,f7303]) ).

fof(f25740,plain,
    ( until2p7(s365)
    | spl0_88
    | ~ spl0_457 ),
    inference(resolution,[],[f1295,f2774]) ).

fof(f25741,plain,
    ( always3(s449)
    | spl0_88
    | ~ spl0_1523 ),
    inference(resolution,[],[f1295,f19742]) ).

fof(f25742,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_88 ),
    inference(resolution,[],[f1295,f7295]) ).

fof(f25743,plain,
    ( spl0_1358
    | spl0_88
    | ~ spl0_1523 ),
    inference(avatar_split_clause,[],[f25741,f8532,f1293,f7303]) ).

fof(f25745,plain,
    ( until2p7(s85)
    | spl0_368
    | ~ spl0_457 ),
    inference(resolution,[],[f2415,f2774]) ).

fof(f25746,plain,
    ( always3(s449)
    | spl0_368
    | ~ spl0_2083 ),
    inference(resolution,[],[f2415,f14434]) ).

fof(f25747,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_368 ),
    inference(resolution,[],[f2415,f7295]) ).

fof(f25748,plain,
    ( spl0_1358
    | spl0_368
    | ~ spl0_2083 ),
    inference(avatar_split_clause,[],[f25746,f11052,f2413,f7303]) ).

fof(f25749,plain,
    ( until2p7(s364)
    | spl0_89
    | ~ spl0_457 ),
    inference(resolution,[],[f1299,f2774]) ).

fof(f25750,plain,
    ( always3(s449)
    | spl0_89
    | ~ spl0_1525 ),
    inference(resolution,[],[f1299,f19762]) ).

fof(f25751,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_89 ),
    inference(resolution,[],[f1299,f7295]) ).

fof(f25752,plain,
    ( spl0_1358
    | spl0_89
    | ~ spl0_1525 ),
    inference(avatar_split_clause,[],[f25750,f8541,f1297,f7303]) ).

fof(f25754,plain,
    ( until2p7(s86)
    | spl0_367
    | ~ spl0_457 ),
    inference(resolution,[],[f2411,f2774]) ).

fof(f25755,plain,
    ( always3(s449)
    | spl0_367
    | ~ spl0_2081 ),
    inference(resolution,[],[f2411,f14423]) ).

fof(f25756,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_367 ),
    inference(resolution,[],[f2411,f7295]) ).

fof(f25757,plain,
    ( spl0_1358
    | spl0_367
    | ~ spl0_2081 ),
    inference(avatar_split_clause,[],[f25755,f11043,f2409,f7303]) ).

fof(f25758,plain,
    ( until2p7(s363)
    | spl0_90
    | ~ spl0_457 ),
    inference(resolution,[],[f1303,f2774]) ).

fof(f25759,plain,
    ( always3(s449)
    | spl0_90
    | ~ spl0_1527 ),
    inference(resolution,[],[f1303,f19722]) ).

fof(f25760,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_90 ),
    inference(resolution,[],[f1303,f7295]) ).

fof(f25761,plain,
    ( spl0_1358
    | spl0_90
    | ~ spl0_1527 ),
    inference(avatar_split_clause,[],[f25759,f8550,f1301,f7303]) ).

fof(f25763,plain,
    ( until2p7(s87)
    | spl0_366
    | ~ spl0_457 ),
    inference(resolution,[],[f2407,f2774]) ).

fof(f25764,plain,
    ( always3(s449)
    | spl0_366
    | ~ spl0_2079 ),
    inference(resolution,[],[f2407,f14412]) ).

fof(f25765,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_366 ),
    inference(resolution,[],[f2407,f7295]) ).

fof(f25766,plain,
    ( spl0_1358
    | spl0_366
    | ~ spl0_2079 ),
    inference(avatar_split_clause,[],[f25764,f11034,f2405,f7303]) ).

fof(f25767,plain,
    ( until2p7(s362)
    | spl0_91
    | ~ spl0_457 ),
    inference(resolution,[],[f1307,f2774]) ).

fof(f25768,plain,
    ( always3(s449)
    | spl0_91
    | ~ spl0_1529 ),
    inference(resolution,[],[f1307,f20081]) ).

fof(f25769,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_91 ),
    inference(resolution,[],[f1307,f7295]) ).

fof(f25770,plain,
    ( spl0_1358
    | spl0_91
    | ~ spl0_1529 ),
    inference(avatar_split_clause,[],[f25768,f8559,f1305,f7303]) ).

fof(f25772,plain,
    ( until2p7(s88)
    | spl0_365
    | ~ spl0_457 ),
    inference(resolution,[],[f2403,f2774]) ).

fof(f25773,plain,
    ( always3(s449)
    | spl0_365
    | ~ spl0_2077 ),
    inference(resolution,[],[f2403,f14401]) ).

fof(f25774,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_365 ),
    inference(resolution,[],[f2403,f7295]) ).

fof(f25775,plain,
    ( spl0_1358
    | spl0_365
    | ~ spl0_2077 ),
    inference(avatar_split_clause,[],[f25773,f11025,f2401,f7303]) ).

fof(f25776,plain,
    ( until2p7(s361)
    | spl0_92
    | ~ spl0_457 ),
    inference(resolution,[],[f1311,f2774]) ).

fof(f25777,plain,
    ( always3(s449)
    | spl0_92
    | ~ spl0_1531 ),
    inference(resolution,[],[f1311,f19702]) ).

fof(f25778,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_92 ),
    inference(resolution,[],[f1311,f7295]) ).

fof(f25779,plain,
    ( spl0_1358
    | spl0_92
    | ~ spl0_1531 ),
    inference(avatar_split_clause,[],[f25777,f8568,f1309,f7303]) ).

fof(f25781,plain,
    ( until2p7(s89)
    | spl0_364
    | ~ spl0_457 ),
    inference(resolution,[],[f2399,f2774]) ).

fof(f25782,plain,
    ( always3(s449)
    | spl0_364
    | ~ spl0_2075 ),
    inference(resolution,[],[f2399,f14390]) ).

fof(f25783,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_364 ),
    inference(resolution,[],[f2399,f7295]) ).

fof(f25784,plain,
    ( spl0_1358
    | spl0_364
    | ~ spl0_2075 ),
    inference(avatar_split_clause,[],[f25782,f11016,f2397,f7303]) ).

fof(f25785,plain,
    ( until2p7(s360)
    | spl0_93
    | ~ spl0_457 ),
    inference(resolution,[],[f1315,f2774]) ).

fof(f25786,plain,
    ( always3(s449)
    | spl0_93
    | ~ spl0_1533 ),
    inference(resolution,[],[f1315,f20092]) ).

fof(f25787,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_93 ),
    inference(resolution,[],[f1315,f7295]) ).

fof(f25788,plain,
    ( spl0_1358
    | spl0_93
    | ~ spl0_1533 ),
    inference(avatar_split_clause,[],[f25786,f8577,f1313,f7303]) ).

fof(f25790,plain,
    ( until2p7(s90)
    | spl0_363
    | ~ spl0_457 ),
    inference(resolution,[],[f2395,f2774]) ).

fof(f25791,plain,
    ( always3(s449)
    | spl0_363
    | ~ spl0_2073 ),
    inference(resolution,[],[f2395,f14379]) ).

fof(f25792,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_363 ),
    inference(resolution,[],[f2395,f7295]) ).

fof(f25793,plain,
    ( spl0_1358
    | spl0_363
    | ~ spl0_2073 ),
    inference(avatar_split_clause,[],[f25791,f11007,f2393,f7303]) ).

fof(f25794,plain,
    ( until2p7(s359)
    | spl0_94
    | ~ spl0_457 ),
    inference(resolution,[],[f1319,f2774]) ).

fof(f25795,plain,
    ( always3(s449)
    | spl0_94
    | ~ spl0_1535 ),
    inference(resolution,[],[f1319,f19680]) ).

fof(f25796,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_94 ),
    inference(resolution,[],[f1319,f7295]) ).

fof(f25797,plain,
    ( spl0_1358
    | spl0_94
    | ~ spl0_1535 ),
    inference(avatar_split_clause,[],[f25795,f8586,f1317,f7303]) ).

fof(f25799,plain,
    ( until2p7(s91)
    | spl0_362
    | ~ spl0_457 ),
    inference(resolution,[],[f2391,f2774]) ).

fof(f25800,plain,
    ( always3(s449)
    | spl0_362
    | ~ spl0_2071 ),
    inference(resolution,[],[f2391,f14368]) ).

fof(f25801,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_362 ),
    inference(resolution,[],[f2391,f7295]) ).

fof(f25802,plain,
    ( spl0_1358
    | spl0_362
    | ~ spl0_2071 ),
    inference(avatar_split_clause,[],[f25800,f10998,f2389,f7303]) ).

fof(f25803,plain,
    ( until2p7(s358)
    | spl0_95
    | ~ spl0_457 ),
    inference(resolution,[],[f1323,f2774]) ).

fof(f25804,plain,
    ( always3(s449)
    | spl0_95
    | ~ spl0_1537 ),
    inference(resolution,[],[f1323,f19672]) ).

fof(f25805,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_95 ),
    inference(resolution,[],[f1323,f7295]) ).

fof(f25806,plain,
    ( spl0_1358
    | spl0_95
    | ~ spl0_1537 ),
    inference(avatar_split_clause,[],[f25804,f8595,f1321,f7303]) ).

fof(f25808,plain,
    ( until2p7(s92)
    | spl0_361
    | ~ spl0_457 ),
    inference(resolution,[],[f2387,f2774]) ).

fof(f25809,plain,
    ( always3(s449)
    | spl0_361
    | ~ spl0_2069 ),
    inference(resolution,[],[f2387,f14356]) ).

fof(f25810,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_361 ),
    inference(resolution,[],[f2387,f7295]) ).

fof(f25811,plain,
    ( spl0_1358
    | spl0_361
    | ~ spl0_2069 ),
    inference(avatar_split_clause,[],[f25809,f10989,f2385,f7303]) ).

fof(f25812,plain,
    ( until2p7(s357)
    | spl0_96
    | ~ spl0_457 ),
    inference(resolution,[],[f1327,f2774]) ).

fof(f25813,plain,
    ( always3(s449)
    | spl0_96
    | ~ spl0_1539 ),
    inference(resolution,[],[f1327,f19647]) ).

fof(f25814,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_96 ),
    inference(resolution,[],[f1327,f7295]) ).

fof(f25815,plain,
    ( spl0_1358
    | spl0_96
    | ~ spl0_1539 ),
    inference(avatar_split_clause,[],[f25813,f8604,f1325,f7303]) ).

fof(f25817,plain,
    ( until2p7(s93)
    | spl0_360
    | ~ spl0_457 ),
    inference(resolution,[],[f2383,f2774]) ).

fof(f25818,plain,
    ( always3(s449)
    | spl0_360
    | ~ spl0_2067 ),
    inference(resolution,[],[f2383,f14702]) ).

fof(f25819,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_360 ),
    inference(resolution,[],[f2383,f7295]) ).

fof(f25820,plain,
    ( spl0_1358
    | spl0_360
    | ~ spl0_2067 ),
    inference(avatar_split_clause,[],[f25818,f10980,f2381,f7303]) ).

fof(f25821,plain,
    ( until2p7(s356)
    | spl0_97
    | ~ spl0_457 ),
    inference(resolution,[],[f1331,f2774]) ).

fof(f25822,plain,
    ( always3(s449)
    | spl0_97
    | ~ spl0_1541 ),
    inference(resolution,[],[f1331,f19634]) ).

fof(f25823,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_97 ),
    inference(resolution,[],[f1331,f7295]) ).

fof(f25824,plain,
    ( spl0_1358
    | spl0_97
    | ~ spl0_1541 ),
    inference(avatar_split_clause,[],[f25822,f8613,f1329,f7303]) ).

fof(f25826,plain,
    ( until2p7(s94)
    | spl0_359
    | ~ spl0_457 ),
    inference(resolution,[],[f2379,f2774]) ).

fof(f25827,plain,
    ( always3(s449)
    | spl0_359
    | ~ spl0_2065 ),
    inference(resolution,[],[f2379,f14691]) ).

fof(f25828,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_359 ),
    inference(resolution,[],[f2379,f7295]) ).

fof(f25829,plain,
    ( spl0_1358
    | spl0_359
    | ~ spl0_2065 ),
    inference(avatar_split_clause,[],[f25827,f10971,f2377,f7303]) ).

fof(f25830,plain,
    ( until2p7(s355)
    | spl0_98
    | ~ spl0_457 ),
    inference(resolution,[],[f1335,f2774]) ).

fof(f25831,plain,
    ( always3(s449)
    | spl0_98
    | ~ spl0_1543 ),
    inference(resolution,[],[f1335,f19606]) ).

fof(f25832,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_98 ),
    inference(resolution,[],[f1335,f7295]) ).

fof(f25833,plain,
    ( spl0_1358
    | spl0_98
    | ~ spl0_1543 ),
    inference(avatar_split_clause,[],[f25831,f8622,f1333,f7303]) ).

fof(f25835,plain,
    ( until2p7(s95)
    | spl0_358
    | ~ spl0_457 ),
    inference(resolution,[],[f2375,f2774]) ).

fof(f25836,plain,
    ( always3(s449)
    | spl0_358
    | ~ spl0_2063 ),
    inference(resolution,[],[f2375,f14680]) ).

fof(f25837,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_358 ),
    inference(resolution,[],[f2375,f7295]) ).

fof(f25838,plain,
    ( spl0_1358
    | spl0_358
    | ~ spl0_2063 ),
    inference(avatar_split_clause,[],[f25836,f10962,f2373,f7303]) ).

fof(f25839,plain,
    ( until2p7(s354)
    | spl0_99
    | ~ spl0_457 ),
    inference(resolution,[],[f1339,f2774]) ).

fof(f25840,plain,
    ( always3(s449)
    | spl0_99
    | ~ spl0_1545 ),
    inference(resolution,[],[f1339,f19616]) ).

fof(f25841,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_99 ),
    inference(resolution,[],[f1339,f7295]) ).

fof(f25842,plain,
    ( spl0_1358
    | spl0_99
    | ~ spl0_1545 ),
    inference(avatar_split_clause,[],[f25840,f8631,f1337,f7303]) ).

fof(f25844,plain,
    ( until2p7(s96)
    | spl0_357
    | ~ spl0_457 ),
    inference(resolution,[],[f2371,f2774]) ).

fof(f25845,plain,
    ( always3(s449)
    | spl0_357
    | ~ spl0_2061 ),
    inference(resolution,[],[f2371,f14669]) ).

fof(f25846,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_357 ),
    inference(resolution,[],[f2371,f7295]) ).

fof(f25847,plain,
    ( spl0_1358
    | spl0_357
    | ~ spl0_2061 ),
    inference(avatar_split_clause,[],[f25845,f10953,f2369,f7303]) ).

fof(f25848,plain,
    ( until2p7(s353)
    | spl0_100
    | ~ spl0_457 ),
    inference(resolution,[],[f1343,f2774]) ).

fof(f25849,plain,
    ( always3(s449)
    | spl0_100
    | ~ spl0_1547 ),
    inference(resolution,[],[f1343,f20113]) ).

fof(f25850,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_100 ),
    inference(resolution,[],[f1343,f7295]) ).

fof(f25851,plain,
    ( spl0_1358
    | spl0_100
    | ~ spl0_1547 ),
    inference(avatar_split_clause,[],[f25849,f8640,f1341,f7303]) ).

fof(f25853,plain,
    ( until2p7(s97)
    | spl0_356
    | ~ spl0_457 ),
    inference(resolution,[],[f2367,f2774]) ).

fof(f25854,plain,
    ( always3(s449)
    | spl0_356
    | ~ spl0_2059 ),
    inference(resolution,[],[f2367,f14658]) ).

fof(f25855,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_356 ),
    inference(resolution,[],[f2367,f7295]) ).

fof(f25856,plain,
    ( spl0_1358
    | spl0_356
    | ~ spl0_2059 ),
    inference(avatar_split_clause,[],[f25854,f10944,f2365,f7303]) ).

fof(f25857,plain,
    ( until2p7(s352)
    | spl0_101
    | ~ spl0_457 ),
    inference(resolution,[],[f1347,f2774]) ).

fof(f25858,plain,
    ( always3(s449)
    | spl0_101
    | ~ spl0_1549 ),
    inference(resolution,[],[f1347,f20134]) ).

fof(f25859,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_101 ),
    inference(resolution,[],[f1347,f7295]) ).

fof(f25860,plain,
    ( spl0_1358
    | spl0_101
    | ~ spl0_1549 ),
    inference(avatar_split_clause,[],[f25858,f8649,f1345,f7303]) ).

fof(f25862,plain,
    ( until2p7(s98)
    | spl0_355
    | ~ spl0_457 ),
    inference(resolution,[],[f2363,f2774]) ).

fof(f25863,plain,
    ( always3(s449)
    | spl0_355
    | ~ spl0_2057 ),
    inference(resolution,[],[f2363,f14647]) ).

fof(f25864,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_355 ),
    inference(resolution,[],[f2363,f7295]) ).

fof(f25865,plain,
    ( spl0_1358
    | spl0_355
    | ~ spl0_2057 ),
    inference(avatar_split_clause,[],[f25863,f10935,f2361,f7303]) ).

fof(f25866,plain,
    ( until2p7(s351)
    | spl0_102
    | ~ spl0_457 ),
    inference(resolution,[],[f1351,f2774]) ).

fof(f25867,plain,
    ( always3(s449)
    | spl0_102
    | ~ spl0_1551 ),
    inference(resolution,[],[f1351,f20124]) ).

fof(f25868,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_102 ),
    inference(resolution,[],[f1351,f7295]) ).

fof(f25869,plain,
    ( spl0_1358
    | spl0_102
    | ~ spl0_1551 ),
    inference(avatar_split_clause,[],[f25867,f8658,f1349,f7303]) ).

fof(f25871,plain,
    ( until2p7(s99)
    | spl0_354
    | ~ spl0_457 ),
    inference(resolution,[],[f2359,f2774]) ).

fof(f25872,plain,
    ( always3(s449)
    | spl0_354
    | ~ spl0_2055 ),
    inference(resolution,[],[f2359,f14636]) ).

fof(f25873,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_354 ),
    inference(resolution,[],[f2359,f7295]) ).

fof(f25874,plain,
    ( spl0_1358
    | spl0_354
    | ~ spl0_2055 ),
    inference(avatar_split_clause,[],[f25872,f10926,f2357,f7303]) ).

fof(f25875,plain,
    ( until2p7(s350)
    | spl0_103
    | ~ spl0_457 ),
    inference(resolution,[],[f1355,f2774]) ).

fof(f25876,plain,
    ( always3(s449)
    | spl0_103
    | ~ spl0_1553 ),
    inference(resolution,[],[f1355,f21006]) ).

fof(f25877,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_103 ),
    inference(resolution,[],[f1355,f7295]) ).

fof(f25878,plain,
    ( spl0_1358
    | spl0_103
    | ~ spl0_1553 ),
    inference(avatar_split_clause,[],[f25876,f8667,f1353,f7303]) ).

fof(f25880,plain,
    ( until2p7(s100)
    | spl0_353
    | ~ spl0_457 ),
    inference(resolution,[],[f2355,f2774]) ).

fof(f25881,plain,
    ( always3(s449)
    | spl0_353
    | ~ spl0_2053 ),
    inference(resolution,[],[f2355,f14624]) ).

fof(f25882,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_353 ),
    inference(resolution,[],[f2355,f7295]) ).

fof(f25883,plain,
    ( spl0_1358
    | spl0_353
    | ~ spl0_2053 ),
    inference(avatar_split_clause,[],[f25881,f10917,f2353,f7303]) ).

fof(f25884,plain,
    ( until2p7(s349)
    | spl0_104
    | ~ spl0_457 ),
    inference(resolution,[],[f1359,f2774]) ).

fof(f25885,plain,
    ( always3(s449)
    | spl0_104
    | ~ spl0_1555 ),
    inference(resolution,[],[f1359,f20626]) ).

fof(f25886,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_104 ),
    inference(resolution,[],[f1359,f7295]) ).

fof(f25887,plain,
    ( spl0_1358
    | spl0_104
    | ~ spl0_1555 ),
    inference(avatar_split_clause,[],[f25885,f8676,f1357,f7303]) ).

fof(f25889,plain,
    ( until2p7(s101)
    | spl0_352
    | ~ spl0_457 ),
    inference(resolution,[],[f2351,f2774]) ).

fof(f25890,plain,
    ( always3(s449)
    | spl0_352
    | ~ spl0_2051 ),
    inference(resolution,[],[f2351,f14790]) ).

fof(f25891,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_352 ),
    inference(resolution,[],[f2351,f7295]) ).

fof(f25892,plain,
    ( spl0_1358
    | spl0_352
    | ~ spl0_2051 ),
    inference(avatar_split_clause,[],[f25890,f10908,f2349,f7303]) ).

fof(f25893,plain,
    ( until2p7(s348)
    | spl0_105
    | ~ spl0_457 ),
    inference(resolution,[],[f1363,f2774]) ).

fof(f25894,plain,
    ( always3(s449)
    | spl0_105
    | ~ spl0_1557 ),
    inference(resolution,[],[f1363,f19556]) ).

fof(f25895,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_105 ),
    inference(resolution,[],[f1363,f7295]) ).

fof(f25896,plain,
    ( spl0_1358
    | spl0_105
    | ~ spl0_1557 ),
    inference(avatar_split_clause,[],[f25894,f8685,f1361,f7303]) ).

fof(f25898,plain,
    ( until2p7(s102)
    | spl0_351
    | ~ spl0_457 ),
    inference(resolution,[],[f2347,f2774]) ).

fof(f25899,plain,
    ( always3(s449)
    | spl0_351
    | ~ spl0_2049 ),
    inference(resolution,[],[f2347,f14779]) ).

fof(f25900,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_351 ),
    inference(resolution,[],[f2347,f7295]) ).

fof(f25901,plain,
    ( spl0_1358
    | spl0_351
    | ~ spl0_2049 ),
    inference(avatar_split_clause,[],[f25899,f10899,f2345,f7303]) ).

fof(f25902,plain,
    ( until2p7(s347)
    | spl0_106
    | ~ spl0_457 ),
    inference(resolution,[],[f1367,f2774]) ).

fof(f25903,plain,
    ( always3(s449)
    | spl0_106
    | ~ spl0_1559 ),
    inference(resolution,[],[f1367,f20644]) ).

fof(f25904,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_106 ),
    inference(resolution,[],[f1367,f7295]) ).

fof(f25905,plain,
    ( spl0_1358
    | spl0_106
    | ~ spl0_1559 ),
    inference(avatar_split_clause,[],[f25903,f8694,f1365,f7303]) ).

fof(f25907,plain,
    ( until2p7(s103)
    | spl0_350
    | ~ spl0_457 ),
    inference(resolution,[],[f2343,f2774]) ).

fof(f25908,plain,
    ( always3(s449)
    | spl0_350
    | ~ spl0_2047 ),
    inference(resolution,[],[f2343,f14768]) ).

fof(f25909,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_350 ),
    inference(resolution,[],[f2343,f7295]) ).

fof(f25910,plain,
    ( spl0_1358
    | spl0_350
    | ~ spl0_2047 ),
    inference(avatar_split_clause,[],[f25908,f10890,f2341,f7303]) ).

fof(f25911,plain,
    ( until2p7(s346)
    | spl0_107
    | ~ spl0_457 ),
    inference(resolution,[],[f1371,f2774]) ).

fof(f25912,plain,
    ( always3(s449)
    | spl0_107
    | ~ spl0_1561 ),
    inference(resolution,[],[f1371,f20671]) ).

fof(f25913,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_107 ),
    inference(resolution,[],[f1371,f7295]) ).

fof(f25914,plain,
    ( spl0_1358
    | spl0_107
    | ~ spl0_1561 ),
    inference(avatar_split_clause,[],[f25912,f8703,f1369,f7303]) ).

fof(f25916,plain,
    ( until2p7(s104)
    | spl0_349
    | ~ spl0_457 ),
    inference(resolution,[],[f2339,f2774]) ).

fof(f25917,plain,
    ( always3(s449)
    | spl0_349
    | ~ spl0_2045 ),
    inference(resolution,[],[f2339,f14756]) ).

fof(f25918,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_349 ),
    inference(resolution,[],[f2339,f7295]) ).

fof(f25919,plain,
    ( spl0_1358
    | spl0_349
    | ~ spl0_2045 ),
    inference(avatar_split_clause,[],[f25917,f10881,f2337,f7303]) ).

fof(f25920,plain,
    ( until2p7(s345)
    | spl0_108
    | ~ spl0_457 ),
    inference(resolution,[],[f1375,f2774]) ).

fof(f25921,plain,
    ( always3(s449)
    | spl0_108
    | ~ spl0_1563 ),
    inference(resolution,[],[f1375,f20660]) ).

fof(f25922,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_108 ),
    inference(resolution,[],[f1375,f7295]) ).

fof(f25923,plain,
    ( spl0_1358
    | spl0_108
    | ~ spl0_1563 ),
    inference(avatar_split_clause,[],[f25921,f8712,f1373,f7303]) ).

fof(f25925,plain,
    ( until2p7(s105)
    | spl0_348
    | ~ spl0_457 ),
    inference(resolution,[],[f2335,f2774]) ).

fof(f25926,plain,
    ( always3(s449)
    | spl0_348
    | ~ spl0_2043 ),
    inference(resolution,[],[f2335,f14832]) ).

fof(f25927,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_348 ),
    inference(resolution,[],[f2335,f7295]) ).

fof(f25928,plain,
    ( spl0_1358
    | spl0_348
    | ~ spl0_2043 ),
    inference(avatar_split_clause,[],[f25926,f10872,f2333,f7303]) ).

fof(f25929,plain,
    ( until2p7(s344)
    | spl0_109
    | ~ spl0_457 ),
    inference(resolution,[],[f1379,f2774]) ).

fof(f25930,plain,
    ( always3(s449)
    | spl0_109
    | ~ spl0_1565 ),
    inference(resolution,[],[f1379,f19516]) ).

fof(f25931,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_109 ),
    inference(resolution,[],[f1379,f7295]) ).

fof(f25932,plain,
    ( spl0_1358
    | spl0_109
    | ~ spl0_1565 ),
    inference(avatar_split_clause,[],[f25930,f8721,f1377,f7303]) ).

fof(f25934,plain,
    ( until2p7(s106)
    | spl0_347
    | ~ spl0_457 ),
    inference(resolution,[],[f2331,f2774]) ).

fof(f25935,plain,
    ( always3(s449)
    | spl0_347
    | ~ spl0_2041 ),
    inference(resolution,[],[f2331,f14820]) ).

fof(f25936,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_347 ),
    inference(resolution,[],[f2331,f7295]) ).

fof(f25937,plain,
    ( spl0_1358
    | spl0_347
    | ~ spl0_2041 ),
    inference(avatar_split_clause,[],[f25935,f10863,f2329,f7303]) ).

fof(f25938,plain,
    ( until2p7(s343)
    | spl0_110
    | ~ spl0_457 ),
    inference(resolution,[],[f1383,f2774]) ).

fof(f25939,plain,
    ( always3(s449)
    | spl0_110
    | ~ spl0_1567 ),
    inference(resolution,[],[f1383,f19531]) ).

fof(f25940,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_110 ),
    inference(resolution,[],[f1383,f7295]) ).

fof(f25941,plain,
    ( spl0_1358
    | spl0_110
    | ~ spl0_1567 ),
    inference(avatar_split_clause,[],[f25939,f8730,f1381,f7303]) ).

fof(f25943,plain,
    ( until2p7(s107)
    | spl0_346
    | ~ spl0_457 ),
    inference(resolution,[],[f2327,f2774]) ).

fof(f25944,plain,
    ( always3(s449)
    | spl0_346
    | ~ spl0_2039 ),
    inference(resolution,[],[f2327,f14850]) ).

fof(f25945,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_346 ),
    inference(resolution,[],[f2327,f7295]) ).

fof(f25946,plain,
    ( spl0_1358
    | spl0_346
    | ~ spl0_2039 ),
    inference(avatar_split_clause,[],[f25944,f10854,f2325,f7303]) ).

fof(f25947,plain,
    ( until2p7(s342)
    | spl0_111
    | ~ spl0_457 ),
    inference(resolution,[],[f1387,f2774]) ).

fof(f25948,plain,
    ( always3(s449)
    | spl0_111
    | ~ spl0_1569 ),
    inference(resolution,[],[f1387,f20687]) ).

fof(f25949,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_111 ),
    inference(resolution,[],[f1387,f7295]) ).

fof(f25950,plain,
    ( spl0_1358
    | spl0_111
    | ~ spl0_1569 ),
    inference(avatar_split_clause,[],[f25948,f8739,f1385,f7303]) ).

fof(f25952,plain,
    ( until2p7(s108)
    | spl0_345
    | ~ spl0_457 ),
    inference(resolution,[],[f2323,f2774]) ).

fof(f25953,plain,
    ( always3(s449)
    | spl0_345
    | ~ spl0_2037 ),
    inference(resolution,[],[f2323,f14864]) ).

fof(f25954,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_345 ),
    inference(resolution,[],[f2323,f7295]) ).

fof(f25955,plain,
    ( spl0_1358
    | spl0_345
    | ~ spl0_2037 ),
    inference(avatar_split_clause,[],[f25953,f10845,f2321,f7303]) ).

fof(f25956,plain,
    ( until2p7(s341)
    | spl0_112
    | ~ spl0_457 ),
    inference(resolution,[],[f1391,f2774]) ).

fof(f25957,plain,
    ( always3(s449)
    | spl0_112
    | ~ spl0_1571 ),
    inference(resolution,[],[f1391,f19473]) ).

fof(f25958,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_112 ),
    inference(resolution,[],[f1391,f7295]) ).

fof(f25959,plain,
    ( spl0_1358
    | spl0_112
    | ~ spl0_1571 ),
    inference(avatar_split_clause,[],[f25957,f8748,f1389,f7303]) ).

fof(f25961,plain,
    ( until2p7(s109)
    | spl0_344
    | ~ spl0_457 ),
    inference(resolution,[],[f2319,f2774]) ).

fof(f25962,plain,
    ( always3(s449)
    | spl0_344
    | ~ spl0_2035 ),
    inference(resolution,[],[f2319,f14878]) ).

fof(f25963,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_344 ),
    inference(resolution,[],[f2319,f7295]) ).

fof(f25964,plain,
    ( spl0_1358
    | spl0_344
    | ~ spl0_2035 ),
    inference(avatar_split_clause,[],[f25962,f10836,f2317,f7303]) ).

fof(f25965,plain,
    ( until2p7(s340)
    | spl0_113
    | ~ spl0_457 ),
    inference(resolution,[],[f1395,f2774]) ).

fof(f25966,plain,
    ( always3(s449)
    | spl0_113
    | ~ spl0_1573 ),
    inference(resolution,[],[f1395,f19459]) ).

fof(f25967,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_113 ),
    inference(resolution,[],[f1395,f7295]) ).

fof(f25968,plain,
    ( spl0_1358
    | spl0_113
    | ~ spl0_1573 ),
    inference(avatar_split_clause,[],[f25966,f8757,f1393,f7303]) ).

fof(f25970,plain,
    ( until2p7(s110)
    | spl0_343
    | ~ spl0_457 ),
    inference(resolution,[],[f2315,f2774]) ).

fof(f25971,plain,
    ( always3(s449)
    | spl0_343
    | ~ spl0_2033 ),
    inference(resolution,[],[f2315,f14892]) ).

fof(f25972,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_343 ),
    inference(resolution,[],[f2315,f7295]) ).

fof(f25973,plain,
    ( spl0_1358
    | spl0_343
    | ~ spl0_2033 ),
    inference(avatar_split_clause,[],[f25971,f10827,f2313,f7303]) ).

fof(f25974,plain,
    ( until2p7(s339)
    | spl0_114
    | ~ spl0_457 ),
    inference(resolution,[],[f1399,f2774]) ).

fof(f25975,plain,
    ( always3(s449)
    | spl0_114
    | ~ spl0_1575 ),
    inference(resolution,[],[f1399,f20702]) ).

fof(f25976,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_114 ),
    inference(resolution,[],[f1399,f7295]) ).

fof(f25977,plain,
    ( spl0_1358
    | spl0_114
    | ~ spl0_1575 ),
    inference(avatar_split_clause,[],[f25975,f8766,f1397,f7303]) ).

fof(f25979,plain,
    ( until2p7(s111)
    | spl0_342
    | ~ spl0_457 ),
    inference(resolution,[],[f2311,f2774]) ).

fof(f25980,plain,
    ( always3(s449)
    | spl0_342
    | ~ spl0_2031 ),
    inference(resolution,[],[f2311,f14906]) ).

fof(f25981,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_342 ),
    inference(resolution,[],[f2311,f7295]) ).

fof(f25982,plain,
    ( spl0_1358
    | spl0_342
    | ~ spl0_2031 ),
    inference(avatar_split_clause,[],[f25980,f10818,f2309,f7303]) ).

fof(f25983,plain,
    ( until2p7(s338)
    | spl0_115
    | ~ spl0_457 ),
    inference(resolution,[],[f1403,f2774]) ).

fof(f25984,plain,
    ( always3(s449)
    | spl0_115
    | ~ spl0_1577 ),
    inference(resolution,[],[f1403,f19441]) ).

fof(f25985,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_115 ),
    inference(resolution,[],[f1403,f7295]) ).

fof(f25986,plain,
    ( spl0_1358
    | spl0_115
    | ~ spl0_1577 ),
    inference(avatar_split_clause,[],[f25984,f8775,f1401,f7303]) ).

fof(f25988,plain,
    ( until2p7(s112)
    | spl0_341
    | ~ spl0_457 ),
    inference(resolution,[],[f2307,f2774]) ).

fof(f25989,plain,
    ( always3(s449)
    | spl0_341
    | ~ spl0_2029 ),
    inference(resolution,[],[f2307,f15125]) ).

fof(f25990,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_341 ),
    inference(resolution,[],[f2307,f7295]) ).

fof(f25991,plain,
    ( spl0_1358
    | spl0_341
    | ~ spl0_2029 ),
    inference(avatar_split_clause,[],[f25989,f10809,f2305,f7303]) ).

fof(f25992,plain,
    ( until2p7(s337)
    | spl0_116
    | ~ spl0_457 ),
    inference(resolution,[],[f1407,f2774]) ).

fof(f25993,plain,
    ( always3(s449)
    | spl0_116
    | ~ spl0_1579 ),
    inference(resolution,[],[f1407,f19433]) ).

fof(f25994,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_116 ),
    inference(resolution,[],[f1407,f7295]) ).

fof(f25995,plain,
    ( spl0_1358
    | spl0_116
    | ~ spl0_1579 ),
    inference(avatar_split_clause,[],[f25993,f8784,f1405,f7303]) ).

fof(f25997,plain,
    ( until2p7(s113)
    | spl0_340
    | ~ spl0_457 ),
    inference(resolution,[],[f2303,f2774]) ).

fof(f25998,plain,
    ( always3(s449)
    | spl0_340
    | ~ spl0_2027 ),
    inference(resolution,[],[f2303,f15114]) ).

fof(f25999,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_340 ),
    inference(resolution,[],[f2303,f7295]) ).

fof(f26000,plain,
    ( spl0_1358
    | spl0_340
    | ~ spl0_2027 ),
    inference(avatar_split_clause,[],[f25998,f10800,f2301,f7303]) ).

fof(f26001,plain,
    ( until2p7(s336)
    | spl0_117
    | ~ spl0_457 ),
    inference(resolution,[],[f1411,f2774]) ).

fof(f26002,plain,
    ( always3(s449)
    | spl0_117
    | ~ spl0_1581 ),
    inference(resolution,[],[f1411,f19407]) ).

fof(f26003,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_117 ),
    inference(resolution,[],[f1411,f7295]) ).

fof(f26004,plain,
    ( spl0_1358
    | spl0_117
    | ~ spl0_1581 ),
    inference(avatar_split_clause,[],[f26002,f8793,f1409,f7303]) ).

fof(f26006,plain,
    ( until2p7(s114)
    | spl0_339
    | ~ spl0_457 ),
    inference(resolution,[],[f2299,f2774]) ).

fof(f26007,plain,
    ( always3(s449)
    | spl0_339
    | ~ spl0_2025 ),
    inference(resolution,[],[f2299,f15103]) ).

fof(f26008,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_339 ),
    inference(resolution,[],[f2299,f7295]) ).

fof(f26009,plain,
    ( spl0_1358
    | spl0_339
    | ~ spl0_2025 ),
    inference(avatar_split_clause,[],[f26007,f10791,f2297,f7303]) ).

fof(f26010,plain,
    ( until2p7(s335)
    | spl0_118
    | ~ spl0_457 ),
    inference(resolution,[],[f1415,f2774]) ).

fof(f26011,plain,
    ( always3(s449)
    | spl0_118
    | ~ spl0_1583 ),
    inference(resolution,[],[f1415,f19387]) ).

fof(f26012,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_118 ),
    inference(resolution,[],[f1415,f7295]) ).

fof(f26013,plain,
    ( spl0_1358
    | spl0_118
    | ~ spl0_1583 ),
    inference(avatar_split_clause,[],[f26011,f8802,f1413,f7303]) ).

fof(f26015,plain,
    ( until2p7(s115)
    | spl0_338
    | ~ spl0_457 ),
    inference(resolution,[],[f2295,f2774]) ).

fof(f26016,plain,
    ( always3(s449)
    | spl0_338
    | ~ spl0_2023 ),
    inference(resolution,[],[f2295,f15092]) ).

fof(f26017,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_338 ),
    inference(resolution,[],[f2295,f7295]) ).

fof(f26018,plain,
    ( spl0_1358
    | spl0_338
    | ~ spl0_2023 ),
    inference(avatar_split_clause,[],[f26016,f10782,f2293,f7303]) ).

fof(f26019,plain,
    ( until2p7(s334)
    | spl0_119
    | ~ spl0_457 ),
    inference(resolution,[],[f1419,f2774]) ).

fof(f26020,plain,
    ( always3(s449)
    | spl0_119
    | ~ spl0_1585 ),
    inference(resolution,[],[f1419,f19010]) ).

fof(f26021,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_119 ),
    inference(resolution,[],[f1419,f7295]) ).

fof(f26022,plain,
    ( spl0_1358
    | spl0_119
    | ~ spl0_1585 ),
    inference(avatar_split_clause,[],[f26020,f8811,f1417,f7303]) ).

fof(f26024,plain,
    ( until2p7(s116)
    | spl0_337
    | ~ spl0_457 ),
    inference(resolution,[],[f2291,f2774]) ).

fof(f26025,plain,
    ( always3(s449)
    | spl0_337
    | ~ spl0_2021 ),
    inference(resolution,[],[f2291,f15081]) ).

fof(f26026,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_337 ),
    inference(resolution,[],[f2291,f7295]) ).

fof(f26027,plain,
    ( spl0_1358
    | spl0_337
    | ~ spl0_2021 ),
    inference(avatar_split_clause,[],[f26025,f10773,f2289,f7303]) ).

fof(f26028,plain,
    ( until2p7(s333)
    | spl0_120
    | ~ spl0_457 ),
    inference(resolution,[],[f1423,f2774]) ).

fof(f26029,plain,
    ( always3(s449)
    | spl0_120
    | ~ spl0_1587 ),
    inference(resolution,[],[f1423,f19020]) ).

fof(f26030,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_120 ),
    inference(resolution,[],[f1423,f7295]) ).

fof(f26031,plain,
    ( spl0_1358
    | spl0_120
    | ~ spl0_1587 ),
    inference(avatar_split_clause,[],[f26029,f8820,f1421,f7303]) ).

fof(f26033,plain,
    ( until2p7(s117)
    | spl0_336
    | ~ spl0_457 ),
    inference(resolution,[],[f2287,f2774]) ).

fof(f26034,plain,
    ( always3(s449)
    | spl0_336
    | ~ spl0_2019 ),
    inference(resolution,[],[f2287,f15070]) ).

fof(f26035,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_336 ),
    inference(resolution,[],[f2287,f7295]) ).

fof(f26036,plain,
    ( spl0_1358
    | spl0_336
    | ~ spl0_2019 ),
    inference(avatar_split_clause,[],[f26034,f10764,f2285,f7303]) ).

fof(f26037,plain,
    ( until2p7(s332)
    | spl0_121
    | ~ spl0_457 ),
    inference(resolution,[],[f1427,f2774]) ).

fof(f26038,plain,
    ( always3(s449)
    | spl0_121
    | ~ spl0_1589 ),
    inference(resolution,[],[f1427,f18989]) ).

fof(f26039,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_121 ),
    inference(resolution,[],[f1427,f7295]) ).

fof(f26040,plain,
    ( spl0_1358
    | spl0_121
    | ~ spl0_1589 ),
    inference(avatar_split_clause,[],[f26038,f8829,f1425,f7303]) ).

fof(f26042,plain,
    ( until2p7(s118)
    | spl0_335
    | ~ spl0_457 ),
    inference(resolution,[],[f2283,f2774]) ).

fof(f26043,plain,
    ( always3(s449)
    | spl0_335
    | ~ spl0_2017 ),
    inference(resolution,[],[f2283,f15059]) ).

fof(f26044,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_335 ),
    inference(resolution,[],[f2283,f7295]) ).

fof(f26045,plain,
    ( spl0_1358
    | spl0_335
    | ~ spl0_2017 ),
    inference(avatar_split_clause,[],[f26043,f10755,f2281,f7303]) ).

fof(f26046,plain,
    ( until2p7(s331)
    | spl0_122
    | ~ spl0_457 ),
    inference(resolution,[],[f1431,f2774]) ).

fof(f26047,plain,
    ( always3(s449)
    | spl0_122
    | ~ spl0_1591 ),
    inference(resolution,[],[f1431,f19037]) ).

fof(f26048,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_122 ),
    inference(resolution,[],[f1431,f7295]) ).

fof(f26049,plain,
    ( spl0_1358
    | spl0_122
    | ~ spl0_1591 ),
    inference(avatar_split_clause,[],[f26047,f8838,f1429,f7303]) ).

fof(f26051,plain,
    ( until2p7(s119)
    | spl0_334
    | ~ spl0_457 ),
    inference(resolution,[],[f2279,f2774]) ).

fof(f26052,plain,
    ( always3(s449)
    | spl0_334
    | ~ spl0_2015 ),
    inference(resolution,[],[f2279,f15048]) ).

fof(f26053,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_334 ),
    inference(resolution,[],[f2279,f7295]) ).

fof(f26054,plain,
    ( spl0_1358
    | spl0_334
    | ~ spl0_2015 ),
    inference(avatar_split_clause,[],[f26052,f10746,f2277,f7303]) ).

fof(f26055,plain,
    ( until2p7(s330)
    | spl0_123
    | ~ spl0_457 ),
    inference(resolution,[],[f1435,f2774]) ).

fof(f26056,plain,
    ( always3(s449)
    | spl0_123
    | ~ spl0_1593 ),
    inference(resolution,[],[f1435,f18969]) ).

fof(f26057,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_123 ),
    inference(resolution,[],[f1435,f7295]) ).

fof(f26058,plain,
    ( spl0_1358
    | spl0_123
    | ~ spl0_1593 ),
    inference(avatar_split_clause,[],[f26056,f8847,f1433,f7303]) ).

fof(f26060,plain,
    ( until2p7(s120)
    | spl0_333
    | ~ spl0_457 ),
    inference(resolution,[],[f2275,f2774]) ).

fof(f26061,plain,
    ( always3(s449)
    | spl0_333
    | ~ spl0_2013 ),
    inference(resolution,[],[f2275,f15037]) ).

fof(f26062,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_333 ),
    inference(resolution,[],[f2275,f7295]) ).

fof(f26063,plain,
    ( spl0_1358
    | spl0_333
    | ~ spl0_2013 ),
    inference(avatar_split_clause,[],[f26061,f10737,f2273,f7303]) ).

fof(f26064,plain,
    ( until2p7(s329)
    | spl0_124
    | ~ spl0_457 ),
    inference(resolution,[],[f1439,f2774]) ).

fof(f26065,plain,
    ( always3(s449)
    | spl0_124
    | ~ spl0_1595 ),
    inference(resolution,[],[f1439,f19052]) ).

fof(f26066,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_124 ),
    inference(resolution,[],[f1439,f7295]) ).

fof(f26067,plain,
    ( spl0_1358
    | spl0_124
    | ~ spl0_1595 ),
    inference(avatar_split_clause,[],[f26065,f8856,f1437,f7303]) ).

fof(f26069,plain,
    ( until2p7(s121)
    | spl0_332
    | ~ spl0_457 ),
    inference(resolution,[],[f2271,f2774]) ).

fof(f26070,plain,
    ( always3(s449)
    | spl0_332
    | ~ spl0_2011 ),
    inference(resolution,[],[f2271,f15026]) ).

fof(f26071,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_332 ),
    inference(resolution,[],[f2271,f7295]) ).

fof(f26072,plain,
    ( spl0_1358
    | spl0_332
    | ~ spl0_2011 ),
    inference(avatar_split_clause,[],[f26070,f10728,f2269,f7303]) ).

fof(f26073,plain,
    ( until2p7(s328)
    | spl0_125
    | ~ spl0_457 ),
    inference(resolution,[],[f1443,f2774]) ).

fof(f26074,plain,
    ( always3(s449)
    | spl0_125
    | ~ spl0_1597 ),
    inference(resolution,[],[f1443,f18948]) ).

fof(f26075,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_125 ),
    inference(resolution,[],[f1443,f7295]) ).

fof(f26076,plain,
    ( spl0_1358
    | spl0_125
    | ~ spl0_1597 ),
    inference(avatar_split_clause,[],[f26074,f8865,f1441,f7303]) ).

fof(f26078,plain,
    ( until2p7(s122)
    | spl0_331
    | ~ spl0_457 ),
    inference(resolution,[],[f2267,f2774]) ).

fof(f26079,plain,
    ( always3(s449)
    | spl0_331
    | ~ spl0_2009 ),
    inference(resolution,[],[f2267,f15015]) ).

fof(f26080,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_331 ),
    inference(resolution,[],[f2267,f7295]) ).

fof(f26081,plain,
    ( spl0_1358
    | spl0_331
    | ~ spl0_2009 ),
    inference(avatar_split_clause,[],[f26079,f10719,f2265,f7303]) ).

fof(f26082,plain,
    ( until2p7(s327)
    | spl0_126
    | ~ spl0_457 ),
    inference(resolution,[],[f1447,f2774]) ).

fof(f26083,plain,
    ( always3(s449)
    | spl0_126
    | ~ spl0_1599 ),
    inference(resolution,[],[f1447,f18934]) ).

fof(f26084,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_126 ),
    inference(resolution,[],[f1447,f7295]) ).

fof(f26085,plain,
    ( spl0_1358
    | spl0_126
    | ~ spl0_1599 ),
    inference(avatar_split_clause,[],[f26083,f8874,f1445,f7303]) ).

fof(f26087,plain,
    ( until2p7(s123)
    | spl0_330
    | ~ spl0_457 ),
    inference(resolution,[],[f2263,f2774]) ).

fof(f26088,plain,
    ( always3(s449)
    | spl0_330
    | ~ spl0_2007 ),
    inference(resolution,[],[f2263,f15004]) ).

fof(f26089,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_330 ),
    inference(resolution,[],[f2263,f7295]) ).

fof(f26090,plain,
    ( spl0_1358
    | spl0_330
    | ~ spl0_2007 ),
    inference(avatar_split_clause,[],[f26088,f10710,f2261,f7303]) ).

fof(f26091,plain,
    ( until2p7(s326)
    | spl0_127
    | ~ spl0_457 ),
    inference(resolution,[],[f1451,f2774]) ).

fof(f26092,plain,
    ( always3(s449)
    | spl0_127
    | ~ spl0_1601 ),
    inference(resolution,[],[f1451,f19065]) ).

fof(f26093,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_127 ),
    inference(resolution,[],[f1451,f7295]) ).

fof(f26094,plain,
    ( spl0_1358
    | spl0_127
    | ~ spl0_1601 ),
    inference(avatar_split_clause,[],[f26092,f8883,f1449,f7303]) ).

fof(f26096,plain,
    ( until2p7(s124)
    | spl0_329
    | ~ spl0_457 ),
    inference(resolution,[],[f2259,f2774]) ).

fof(f26097,plain,
    ( always3(s449)
    | spl0_329
    | ~ spl0_2005 ),
    inference(resolution,[],[f2259,f14992]) ).

fof(f26098,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_329 ),
    inference(resolution,[],[f2259,f7295]) ).

fof(f26099,plain,
    ( spl0_1358
    | spl0_329
    | ~ spl0_2005 ),
    inference(avatar_split_clause,[],[f26097,f10701,f2257,f7303]) ).

fof(f26100,plain,
    ( until2p7(s325)
    | spl0_128
    | ~ spl0_457 ),
    inference(resolution,[],[f1455,f2774]) ).

fof(f26101,plain,
    ( always3(s449)
    | spl0_128
    | ~ spl0_1603 ),
    inference(resolution,[],[f1455,f19076]) ).

fof(f26102,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_128 ),
    inference(resolution,[],[f1455,f7295]) ).

fof(f26103,plain,
    ( spl0_1358
    | spl0_128
    | ~ spl0_1603 ),
    inference(avatar_split_clause,[],[f26101,f8892,f1453,f7303]) ).

fof(f26105,plain,
    ( until2p7(s125)
    | spl0_328
    | ~ spl0_457 ),
    inference(resolution,[],[f2255,f2774]) ).

fof(f26106,plain,
    ( always3(s449)
    | spl0_328
    | ~ spl0_2003 ),
    inference(resolution,[],[f2255,f15262]) ).

fof(f26107,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_328 ),
    inference(resolution,[],[f2255,f7295]) ).

fof(f26108,plain,
    ( spl0_1358
    | spl0_328
    | ~ spl0_2003 ),
    inference(avatar_split_clause,[],[f26106,f10692,f2253,f7303]) ).

fof(f26109,plain,
    ( until2p7(s324)
    | spl0_129
    | ~ spl0_457 ),
    inference(resolution,[],[f1459,f2774]) ).

fof(f26110,plain,
    ( always3(s449)
    | spl0_129
    | ~ spl0_1605 ),
    inference(resolution,[],[f1459,f18908]) ).

fof(f26111,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_129 ),
    inference(resolution,[],[f1459,f7295]) ).

fof(f26112,plain,
    ( spl0_1358
    | spl0_129
    | ~ spl0_1605 ),
    inference(avatar_split_clause,[],[f26110,f8901,f1457,f7303]) ).

fof(f26114,plain,
    ( until2p7(s126)
    | spl0_327
    | ~ spl0_457 ),
    inference(resolution,[],[f2251,f2774]) ).

fof(f26115,plain,
    ( always3(s449)
    | spl0_327
    | ~ spl0_2001 ),
    inference(resolution,[],[f2251,f15251]) ).

fof(f26116,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_327 ),
    inference(resolution,[],[f2251,f7295]) ).

fof(f26117,plain,
    ( spl0_1358
    | spl0_327
    | ~ spl0_2001 ),
    inference(avatar_split_clause,[],[f26115,f10683,f2249,f7303]) ).

fof(f26118,plain,
    ( until2p7(s323)
    | spl0_130
    | ~ spl0_457 ),
    inference(resolution,[],[f1463,f2774]) ).

fof(f26119,plain,
    ( always3(s449)
    | spl0_130
    | ~ spl0_1607 ),
    inference(resolution,[],[f1463,f18900]) ).

fof(f26120,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_130 ),
    inference(resolution,[],[f1463,f7295]) ).

fof(f26121,plain,
    ( spl0_1358
    | spl0_130
    | ~ spl0_1607 ),
    inference(avatar_split_clause,[],[f26119,f8910,f1461,f7303]) ).

fof(f26123,plain,
    ( until2p7(s127)
    | spl0_326
    | ~ spl0_457 ),
    inference(resolution,[],[f2247,f2774]) ).

fof(f26124,plain,
    ( always3(s449)
    | spl0_326
    | ~ spl0_1999 ),
    inference(resolution,[],[f2247,f15240]) ).

fof(f26125,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_326 ),
    inference(resolution,[],[f2247,f7295]) ).

fof(f26126,plain,
    ( spl0_1358
    | spl0_326
    | ~ spl0_1999 ),
    inference(avatar_split_clause,[],[f26124,f10674,f2245,f7303]) ).

fof(f26127,plain,
    ( until2p7(s322)
    | spl0_131
    | ~ spl0_457 ),
    inference(resolution,[],[f1467,f2774]) ).

fof(f26128,plain,
    ( always3(s449)
    | spl0_131
    | ~ spl0_1609 ),
    inference(resolution,[],[f1467,f18847]) ).

fof(f26129,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_131 ),
    inference(resolution,[],[f1467,f7295]) ).

fof(f26130,plain,
    ( spl0_1358
    | spl0_131
    | ~ spl0_1609 ),
    inference(avatar_split_clause,[],[f26128,f8919,f1465,f7303]) ).

fof(f26132,plain,
    ( until2p7(s128)
    | spl0_325
    | ~ spl0_457 ),
    inference(resolution,[],[f2243,f2774]) ).

fof(f26133,plain,
    ( always3(s449)
    | spl0_325
    | ~ spl0_1997 ),
    inference(resolution,[],[f2243,f15229]) ).

fof(f26134,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_325 ),
    inference(resolution,[],[f2243,f7295]) ).

fof(f26135,plain,
    ( spl0_1358
    | spl0_325
    | ~ spl0_1997 ),
    inference(avatar_split_clause,[],[f26133,f10665,f2241,f7303]) ).

fof(f26136,plain,
    ( until2p7(s321)
    | spl0_132
    | ~ spl0_457 ),
    inference(resolution,[],[f1471,f2774]) ).

fof(f26137,plain,
    ( always3(s449)
    | spl0_132
    | ~ spl0_1611 ),
    inference(resolution,[],[f1471,f18820]) ).

fof(f26138,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_132 ),
    inference(resolution,[],[f1471,f7295]) ).

fof(f26139,plain,
    ( spl0_1358
    | spl0_132
    | ~ spl0_1611 ),
    inference(avatar_split_clause,[],[f26137,f8928,f1469,f7303]) ).

fof(f26141,plain,
    ( until2p7(s129)
    | spl0_324
    | ~ spl0_457 ),
    inference(resolution,[],[f2239,f2774]) ).

fof(f26142,plain,
    ( always3(s449)
    | spl0_324
    | ~ spl0_1995 ),
    inference(resolution,[],[f2239,f15218]) ).

fof(f26143,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_324 ),
    inference(resolution,[],[f2239,f7295]) ).

fof(f26144,plain,
    ( spl0_1358
    | spl0_324
    | ~ spl0_1995 ),
    inference(avatar_split_clause,[],[f26142,f10656,f2237,f7303]) ).

fof(f26145,plain,
    ( until2p7(s320)
    | spl0_133
    | ~ spl0_457 ),
    inference(resolution,[],[f1475,f2774]) ).

fof(f26146,plain,
    ( always3(s449)
    | spl0_133
    | ~ spl0_1613 ),
    inference(resolution,[],[f1475,f18805]) ).

fof(f26147,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_133 ),
    inference(resolution,[],[f1475,f7295]) ).

fof(f26148,plain,
    ( spl0_1358
    | spl0_133
    | ~ spl0_1613 ),
    inference(avatar_split_clause,[],[f26146,f8937,f1473,f7303]) ).

fof(f26150,plain,
    ( until2p7(s130)
    | spl0_323
    | ~ spl0_457 ),
    inference(resolution,[],[f2235,f2774]) ).

fof(f26151,plain,
    ( always3(s449)
    | spl0_323
    | ~ spl0_1993 ),
    inference(resolution,[],[f2235,f15206]) ).

fof(f26152,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_323 ),
    inference(resolution,[],[f2235,f7295]) ).

fof(f26153,plain,
    ( spl0_1358
    | spl0_323
    | ~ spl0_1993 ),
    inference(avatar_split_clause,[],[f26151,f10647,f2233,f7303]) ).

fof(f26154,plain,
    ( until2p7(s319)
    | spl0_134
    | ~ spl0_457 ),
    inference(resolution,[],[f1479,f2774]) ).

fof(f26155,plain,
    ( always3(s449)
    | spl0_134
    | ~ spl0_1615 ),
    inference(resolution,[],[f1479,f18790]) ).

fof(f26156,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_134 ),
    inference(resolution,[],[f1479,f7295]) ).

fof(f26157,plain,
    ( spl0_1358
    | spl0_134
    | ~ spl0_1615 ),
    inference(avatar_split_clause,[],[f26155,f8946,f1477,f7303]) ).

fof(f26159,plain,
    ( until2p7(s131)
    | spl0_322
    | ~ spl0_457 ),
    inference(resolution,[],[f2231,f2774]) ).

fof(f26160,plain,
    ( always3(s449)
    | spl0_322
    | ~ spl0_1991 ),
    inference(resolution,[],[f2231,f15344]) ).

fof(f26161,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_322 ),
    inference(resolution,[],[f2231,f7295]) ).

fof(f26162,plain,
    ( spl0_1358
    | spl0_322
    | ~ spl0_1991 ),
    inference(avatar_split_clause,[],[f26160,f10638,f2229,f7303]) ).

fof(f26163,plain,
    ( until2p7(s318)
    | spl0_135
    | ~ spl0_457 ),
    inference(resolution,[],[f1483,f2774]) ).

fof(f26164,plain,
    ( always3(s449)
    | spl0_135
    | ~ spl0_1617 ),
    inference(resolution,[],[f1483,f18864]) ).

fof(f26165,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_135 ),
    inference(resolution,[],[f1483,f7295]) ).

fof(f26166,plain,
    ( spl0_1358
    | spl0_135
    | ~ spl0_1617 ),
    inference(avatar_split_clause,[],[f26164,f8955,f1481,f7303]) ).

fof(f26168,plain,
    ( until2p7(s132)
    | spl0_321
    | ~ spl0_457 ),
    inference(resolution,[],[f2227,f2774]) ).

fof(f26169,plain,
    ( always3(s449)
    | spl0_321
    | ~ spl0_1989 ),
    inference(resolution,[],[f2227,f15333]) ).

fof(f26170,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_321 ),
    inference(resolution,[],[f2227,f7295]) ).

fof(f26171,plain,
    ( spl0_1358
    | spl0_321
    | ~ spl0_1989 ),
    inference(avatar_split_clause,[],[f26169,f10629,f2225,f7303]) ).

fof(f26172,plain,
    ( until2p7(s317)
    | spl0_136
    | ~ spl0_457 ),
    inference(resolution,[],[f1487,f2774]) ).

fof(f26173,plain,
    ( always3(s449)
    | spl0_136
    | ~ spl0_1619 ),
    inference(resolution,[],[f1487,f18771]) ).

fof(f26174,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_136 ),
    inference(resolution,[],[f1487,f7295]) ).

fof(f26175,plain,
    ( spl0_1358
    | spl0_136
    | ~ spl0_1619 ),
    inference(avatar_split_clause,[],[f26173,f8964,f1485,f7303]) ).

fof(f26177,plain,
    ( until2p7(s133)
    | spl0_320
    | ~ spl0_457 ),
    inference(resolution,[],[f2223,f2774]) ).

fof(f26178,plain,
    ( always3(s449)
    | spl0_320
    | ~ spl0_1987 ),
    inference(resolution,[],[f2223,f15322]) ).

fof(f26179,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_320 ),
    inference(resolution,[],[f2223,f7295]) ).

fof(f26180,plain,
    ( spl0_1358
    | spl0_320
    | ~ spl0_1987 ),
    inference(avatar_split_clause,[],[f26178,f10620,f2221,f7303]) ).

fof(f26181,plain,
    ( until2p7(s316)
    | spl0_137
    | ~ spl0_457 ),
    inference(resolution,[],[f1491,f2774]) ).

fof(f26182,plain,
    ( always3(s449)
    | spl0_137
    | ~ spl0_1621 ),
    inference(resolution,[],[f1491,f18758]) ).

fof(f26183,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_137 ),
    inference(resolution,[],[f1491,f7295]) ).

fof(f26184,plain,
    ( spl0_1358
    | spl0_137
    | ~ spl0_1621 ),
    inference(avatar_split_clause,[],[f26182,f8973,f1489,f7303]) ).

fof(f26186,plain,
    ( until2p7(s134)
    | spl0_319
    | ~ spl0_457 ),
    inference(resolution,[],[f2219,f2774]) ).

fof(f26187,plain,
    ( always3(s449)
    | spl0_319
    | ~ spl0_1985 ),
    inference(resolution,[],[f2219,f15310]) ).

fof(f26188,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_319 ),
    inference(resolution,[],[f2219,f7295]) ).

fof(f26189,plain,
    ( spl0_1358
    | spl0_319
    | ~ spl0_1985 ),
    inference(avatar_split_clause,[],[f26187,f10611,f2217,f7303]) ).

fof(f26190,plain,
    ( until2p7(s315)
    | spl0_138
    | ~ spl0_457 ),
    inference(resolution,[],[f1495,f2774]) ).

fof(f26191,plain,
    ( always3(s449)
    | spl0_138
    | ~ spl0_1623 ),
    inference(resolution,[],[f1495,f18745]) ).

fof(f26192,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_138 ),
    inference(resolution,[],[f1495,f7295]) ).

fof(f26193,plain,
    ( spl0_1358
    | spl0_138
    | ~ spl0_1623 ),
    inference(avatar_split_clause,[],[f26191,f8982,f1493,f7303]) ).

fof(f26195,plain,
    ( until2p7(s135)
    | spl0_318
    | ~ spl0_457 ),
    inference(resolution,[],[f2215,f2774]) ).

fof(f26196,plain,
    ( always3(s449)
    | spl0_318
    | ~ spl0_1983 ),
    inference(resolution,[],[f2215,f15488]) ).

fof(f26197,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_318 ),
    inference(resolution,[],[f2215,f7295]) ).

fof(f26198,plain,
    ( spl0_1358
    | spl0_318
    | ~ spl0_1983 ),
    inference(avatar_split_clause,[],[f26196,f10602,f2213,f7303]) ).

fof(f26199,plain,
    ( until2p7(s314)
    | spl0_139
    | ~ spl0_457 ),
    inference(resolution,[],[f1499,f2774]) ).

fof(f26200,plain,
    ( always3(s449)
    | spl0_139
    | ~ spl0_1625 ),
    inference(resolution,[],[f1499,f18732]) ).

fof(f26201,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_139 ),
    inference(resolution,[],[f1499,f7295]) ).

fof(f26202,plain,
    ( spl0_1358
    | spl0_139
    | ~ spl0_1625 ),
    inference(avatar_split_clause,[],[f26200,f8991,f1497,f7303]) ).

fof(f26204,plain,
    ( until2p7(s136)
    | spl0_317
    | ~ spl0_457 ),
    inference(resolution,[],[f2211,f2774]) ).

fof(f26205,plain,
    ( always3(s449)
    | spl0_317
    | ~ spl0_1981 ),
    inference(resolution,[],[f2211,f15477]) ).

fof(f26206,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_317 ),
    inference(resolution,[],[f2211,f7295]) ).

fof(f26207,plain,
    ( spl0_1358
    | spl0_317
    | ~ spl0_1981 ),
    inference(avatar_split_clause,[],[f26205,f10593,f2209,f7303]) ).

fof(f26208,plain,
    ( until2p7(s313)
    | spl0_140
    | ~ spl0_457 ),
    inference(resolution,[],[f1503,f2774]) ).

fof(f26209,plain,
    ( always3(s449)
    | spl0_140
    | ~ spl0_1627 ),
    inference(resolution,[],[f1503,f19104]) ).

fof(f26210,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_140 ),
    inference(resolution,[],[f1503,f7295]) ).

fof(f26211,plain,
    ( spl0_1358
    | spl0_140
    | ~ spl0_1627 ),
    inference(avatar_split_clause,[],[f26209,f9000,f1501,f7303]) ).

fof(f26213,plain,
    ( until2p7(s137)
    | spl0_316
    | ~ spl0_457 ),
    inference(resolution,[],[f2207,f2774]) ).

fof(f26214,plain,
    ( always3(s449)
    | spl0_316
    | ~ spl0_1979 ),
    inference(resolution,[],[f2207,f15466]) ).

fof(f26215,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_316 ),
    inference(resolution,[],[f2207,f7295]) ).

fof(f26216,plain,
    ( spl0_1358
    | spl0_316
    | ~ spl0_1979 ),
    inference(avatar_split_clause,[],[f26214,f10584,f2205,f7303]) ).

fof(f26217,plain,
    ( until2p7(s312)
    | spl0_141
    | ~ spl0_457 ),
    inference(resolution,[],[f1507,f2774]) ).

fof(f26218,plain,
    ( always3(s449)
    | spl0_141
    | ~ spl0_1629 ),
    inference(resolution,[],[f1507,f19115]) ).

fof(f26219,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_141 ),
    inference(resolution,[],[f1507,f7295]) ).

fof(f26220,plain,
    ( spl0_1358
    | spl0_141
    | ~ spl0_1629 ),
    inference(avatar_split_clause,[],[f26218,f9009,f1505,f7303]) ).

fof(f26222,plain,
    ( until2p7(s138)
    | spl0_315
    | ~ spl0_457 ),
    inference(resolution,[],[f2203,f2774]) ).

fof(f26223,plain,
    ( always3(s449)
    | spl0_315
    | ~ spl0_1977 ),
    inference(resolution,[],[f2203,f15455]) ).

fof(f26224,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_315 ),
    inference(resolution,[],[f2203,f7295]) ).

fof(f26225,plain,
    ( spl0_1358
    | spl0_315
    | ~ spl0_1977 ),
    inference(avatar_split_clause,[],[f26223,f10575,f2201,f7303]) ).

fof(f26226,plain,
    ( until2p7(s311)
    | spl0_142
    | ~ spl0_457 ),
    inference(resolution,[],[f1511,f2774]) ).

fof(f26227,plain,
    ( always3(s449)
    | spl0_142
    | ~ spl0_1631 ),
    inference(resolution,[],[f1511,f18707]) ).

fof(f26228,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_142 ),
    inference(resolution,[],[f1511,f7295]) ).

fof(f26229,plain,
    ( spl0_1358
    | spl0_142
    | ~ spl0_1631 ),
    inference(avatar_split_clause,[],[f26227,f9018,f1509,f7303]) ).

fof(f26231,plain,
    ( until2p7(s139)
    | spl0_314
    | ~ spl0_457 ),
    inference(resolution,[],[f2199,f2774]) ).

fof(f26232,plain,
    ( always3(s449)
    | spl0_314
    | ~ spl0_1975 ),
    inference(resolution,[],[f2199,f15444]) ).

fof(f26233,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_314 ),
    inference(resolution,[],[f2199,f7295]) ).

fof(f26234,plain,
    ( spl0_1358
    | spl0_314
    | ~ spl0_1975 ),
    inference(avatar_split_clause,[],[f26232,f10566,f2197,f7303]) ).

fof(f26235,plain,
    ( until2p7(s310)
    | spl0_143
    | ~ spl0_457 ),
    inference(resolution,[],[f1515,f2774]) ).

fof(f26236,plain,
    ( always3(s449)
    | spl0_143
    | ~ spl0_1633 ),
    inference(resolution,[],[f1515,f19130]) ).

fof(f26237,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_143 ),
    inference(resolution,[],[f1515,f7295]) ).

fof(f26238,plain,
    ( spl0_1358
    | spl0_143
    | ~ spl0_1633 ),
    inference(avatar_split_clause,[],[f26236,f9027,f1513,f7303]) ).

fof(f26240,plain,
    ( until2p7(s140)
    | spl0_313
    | ~ spl0_457 ),
    inference(resolution,[],[f2195,f2774]) ).

fof(f26241,plain,
    ( always3(s449)
    | spl0_313
    | ~ spl0_1973 ),
    inference(resolution,[],[f2195,f15433]) ).

fof(f26242,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_313 ),
    inference(resolution,[],[f2195,f7295]) ).

fof(f26243,plain,
    ( spl0_1358
    | spl0_313
    | ~ spl0_1973 ),
    inference(avatar_split_clause,[],[f26241,f10557,f2193,f7303]) ).

fof(f26244,plain,
    ( until2p7(s309)
    | spl0_144
    | ~ spl0_457 ),
    inference(resolution,[],[f1519,f2774]) ).

fof(f26245,plain,
    ( always3(s449)
    | spl0_144
    | ~ spl0_1635 ),
    inference(resolution,[],[f1519,f18694]) ).

fof(f26246,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_144 ),
    inference(resolution,[],[f1519,f7295]) ).

fof(f26247,plain,
    ( spl0_1358
    | spl0_144
    | ~ spl0_1635 ),
    inference(avatar_split_clause,[],[f26245,f9036,f1517,f7303]) ).

fof(f26249,plain,
    ( until2p7(s141)
    | spl0_312
    | ~ spl0_457 ),
    inference(resolution,[],[f2191,f2774]) ).

fof(f26250,plain,
    ( always3(s449)
    | spl0_312
    | ~ spl0_1971 ),
    inference(resolution,[],[f2191,f15422]) ).

fof(f26251,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_312 ),
    inference(resolution,[],[f2191,f7295]) ).

fof(f26252,plain,
    ( spl0_1358
    | spl0_312
    | ~ spl0_1971 ),
    inference(avatar_split_clause,[],[f26250,f10548,f2189,f7303]) ).

fof(f26253,plain,
    ( until2p7(s308)
    | spl0_145
    | ~ spl0_457 ),
    inference(resolution,[],[f1523,f2774]) ).

fof(f26254,plain,
    ( always3(s449)
    | spl0_145
    | ~ spl0_1637 ),
    inference(resolution,[],[f1523,f18668]) ).

fof(f26255,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_145 ),
    inference(resolution,[],[f1523,f7295]) ).

fof(f26256,plain,
    ( spl0_1358
    | spl0_145
    | ~ spl0_1637 ),
    inference(avatar_split_clause,[],[f26254,f9045,f1521,f7303]) ).

fof(f26258,plain,
    ( until2p7(s142)
    | spl0_311
    | ~ spl0_457 ),
    inference(resolution,[],[f2187,f2774]) ).

fof(f26259,plain,
    ( always3(s449)
    | spl0_311
    | ~ spl0_1969 ),
    inference(resolution,[],[f2187,f15410]) ).

fof(f26260,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_311 ),
    inference(resolution,[],[f2187,f7295]) ).

fof(f26261,plain,
    ( spl0_1358
    | spl0_311
    | ~ spl0_1969 ),
    inference(avatar_split_clause,[],[f26259,f10539,f2185,f7303]) ).

fof(f26262,plain,
    ( until2p7(s307)
    | spl0_146
    | ~ spl0_457 ),
    inference(resolution,[],[f1527,f2774]) ).

fof(f26263,plain,
    ( always3(s449)
    | spl0_146
    | ~ spl0_1639 ),
    inference(resolution,[],[f1527,f18646]) ).

fof(f26264,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_146 ),
    inference(resolution,[],[f1527,f7295]) ).

fof(f26265,plain,
    ( spl0_1358
    | spl0_146
    | ~ spl0_1639 ),
    inference(avatar_split_clause,[],[f26263,f9054,f1525,f7303]) ).

fof(f26267,plain,
    ( until2p7(s143)
    | spl0_310
    | ~ spl0_457 ),
    inference(resolution,[],[f2183,f2774]) ).

fof(f26268,plain,
    ( always3(s449)
    | spl0_310
    | ~ spl0_1967 ),
    inference(resolution,[],[f2183,f15542]) ).

fof(f26269,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_310 ),
    inference(resolution,[],[f2183,f7295]) ).

fof(f26270,plain,
    ( spl0_1358
    | spl0_310
    | ~ spl0_1967 ),
    inference(avatar_split_clause,[],[f26268,f10530,f2181,f7303]) ).

fof(f26271,plain,
    ( until2p7(s306)
    | spl0_147
    | ~ spl0_457 ),
    inference(resolution,[],[f1531,f2774]) ).

fof(f26272,plain,
    ( always3(s449)
    | spl0_147
    | ~ spl0_1641 ),
    inference(resolution,[],[f1531,f18657]) ).

fof(f26273,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_147 ),
    inference(resolution,[],[f1531,f7295]) ).

fof(f26274,plain,
    ( spl0_1358
    | spl0_147
    | ~ spl0_1641 ),
    inference(avatar_split_clause,[],[f26272,f9063,f1529,f7303]) ).

fof(f26276,plain,
    ( until2p7(s144)
    | spl0_309
    | ~ spl0_457 ),
    inference(resolution,[],[f2179,f2774]) ).

fof(f26277,plain,
    ( always3(s449)
    | spl0_309
    | ~ spl0_1965 ),
    inference(resolution,[],[f2179,f15530]) ).

fof(f26278,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_309 ),
    inference(resolution,[],[f2179,f7295]) ).

fof(f26279,plain,
    ( spl0_1358
    | spl0_309
    | ~ spl0_1965 ),
    inference(avatar_split_clause,[],[f26277,f10521,f2177,f7303]) ).

fof(f26280,plain,
    ( until2p7(s305)
    | spl0_148
    | ~ spl0_457 ),
    inference(resolution,[],[f1535,f2774]) ).

fof(f26281,plain,
    ( always3(s449)
    | spl0_148
    | ~ spl0_1643 ),
    inference(resolution,[],[f1535,f18615]) ).

fof(f26282,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_148 ),
    inference(resolution,[],[f1535,f7295]) ).

fof(f26283,plain,
    ( spl0_1358
    | spl0_148
    | ~ spl0_1643 ),
    inference(avatar_split_clause,[],[f26281,f9072,f1533,f7303]) ).

fof(f26285,plain,
    ( until2p7(s145)
    | spl0_308
    | ~ spl0_457 ),
    inference(resolution,[],[f2175,f2774]) ).

fof(f26286,plain,
    ( always3(s449)
    | spl0_308
    | ~ spl0_1963 ),
    inference(resolution,[],[f2175,f15663]) ).

fof(f26287,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_308 ),
    inference(resolution,[],[f2175,f7295]) ).

fof(f26288,plain,
    ( spl0_1358
    | spl0_308
    | ~ spl0_1963 ),
    inference(avatar_split_clause,[],[f26286,f10512,f2173,f7303]) ).

fof(f26289,plain,
    ( until2p7(s304)
    | spl0_149
    | ~ spl0_457 ),
    inference(resolution,[],[f1539,f2774]) ).

fof(f26290,plain,
    ( always3(s449)
    | spl0_149
    | ~ spl0_1645 ),
    inference(resolution,[],[f1539,f18602]) ).

fof(f26291,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_149 ),
    inference(resolution,[],[f1539,f7295]) ).

fof(f26292,plain,
    ( spl0_1358
    | spl0_149
    | ~ spl0_1645 ),
    inference(avatar_split_clause,[],[f26290,f9081,f1537,f7303]) ).

fof(f26294,plain,
    ( until2p7(s146)
    | spl0_307
    | ~ spl0_457 ),
    inference(resolution,[],[f2171,f2774]) ).

fof(f26295,plain,
    ( always3(s449)
    | spl0_307
    | ~ spl0_1961 ),
    inference(resolution,[],[f2171,f15652]) ).

fof(f26296,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_307 ),
    inference(resolution,[],[f2171,f7295]) ).

fof(f26297,plain,
    ( spl0_1358
    | spl0_307
    | ~ spl0_1961 ),
    inference(avatar_split_clause,[],[f26295,f10503,f2169,f7303]) ).

fof(f26298,plain,
    ( until2p7(s303)
    | spl0_150
    | ~ spl0_457 ),
    inference(resolution,[],[f1543,f2774]) ).

fof(f26299,plain,
    ( always3(s449)
    | spl0_150
    | ~ spl0_1647 ),
    inference(resolution,[],[f1543,f19161]) ).

fof(f26300,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_150 ),
    inference(resolution,[],[f1543,f7295]) ).

fof(f26301,plain,
    ( spl0_1358
    | spl0_150
    | ~ spl0_1647 ),
    inference(avatar_split_clause,[],[f26299,f9090,f1541,f7303]) ).

fof(f26303,plain,
    ( until2p7(s147)
    | spl0_306
    | ~ spl0_457 ),
    inference(resolution,[],[f2167,f2774]) ).

fof(f26304,plain,
    ( always3(s449)
    | spl0_306
    | ~ spl0_1959 ),
    inference(resolution,[],[f2167,f15641]) ).

fof(f26305,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_306 ),
    inference(resolution,[],[f2167,f7295]) ).

fof(f26306,plain,
    ( spl0_1358
    | spl0_306
    | ~ spl0_1959 ),
    inference(avatar_split_clause,[],[f26304,f10494,f2165,f7303]) ).

fof(f26307,plain,
    ( until2p7(s302)
    | spl0_151
    | ~ spl0_457 ),
    inference(resolution,[],[f1547,f2774]) ).

fof(f26308,plain,
    ( always3(s449)
    | spl0_151
    | ~ spl0_1649 ),
    inference(resolution,[],[f1547,f19153]) ).

fof(f26309,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_151 ),
    inference(resolution,[],[f1547,f7295]) ).

fof(f26310,plain,
    ( spl0_1358
    | spl0_151
    | ~ spl0_1649 ),
    inference(avatar_split_clause,[],[f26308,f9099,f1545,f7303]) ).

fof(f26312,plain,
    ( until2p7(s148)
    | spl0_305
    | ~ spl0_457 ),
    inference(resolution,[],[f2163,f2774]) ).

fof(f26313,plain,
    ( always3(s449)
    | spl0_305
    | ~ spl0_1957 ),
    inference(resolution,[],[f2163,f15630]) ).

fof(f26314,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_305 ),
    inference(resolution,[],[f2163,f7295]) ).

fof(f26315,plain,
    ( spl0_1358
    | spl0_305
    | ~ spl0_1957 ),
    inference(avatar_split_clause,[],[f26313,f10485,f2161,f7303]) ).

fof(f26316,plain,
    ( until2p7(s301)
    | spl0_152
    | ~ spl0_457 ),
    inference(resolution,[],[f1551,f2774]) ).

fof(f26317,plain,
    ( always3(s449)
    | spl0_152
    | ~ spl0_1651 ),
    inference(resolution,[],[f1551,f18575]) ).

fof(f26318,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_152 ),
    inference(resolution,[],[f1551,f7295]) ).

fof(f26319,plain,
    ( spl0_1358
    | spl0_152
    | ~ spl0_1651 ),
    inference(avatar_split_clause,[],[f26317,f9108,f1549,f7303]) ).

fof(f26321,plain,
    ( until2p7(s149)
    | spl0_304
    | ~ spl0_457 ),
    inference(resolution,[],[f2159,f2774]) ).

fof(f26322,plain,
    ( always3(s449)
    | spl0_304
    | ~ spl0_1955 ),
    inference(resolution,[],[f2159,f15619]) ).

fof(f26323,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_304 ),
    inference(resolution,[],[f2159,f7295]) ).

fof(f26324,plain,
    ( spl0_1358
    | spl0_304
    | ~ spl0_1955 ),
    inference(avatar_split_clause,[],[f26322,f10476,f2157,f7303]) ).

fof(f26325,plain,
    ( until2p7(s300)
    | spl0_153
    | ~ spl0_457 ),
    inference(resolution,[],[f1555,f2774]) ).

fof(f26326,plain,
    ( always3(s449)
    | spl0_153
    | ~ spl0_1653 ),
    inference(resolution,[],[f1555,f18560]) ).

fof(f26327,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_153 ),
    inference(resolution,[],[f1555,f7295]) ).

fof(f26328,plain,
    ( spl0_1358
    | spl0_153
    | ~ spl0_1653 ),
    inference(avatar_split_clause,[],[f26326,f9117,f1553,f7303]) ).

fof(f26330,plain,
    ( until2p7(s150)
    | spl0_303
    | ~ spl0_457 ),
    inference(resolution,[],[f2155,f2774]) ).

fof(f26331,plain,
    ( always3(s449)
    | spl0_303
    | ~ spl0_1953 ),
    inference(resolution,[],[f2155,f15608]) ).

fof(f26332,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_303 ),
    inference(resolution,[],[f2155,f7295]) ).

fof(f26333,plain,
    ( spl0_1358
    | spl0_303
    | ~ spl0_1953 ),
    inference(avatar_split_clause,[],[f26331,f10467,f2153,f7303]) ).

fof(f26334,plain,
    ( until2p7(s299)
    | spl0_154
    | ~ spl0_457 ),
    inference(resolution,[],[f1559,f2774]) ).

fof(f26335,plain,
    ( always3(s449)
    | spl0_154
    | ~ spl0_1655 ),
    inference(resolution,[],[f1559,f18547]) ).

fof(f26336,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_154 ),
    inference(resolution,[],[f1559,f7295]) ).

fof(f26337,plain,
    ( spl0_1358
    | spl0_154
    | ~ spl0_1655 ),
    inference(avatar_split_clause,[],[f26335,f9126,f1557,f7303]) ).

fof(f26339,plain,
    ( until2p7(s151)
    | spl0_302
    | ~ spl0_457 ),
    inference(resolution,[],[f2151,f2774]) ).

fof(f26340,plain,
    ( always3(s449)
    | spl0_302
    | ~ spl0_1951 ),
    inference(resolution,[],[f2151,f15596]) ).

fof(f26341,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_302 ),
    inference(resolution,[],[f2151,f7295]) ).

fof(f26342,plain,
    ( spl0_1358
    | spl0_302
    | ~ spl0_1951 ),
    inference(avatar_split_clause,[],[f26340,f10458,f2149,f7303]) ).

fof(f26343,plain,
    ( until2p7(s298)
    | spl0_155
    | ~ spl0_457 ),
    inference(resolution,[],[f1563,f2774]) ).

fof(f26344,plain,
    ( always3(s449)
    | spl0_155
    | ~ spl0_1657 ),
    inference(resolution,[],[f1563,f18534]) ).

fof(f26345,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_155 ),
    inference(resolution,[],[f1563,f7295]) ).

fof(f26346,plain,
    ( spl0_1358
    | spl0_155
    | ~ spl0_1657 ),
    inference(avatar_split_clause,[],[f26344,f9135,f1561,f7303]) ).

fof(f26348,plain,
    ( until2p7(s152)
    | spl0_301
    | ~ spl0_457 ),
    inference(resolution,[],[f2147,f2774]) ).

fof(f26349,plain,
    ( always3(s449)
    | spl0_301
    | ~ spl0_1949 ),
    inference(resolution,[],[f2147,f15799]) ).

fof(f26350,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_301 ),
    inference(resolution,[],[f2147,f7295]) ).

fof(f26351,plain,
    ( spl0_1358
    | spl0_301
    | ~ spl0_1949 ),
    inference(avatar_split_clause,[],[f26349,f10449,f2145,f7303]) ).

fof(f26352,plain,
    ( until2p7(s297)
    | spl0_156
    | ~ spl0_457 ),
    inference(resolution,[],[f1567,f2774]) ).

fof(f26353,plain,
    ( always3(s449)
    | spl0_156
    | ~ spl0_1659 ),
    inference(resolution,[],[f1567,f18521]) ).

fof(f26354,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_156 ),
    inference(resolution,[],[f1567,f7295]) ).

fof(f26355,plain,
    ( spl0_1358
    | spl0_156
    | ~ spl0_1659 ),
    inference(avatar_split_clause,[],[f26353,f9144,f1565,f7303]) ).

fof(f26357,plain,
    ( until2p7(s153)
    | spl0_300
    | ~ spl0_457 ),
    inference(resolution,[],[f2143,f2774]) ).

fof(f26358,plain,
    ( always3(s449)
    | spl0_300
    | ~ spl0_1947 ),
    inference(resolution,[],[f2143,f15788]) ).

fof(f26359,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_300 ),
    inference(resolution,[],[f2143,f7295]) ).

fof(f26360,plain,
    ( spl0_1358
    | spl0_300
    | ~ spl0_1947 ),
    inference(avatar_split_clause,[],[f26358,f10440,f2141,f7303]) ).

fof(f26361,plain,
    ( until2p7(s296)
    | spl0_157
    | ~ spl0_457 ),
    inference(resolution,[],[f1571,f2774]) ).

fof(f26362,plain,
    ( always3(s449)
    | spl0_157
    | ~ spl0_1661 ),
    inference(resolution,[],[f1571,f19189]) ).

fof(f26363,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_157 ),
    inference(resolution,[],[f1571,f7295]) ).

fof(f26364,plain,
    ( spl0_1358
    | spl0_157
    | ~ spl0_1661 ),
    inference(avatar_split_clause,[],[f26362,f9153,f1569,f7303]) ).

fof(f26366,plain,
    ( until2p7(s154)
    | spl0_299
    | ~ spl0_457 ),
    inference(resolution,[],[f2139,f2774]) ).

fof(f26367,plain,
    ( always3(s449)
    | spl0_299
    | ~ spl0_1945 ),
    inference(resolution,[],[f2139,f15777]) ).

fof(f26368,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_299 ),
    inference(resolution,[],[f2139,f7295]) ).

fof(f26369,plain,
    ( spl0_1358
    | spl0_299
    | ~ spl0_1945 ),
    inference(avatar_split_clause,[],[f26367,f10431,f2137,f7303]) ).

fof(f26370,plain,
    ( until2p7(s295)
    | spl0_158
    | ~ spl0_457 ),
    inference(resolution,[],[f1575,f2774]) ).

fof(f26371,plain,
    ( always3(s449)
    | spl0_158
    | ~ spl0_1663 ),
    inference(resolution,[],[f1575,f19208]) ).

fof(f26372,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_158 ),
    inference(resolution,[],[f1575,f7295]) ).

fof(f26373,plain,
    ( spl0_1358
    | spl0_158
    | ~ spl0_1663 ),
    inference(avatar_split_clause,[],[f26371,f9162,f1573,f7303]) ).

fof(f26375,plain,
    ( until2p7(s155)
    | spl0_298
    | ~ spl0_457 ),
    inference(resolution,[],[f2135,f2774]) ).

fof(f26376,plain,
    ( always3(s449)
    | spl0_298
    | ~ spl0_1943 ),
    inference(resolution,[],[f2135,f15766]) ).

fof(f26377,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_298 ),
    inference(resolution,[],[f2135,f7295]) ).

fof(f26378,plain,
    ( spl0_1358
    | spl0_298
    | ~ spl0_1943 ),
    inference(avatar_split_clause,[],[f26376,f10422,f2133,f7303]) ).

fof(f26379,plain,
    ( until2p7(s294)
    | spl0_159
    | ~ spl0_457 ),
    inference(resolution,[],[f1579,f2774]) ).

fof(f26380,plain,
    ( always3(s449)
    | spl0_159
    | ~ spl0_1665 ),
    inference(resolution,[],[f1579,f19200]) ).

fof(f26381,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_159 ),
    inference(resolution,[],[f1579,f7295]) ).

fof(f26382,plain,
    ( spl0_1358
    | spl0_159
    | ~ spl0_1665 ),
    inference(avatar_split_clause,[],[f26380,f9171,f1577,f7303]) ).

fof(f26384,plain,
    ( until2p7(s156)
    | spl0_297
    | ~ spl0_457 ),
    inference(resolution,[],[f2131,f2774]) ).

fof(f26385,plain,
    ( always3(s449)
    | spl0_297
    | ~ spl0_1941 ),
    inference(resolution,[],[f2131,f15755]) ).

fof(f26386,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_297 ),
    inference(resolution,[],[f2131,f7295]) ).

fof(f26387,plain,
    ( spl0_1358
    | spl0_297
    | ~ spl0_1941 ),
    inference(avatar_split_clause,[],[f26385,f10413,f2129,f7303]) ).

fof(f26388,plain,
    ( until2p7(s293)
    | spl0_160
    | ~ spl0_457 ),
    inference(resolution,[],[f1583,f2774]) ).

fof(f26389,plain,
    ( always3(s449)
    | spl0_160
    | ~ spl0_1667 ),
    inference(resolution,[],[f1583,f18488]) ).

fof(f26390,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_160 ),
    inference(resolution,[],[f1583,f7295]) ).

fof(f26391,plain,
    ( spl0_1358
    | spl0_160
    | ~ spl0_1667 ),
    inference(avatar_split_clause,[],[f26389,f9180,f1581,f7303]) ).

fof(f26393,plain,
    ( until2p7(s157)
    | spl0_296
    | ~ spl0_457 ),
    inference(resolution,[],[f2127,f2774]) ).

fof(f26394,plain,
    ( always3(s449)
    | spl0_296
    | ~ spl0_1939 ),
    inference(resolution,[],[f2127,f15744]) ).

fof(f26395,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_296 ),
    inference(resolution,[],[f2127,f7295]) ).

fof(f26396,plain,
    ( spl0_1358
    | spl0_296
    | ~ spl0_1939 ),
    inference(avatar_split_clause,[],[f26394,f10404,f2125,f7303]) ).

fof(f26397,plain,
    ( until2p7(s292)
    | spl0_161
    | ~ spl0_457 ),
    inference(resolution,[],[f1587,f2774]) ).

fof(f26398,plain,
    ( always3(s449)
    | spl0_161
    | ~ spl0_1669 ),
    inference(resolution,[],[f1587,f18475]) ).

fof(f26399,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_161 ),
    inference(resolution,[],[f1587,f7295]) ).

fof(f26400,plain,
    ( spl0_1358
    | spl0_161
    | ~ spl0_1669 ),
    inference(avatar_split_clause,[],[f26398,f9189,f1585,f7303]) ).

fof(f26402,plain,
    ( until2p7(s158)
    | spl0_295
    | ~ spl0_457 ),
    inference(resolution,[],[f2123,f2774]) ).

fof(f26403,plain,
    ( always3(s449)
    | spl0_295
    | ~ spl0_1937 ),
    inference(resolution,[],[f2123,f15732]) ).

fof(f26404,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_295 ),
    inference(resolution,[],[f2123,f7295]) ).

fof(f26405,plain,
    ( spl0_1358
    | spl0_295
    | ~ spl0_1937 ),
    inference(avatar_split_clause,[],[f26403,f10395,f2121,f7303]) ).

fof(f26406,plain,
    ( until2p7(s291)
    | spl0_162
    | ~ spl0_457 ),
    inference(resolution,[],[f1591,f2774]) ).

fof(f26407,plain,
    ( always3(s449)
    | spl0_162
    | ~ spl0_1671 ),
    inference(resolution,[],[f1591,f18449]) ).

fof(f26408,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_162 ),
    inference(resolution,[],[f1591,f7295]) ).

fof(f26409,plain,
    ( spl0_1358
    | spl0_162
    | ~ spl0_1671 ),
    inference(avatar_split_clause,[],[f26407,f9198,f1589,f7303]) ).

fof(f26411,plain,
    ( until2p7(s159)
    | spl0_294
    | ~ spl0_457 ),
    inference(resolution,[],[f2119,f2774]) ).

fof(f26412,plain,
    ( always3(s449)
    | spl0_294
    | ~ spl0_1935 ),
    inference(resolution,[],[f2119,f15901]) ).

fof(f26413,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_294 ),
    inference(resolution,[],[f2119,f7295]) ).

fof(f26414,plain,
    ( spl0_1358
    | spl0_294
    | ~ spl0_1935 ),
    inference(avatar_split_clause,[],[f26412,f10386,f2117,f7303]) ).

fof(f26415,plain,
    ( until2p7(s290)
    | spl0_163
    | ~ spl0_457 ),
    inference(resolution,[],[f1595,f2774]) ).

fof(f26416,plain,
    ( always3(s449)
    | spl0_163
    | ~ spl0_1673 ),
    inference(resolution,[],[f1595,f18459]) ).

fof(f26417,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_163 ),
    inference(resolution,[],[f1595,f7295]) ).

fof(f26418,plain,
    ( spl0_1358
    | spl0_163
    | ~ spl0_1673 ),
    inference(avatar_split_clause,[],[f26416,f9207,f1593,f7303]) ).

fof(f26420,plain,
    ( until2p7(s160)
    | spl0_293
    | ~ spl0_457 ),
    inference(resolution,[],[f2115,f2774]) ).

fof(f26421,plain,
    ( always3(s449)
    | spl0_293
    | ~ spl0_1933 ),
    inference(resolution,[],[f2115,f15890]) ).

fof(f26422,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_293 ),
    inference(resolution,[],[f2115,f7295]) ).

fof(f26423,plain,
    ( spl0_1358
    | spl0_293
    | ~ spl0_1933 ),
    inference(avatar_split_clause,[],[f26421,f10377,f2113,f7303]) ).

fof(f26424,plain,
    ( until2p7(s289)
    | spl0_164
    | ~ spl0_457 ),
    inference(resolution,[],[f1599,f2774]) ).

fof(f26425,plain,
    ( always3(s449)
    | spl0_164
    | ~ spl0_1675 ),
    inference(resolution,[],[f1599,f18430]) ).

fof(f26426,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_164 ),
    inference(resolution,[],[f1599,f7295]) ).

fof(f26427,plain,
    ( spl0_1358
    | spl0_164
    | ~ spl0_1675 ),
    inference(avatar_split_clause,[],[f26425,f9216,f1597,f7303]) ).

fof(f26429,plain,
    ( until2p7(s161)
    | spl0_292
    | ~ spl0_457 ),
    inference(resolution,[],[f2111,f2774]) ).

fof(f26430,plain,
    ( always3(s449)
    | spl0_292
    | ~ spl0_1931 ),
    inference(resolution,[],[f2111,f15879]) ).

fof(f26431,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_292 ),
    inference(resolution,[],[f2111,f7295]) ).

fof(f26432,plain,
    ( spl0_1358
    | spl0_292
    | ~ spl0_1931 ),
    inference(avatar_split_clause,[],[f26430,f10368,f2109,f7303]) ).

fof(f26433,plain,
    ( until2p7(s288)
    | spl0_165
    | ~ spl0_457 ),
    inference(resolution,[],[f1603,f2774]) ).

fof(f26434,plain,
    ( always3(s449)
    | spl0_165
    | ~ spl0_1677 ),
    inference(resolution,[],[f1603,f20738]) ).

fof(f26435,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_165 ),
    inference(resolution,[],[f1603,f7295]) ).

fof(f26436,plain,
    ( spl0_1358
    | spl0_165
    | ~ spl0_1677 ),
    inference(avatar_split_clause,[],[f26434,f9225,f1601,f7303]) ).

fof(f26438,plain,
    ( until2p7(s162)
    | spl0_291
    | ~ spl0_457 ),
    inference(resolution,[],[f2107,f2774]) ).

fof(f26439,plain,
    ( always3(s449)
    | spl0_291
    | ~ spl0_1929 ),
    inference(resolution,[],[f2107,f15868]) ).

fof(f26440,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_291 ),
    inference(resolution,[],[f2107,f7295]) ).

fof(f26441,plain,
    ( spl0_1358
    | spl0_291
    | ~ spl0_1929 ),
    inference(avatar_split_clause,[],[f26439,f10359,f2105,f7303]) ).

fof(f26442,plain,
    ( until2p7(s287)
    | spl0_166
    | ~ spl0_457 ),
    inference(resolution,[],[f1607,f2774]) ).

fof(f26443,plain,
    ( always3(s449)
    | spl0_166
    | ~ spl0_1679 ),
    inference(resolution,[],[f1607,f20728]) ).

fof(f26444,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_166 ),
    inference(resolution,[],[f1607,f7295]) ).

fof(f26445,plain,
    ( spl0_1358
    | spl0_166
    | ~ spl0_1679 ),
    inference(avatar_split_clause,[],[f26443,f9234,f1605,f7303]) ).

fof(f26447,plain,
    ( until2p7(s163)
    | spl0_290
    | ~ spl0_457 ),
    inference(resolution,[],[f2103,f2774]) ).

fof(f26448,plain,
    ( always3(s449)
    | spl0_290
    | ~ spl0_1927 ),
    inference(resolution,[],[f2103,f15856]) ).

fof(f26449,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_290 ),
    inference(resolution,[],[f2103,f7295]) ).

fof(f26450,plain,
    ( spl0_1358
    | spl0_290
    | ~ spl0_1927 ),
    inference(avatar_split_clause,[],[f26448,f10350,f2101,f7303]) ).

fof(f26451,plain,
    ( until2p7(s286)
    | spl0_167
    | ~ spl0_457 ),
    inference(resolution,[],[f1611,f2774]) ).

fof(f26452,plain,
    ( always3(s449)
    | spl0_167
    | ~ spl0_1681 ),
    inference(resolution,[],[f1611,f18175]) ).

fof(f26453,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_167 ),
    inference(resolution,[],[f1611,f7295]) ).

fof(f26454,plain,
    ( spl0_1358
    | spl0_167
    | ~ spl0_1681 ),
    inference(avatar_split_clause,[],[f26452,f9243,f1609,f7303]) ).

fof(f26456,plain,
    ( until2p7(s164)
    | spl0_289
    | ~ spl0_457 ),
    inference(resolution,[],[f2099,f2774]) ).

fof(f26457,plain,
    ( always3(s449)
    | spl0_289
    | ~ spl0_1925 ),
    inference(resolution,[],[f2099,f16099]) ).

fof(f26458,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_289 ),
    inference(resolution,[],[f2099,f7295]) ).

fof(f26459,plain,
    ( spl0_1358
    | spl0_289
    | ~ spl0_1925 ),
    inference(avatar_split_clause,[],[f26457,f10341,f2097,f7303]) ).

fof(f26460,plain,
    ( until2p7(s285)
    | spl0_168
    | ~ spl0_457 ),
    inference(resolution,[],[f1615,f2774]) ).

fof(f26461,plain,
    ( always3(s449)
    | spl0_168
    | ~ spl0_1683 ),
    inference(resolution,[],[f1615,f18197]) ).

fof(f26462,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_168 ),
    inference(resolution,[],[f1615,f7295]) ).

fof(f26463,plain,
    ( spl0_1358
    | spl0_168
    | ~ spl0_1683 ),
    inference(avatar_split_clause,[],[f26461,f9252,f1613,f7303]) ).

fof(f26465,plain,
    ( until2p7(s165)
    | spl0_288
    | ~ spl0_457 ),
    inference(resolution,[],[f2095,f2774]) ).

fof(f26466,plain,
    ( always3(s449)
    | spl0_288
    | ~ spl0_1923 ),
    inference(resolution,[],[f2095,f16088]) ).

fof(f26467,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_288 ),
    inference(resolution,[],[f2095,f7295]) ).

fof(f26468,plain,
    ( spl0_1358
    | spl0_288
    | ~ spl0_1923 ),
    inference(avatar_split_clause,[],[f26466,f10332,f2093,f7303]) ).

fof(f26469,plain,
    ( until2p7(s284)
    | spl0_169
    | ~ spl0_457 ),
    inference(resolution,[],[f1619,f2774]) ).

fof(f26470,plain,
    ( always3(s449)
    | spl0_169
    | ~ spl0_1685 ),
    inference(resolution,[],[f1619,f18187]) ).

fof(f26471,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_169 ),
    inference(resolution,[],[f1619,f7295]) ).

fof(f26472,plain,
    ( spl0_1358
    | spl0_169
    | ~ spl0_1685 ),
    inference(avatar_split_clause,[],[f26470,f9261,f1617,f7303]) ).

fof(f26474,plain,
    ( until2p7(s166)
    | spl0_287
    | ~ spl0_457 ),
    inference(resolution,[],[f2091,f2774]) ).

fof(f26475,plain,
    ( always3(s449)
    | spl0_287
    | ~ spl0_1921 ),
    inference(resolution,[],[f2091,f16077]) ).

fof(f26476,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_287 ),
    inference(resolution,[],[f2091,f7295]) ).

fof(f26477,plain,
    ( spl0_1358
    | spl0_287
    | ~ spl0_1921 ),
    inference(avatar_split_clause,[],[f26475,f10323,f2089,f7303]) ).

fof(f26478,plain,
    ( until2p7(s283)
    | spl0_170
    | ~ spl0_457 ),
    inference(resolution,[],[f1623,f2774]) ).

fof(f26479,plain,
    ( always3(s449)
    | spl0_170
    | ~ spl0_1687 ),
    inference(resolution,[],[f1623,f18105]) ).

fof(f26480,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_170 ),
    inference(resolution,[],[f1623,f7295]) ).

fof(f26481,plain,
    ( spl0_1358
    | spl0_170
    | ~ spl0_1687 ),
    inference(avatar_split_clause,[],[f26479,f9270,f1621,f7303]) ).

fof(f26483,plain,
    ( until2p7(s167)
    | spl0_286
    | ~ spl0_457 ),
    inference(resolution,[],[f2087,f2774]) ).

fof(f26484,plain,
    ( always3(s449)
    | spl0_286
    | ~ spl0_1919 ),
    inference(resolution,[],[f2087,f16066]) ).

fof(f26485,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_286 ),
    inference(resolution,[],[f2087,f7295]) ).

fof(f26486,plain,
    ( spl0_1358
    | spl0_286
    | ~ spl0_1919 ),
    inference(avatar_split_clause,[],[f26484,f10314,f2085,f7303]) ).

fof(f26487,plain,
    ( until2p7(s282)
    | spl0_171
    | ~ spl0_457 ),
    inference(resolution,[],[f1627,f2774]) ).

fof(f26488,plain,
    ( always3(s449)
    | spl0_171
    | ~ spl0_1689 ),
    inference(resolution,[],[f1627,f18115]) ).

fof(f26489,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_171 ),
    inference(resolution,[],[f1627,f7295]) ).

fof(f26490,plain,
    ( spl0_1358
    | spl0_171
    | ~ spl0_1689 ),
    inference(avatar_split_clause,[],[f26488,f9279,f1625,f7303]) ).

fof(f26492,plain,
    ( until2p7(s168)
    | spl0_285
    | ~ spl0_457 ),
    inference(resolution,[],[f2083,f2774]) ).

fof(f26493,plain,
    ( always3(s449)
    | spl0_285
    | ~ spl0_1917 ),
    inference(resolution,[],[f2083,f16055]) ).

fof(f26494,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_285 ),
    inference(resolution,[],[f2083,f7295]) ).

fof(f26495,plain,
    ( spl0_1358
    | spl0_285
    | ~ spl0_1917 ),
    inference(avatar_split_clause,[],[f26493,f10305,f2081,f7303]) ).

fof(f26496,plain,
    ( until2p7(s281)
    | spl0_172
    | ~ spl0_457 ),
    inference(resolution,[],[f1631,f2774]) ).

fof(f26497,plain,
    ( always3(s449)
    | spl0_172
    | ~ spl0_1691 ),
    inference(resolution,[],[f1631,f18137]) ).

fof(f26498,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_172 ),
    inference(resolution,[],[f1631,f7295]) ).

fof(f26499,plain,
    ( spl0_1358
    | spl0_172
    | ~ spl0_1691 ),
    inference(avatar_split_clause,[],[f26497,f9288,f1629,f7303]) ).

fof(f26501,plain,
    ( until2p7(s169)
    | spl0_284
    | ~ spl0_457 ),
    inference(resolution,[],[f2079,f2774]) ).

fof(f26502,plain,
    ( always3(s449)
    | spl0_284
    | ~ spl0_1915 ),
    inference(resolution,[],[f2079,f16044]) ).

fof(f26503,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_284 ),
    inference(resolution,[],[f2079,f7295]) ).

fof(f26504,plain,
    ( spl0_1358
    | spl0_284
    | ~ spl0_1915 ),
    inference(avatar_split_clause,[],[f26502,f10296,f2077,f7303]) ).

fof(f26505,plain,
    ( until2p7(s280)
    | spl0_173
    | ~ spl0_457 ),
    inference(resolution,[],[f1635,f2774]) ).

fof(f26506,plain,
    ( always3(s449)
    | spl0_173
    | ~ spl0_1693 ),
    inference(resolution,[],[f1635,f18079]) ).

fof(f26507,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_173 ),
    inference(resolution,[],[f1635,f7295]) ).

fof(f26508,plain,
    ( spl0_1358
    | spl0_173
    | ~ spl0_1693 ),
    inference(avatar_split_clause,[],[f26506,f9297,f1633,f7303]) ).

fof(f26510,plain,
    ( until2p7(s170)
    | spl0_283
    | ~ spl0_457 ),
    inference(resolution,[],[f2075,f2774]) ).

fof(f26511,plain,
    ( always3(s449)
    | spl0_283
    | ~ spl0_1913 ),
    inference(resolution,[],[f2075,f16033]) ).

fof(f26512,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_283 ),
    inference(resolution,[],[f2075,f7295]) ).

fof(f26513,plain,
    ( spl0_1358
    | spl0_283
    | ~ spl0_1913 ),
    inference(avatar_split_clause,[],[f26511,f10287,f2073,f7303]) ).

fof(f26514,plain,
    ( until2p7(s279)
    | spl0_174
    | ~ spl0_457 ),
    inference(resolution,[],[f1639,f2774]) ).

fof(f26515,plain,
    ( always3(s449)
    | spl0_174
    | ~ spl0_1695 ),
    inference(resolution,[],[f1639,f18064]) ).

fof(f26516,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_174 ),
    inference(resolution,[],[f1639,f7295]) ).

fof(f26517,plain,
    ( spl0_1358
    | spl0_174
    | ~ spl0_1695 ),
    inference(avatar_split_clause,[],[f26515,f9306,f1637,f7303]) ).

fof(f26519,plain,
    ( until2p7(s171)
    | spl0_282
    | ~ spl0_457 ),
    inference(resolution,[],[f2071,f2774]) ).

fof(f26520,plain,
    ( always3(s449)
    | spl0_282
    | ~ spl0_1911 ),
    inference(resolution,[],[f2071,f16022]) ).

fof(f26521,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_282 ),
    inference(resolution,[],[f2071,f7295]) ).

fof(f26522,plain,
    ( spl0_1358
    | spl0_282
    | ~ spl0_1911 ),
    inference(avatar_split_clause,[],[f26520,f10278,f2069,f7303]) ).

fof(f26523,plain,
    ( until2p7(s278)
    | spl0_175
    | ~ spl0_457 ),
    inference(resolution,[],[f1643,f2774]) ).

fof(f26524,plain,
    ( always3(s449)
    | spl0_175
    | ~ spl0_1697 ),
    inference(resolution,[],[f1643,f18053]) ).

fof(f26525,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_175 ),
    inference(resolution,[],[f1643,f7295]) ).

fof(f26526,plain,
    ( spl0_1358
    | spl0_175
    | ~ spl0_1697 ),
    inference(avatar_split_clause,[],[f26524,f9315,f1641,f7303]) ).

fof(f26528,plain,
    ( until2p7(s172)
    | spl0_281
    | ~ spl0_457 ),
    inference(resolution,[],[f2067,f2774]) ).

fof(f26529,plain,
    ( always3(s449)
    | spl0_281
    | ~ spl0_1909 ),
    inference(resolution,[],[f2067,f16011]) ).

fof(f26530,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_281 ),
    inference(resolution,[],[f2067,f7295]) ).

fof(f26531,plain,
    ( spl0_1358
    | spl0_281
    | ~ spl0_1909 ),
    inference(avatar_split_clause,[],[f26529,f10269,f2065,f7303]) ).

fof(f26532,plain,
    ( until2p7(s277)
    | spl0_176
    | ~ spl0_457 ),
    inference(resolution,[],[f1647,f2774]) ).

fof(f26533,plain,
    ( always3(s449)
    | spl0_176
    | ~ spl0_1699 ),
    inference(resolution,[],[f1647,f18027]) ).

fof(f26534,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_176 ),
    inference(resolution,[],[f1647,f7295]) ).

fof(f26535,plain,
    ( spl0_1358
    | spl0_176
    | ~ spl0_1699 ),
    inference(avatar_split_clause,[],[f26533,f9324,f1645,f7303]) ).

fof(f26537,plain,
    ( until2p7(s173)
    | spl0_280
    | ~ spl0_457 ),
    inference(resolution,[],[f2063,f2774]) ).

fof(f26538,plain,
    ( always3(s449)
    | spl0_280
    | ~ spl0_1907 ),
    inference(resolution,[],[f2063,f16000]) ).

fof(f26539,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_280 ),
    inference(resolution,[],[f2063,f7295]) ).

fof(f26540,plain,
    ( spl0_1358
    | spl0_280
    | ~ spl0_1907 ),
    inference(avatar_split_clause,[],[f26538,f10260,f2061,f7303]) ).

fof(f26541,plain,
    ( until2p7(s276)
    | spl0_177
    | ~ spl0_457 ),
    inference(resolution,[],[f1651,f2774]) ).

fof(f26542,plain,
    ( always3(s449)
    | spl0_177
    | ~ spl0_1701 ),
    inference(resolution,[],[f1651,f18001]) ).

fof(f26543,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_177 ),
    inference(resolution,[],[f1651,f7295]) ).

fof(f26544,plain,
    ( spl0_1358
    | spl0_177
    | ~ spl0_1701 ),
    inference(avatar_split_clause,[],[f26542,f9333,f1649,f7303]) ).

fof(f26546,plain,
    ( until2p7(s174)
    | spl0_279
    | ~ spl0_457 ),
    inference(resolution,[],[f2059,f2774]) ).

fof(f26547,plain,
    ( always3(s449)
    | spl0_279
    | ~ spl0_1905 ),
    inference(resolution,[],[f2059,f15988]) ).

fof(f26548,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_279 ),
    inference(resolution,[],[f2059,f7295]) ).

fof(f26549,plain,
    ( spl0_1358
    | spl0_279
    | ~ spl0_1905 ),
    inference(avatar_split_clause,[],[f26547,f10251,f2057,f7303]) ).

fof(f26550,plain,
    ( until2p7(s275)
    | spl0_178
    | ~ spl0_457 ),
    inference(resolution,[],[f1655,f2774]) ).

fof(f26551,plain,
    ( always3(s449)
    | spl0_178
    | ~ spl0_1703 ),
    inference(resolution,[],[f1655,f18011]) ).

fof(f26552,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_178 ),
    inference(resolution,[],[f1655,f7295]) ).

fof(f26553,plain,
    ( spl0_1358
    | spl0_178
    | ~ spl0_1703 ),
    inference(avatar_split_clause,[],[f26551,f9342,f1653,f7303]) ).

fof(f26555,plain,
    ( until2p7(s175)
    | spl0_278
    | ~ spl0_457 ),
    inference(resolution,[],[f2055,f2774]) ).

fof(f26556,plain,
    ( always3(s449)
    | spl0_278
    | ~ spl0_1903 ),
    inference(resolution,[],[f2055,f16349]) ).

fof(f26557,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_278 ),
    inference(resolution,[],[f2055,f7295]) ).

fof(f26558,plain,
    ( spl0_1358
    | spl0_278
    | ~ spl0_1903 ),
    inference(avatar_split_clause,[],[f26556,f10242,f2053,f7303]) ).

fof(f26559,plain,
    ( until2p7(s274)
    | spl0_179
    | ~ spl0_457 ),
    inference(resolution,[],[f1659,f2774]) ).

fof(f26560,plain,
    ( always3(s449)
    | spl0_179
    | ~ spl0_1705 ),
    inference(resolution,[],[f1659,f18223]) ).

fof(f26561,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_179 ),
    inference(resolution,[],[f1659,f7295]) ).

fof(f26562,plain,
    ( spl0_1358
    | spl0_179
    | ~ spl0_1705 ),
    inference(avatar_split_clause,[],[f26560,f9351,f1657,f7303]) ).

fof(f26564,plain,
    ( until2p7(s176)
    | spl0_277
    | ~ spl0_457 ),
    inference(resolution,[],[f2051,f2774]) ).

fof(f26565,plain,
    ( always3(s449)
    | spl0_277
    | ~ spl0_1901 ),
    inference(resolution,[],[f2051,f16338]) ).

fof(f26566,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_277 ),
    inference(resolution,[],[f2051,f7295]) ).

fof(f26567,plain,
    ( spl0_1358
    | spl0_277
    | ~ spl0_1901 ),
    inference(avatar_split_clause,[],[f26565,f10233,f2049,f7303]) ).

fof(f26568,plain,
    ( until2p7(s273)
    | spl0_180
    | ~ spl0_457 ),
    inference(resolution,[],[f1663,f2774]) ).

fof(f26569,plain,
    ( always3(s449)
    | spl0_180
    | ~ spl0_1707 ),
    inference(resolution,[],[f1663,f18234]) ).

fof(f26570,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_180 ),
    inference(resolution,[],[f1663,f7295]) ).

fof(f26571,plain,
    ( spl0_1358
    | spl0_180
    | ~ spl0_1707 ),
    inference(avatar_split_clause,[],[f26569,f9360,f1661,f7303]) ).

fof(f26573,plain,
    ( until2p7(s177)
    | spl0_276
    | ~ spl0_457 ),
    inference(resolution,[],[f2047,f2774]) ).

fof(f26574,plain,
    ( always3(s449)
    | spl0_276
    | ~ spl0_1899 ),
    inference(resolution,[],[f2047,f16327]) ).

fof(f26575,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_276 ),
    inference(resolution,[],[f2047,f7295]) ).

fof(f26576,plain,
    ( spl0_1358
    | spl0_276
    | ~ spl0_1899 ),
    inference(avatar_split_clause,[],[f26574,f10224,f2045,f7303]) ).

fof(f26577,plain,
    ( until2p7(s272)
    | spl0_181
    | ~ spl0_457 ),
    inference(resolution,[],[f1667,f2774]) ).

fof(f26578,plain,
    ( always3(s449)
    | spl0_181
    | ~ spl0_1709 ),
    inference(resolution,[],[f1667,f18245]) ).

fof(f26579,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_181 ),
    inference(resolution,[],[f1667,f7295]) ).

fof(f26580,plain,
    ( spl0_1358
    | spl0_181
    | ~ spl0_1709 ),
    inference(avatar_split_clause,[],[f26578,f9369,f1665,f7303]) ).

fof(f26582,plain,
    ( until2p7(s178)
    | spl0_275
    | ~ spl0_457 ),
    inference(resolution,[],[f2043,f2774]) ).

fof(f26583,plain,
    ( always3(s449)
    | spl0_275
    | ~ spl0_1897 ),
    inference(resolution,[],[f2043,f16316]) ).

fof(f26584,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_275 ),
    inference(resolution,[],[f2043,f7295]) ).

fof(f26585,plain,
    ( spl0_1358
    | spl0_275
    | ~ spl0_1897 ),
    inference(avatar_split_clause,[],[f26583,f10215,f2041,f7303]) ).

fof(f26586,plain,
    ( until2p7(s271)
    | spl0_182
    | ~ spl0_457 ),
    inference(resolution,[],[f1671,f2774]) ).

fof(f26587,plain,
    ( always3(s449)
    | spl0_182
    | ~ spl0_1711 ),
    inference(resolution,[],[f1671,f18291]) ).

fof(f26588,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_182 ),
    inference(resolution,[],[f1671,f7295]) ).

fof(f26589,plain,
    ( spl0_1358
    | spl0_182
    | ~ spl0_1711 ),
    inference(avatar_split_clause,[],[f26587,f9378,f1669,f7303]) ).

fof(f26591,plain,
    ( until2p7(s179)
    | spl0_274
    | ~ spl0_457 ),
    inference(resolution,[],[f2039,f2774]) ).

fof(f26592,plain,
    ( always3(s449)
    | spl0_274
    | ~ spl0_1895 ),
    inference(resolution,[],[f2039,f16305]) ).

fof(f26593,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_274 ),
    inference(resolution,[],[f2039,f7295]) ).

fof(f26594,plain,
    ( spl0_1358
    | spl0_274
    | ~ spl0_1895 ),
    inference(avatar_split_clause,[],[f26592,f10206,f2037,f7303]) ).

fof(f26595,plain,
    ( until2p7(s270)
    | spl0_183
    | ~ spl0_457 ),
    inference(resolution,[],[f1675,f2774]) ).

fof(f26596,plain,
    ( always3(s449)
    | spl0_183
    | ~ spl0_1713 ),
    inference(resolution,[],[f1675,f18260]) ).

fof(f26597,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_183 ),
    inference(resolution,[],[f1675,f7295]) ).

fof(f26598,plain,
    ( spl0_1358
    | spl0_183
    | ~ spl0_1713 ),
    inference(avatar_split_clause,[],[f26596,f9387,f1673,f7303]) ).

fof(f26600,plain,
    ( until2p7(s180)
    | spl0_273
    | ~ spl0_457 ),
    inference(resolution,[],[f2035,f2774]) ).

fof(f26601,plain,
    ( always3(s449)
    | spl0_273
    | ~ spl0_1893 ),
    inference(resolution,[],[f2035,f16294]) ).

fof(f26602,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_273 ),
    inference(resolution,[],[f2035,f7295]) ).

fof(f26603,plain,
    ( spl0_1358
    | spl0_273
    | ~ spl0_1893 ),
    inference(avatar_split_clause,[],[f26601,f10197,f2033,f7303]) ).

fof(f26604,plain,
    ( until2p7(s269)
    | spl0_184
    | ~ spl0_457 ),
    inference(resolution,[],[f1679,f2774]) ).

fof(f26605,plain,
    ( always3(s449)
    | spl0_184
    | ~ spl0_1715 ),
    inference(resolution,[],[f1679,f18278]) ).

fof(f26606,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_184 ),
    inference(resolution,[],[f1679,f7295]) ).

fof(f26607,plain,
    ( spl0_1358
    | spl0_184
    | ~ spl0_1715 ),
    inference(avatar_split_clause,[],[f26605,f9396,f1677,f7303]) ).

fof(f26609,plain,
    ( until2p7(s181)
    | spl0_272
    | ~ spl0_457 ),
    inference(resolution,[],[f2031,f2774]) ).

fof(f26610,plain,
    ( always3(s449)
    | spl0_272
    | ~ spl0_1891 ),
    inference(resolution,[],[f2031,f16283]) ).

fof(f26611,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_272 ),
    inference(resolution,[],[f2031,f7295]) ).

fof(f26612,plain,
    ( spl0_1358
    | spl0_272
    | ~ spl0_1891 ),
    inference(avatar_split_clause,[],[f26610,f10188,f2029,f7303]) ).

fof(f26613,plain,
    ( until2p7(s268)
    | spl0_185
    | ~ spl0_457 ),
    inference(resolution,[],[f1683,f2774]) ).

fof(f26614,plain,
    ( always3(s449)
    | spl0_185
    | ~ spl0_1717 ),
    inference(resolution,[],[f1683,f17850]) ).

fof(f26615,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_185 ),
    inference(resolution,[],[f1683,f7295]) ).

fof(f26616,plain,
    ( spl0_1358
    | spl0_185
    | ~ spl0_1717 ),
    inference(avatar_split_clause,[],[f26614,f9405,f1681,f7303]) ).

fof(f26618,plain,
    ( until2p7(s182)
    | spl0_271
    | ~ spl0_457 ),
    inference(resolution,[],[f2027,f2774]) ).

fof(f26619,plain,
    ( always3(s449)
    | spl0_271
    | ~ spl0_1889 ),
    inference(resolution,[],[f2027,f16272]) ).

fof(f26620,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_271 ),
    inference(resolution,[],[f2027,f7295]) ).

fof(f26621,plain,
    ( spl0_1358
    | spl0_271
    | ~ spl0_1889 ),
    inference(avatar_split_clause,[],[f26619,f10179,f2025,f7303]) ).

fof(f26622,plain,
    ( until2p7(s267)
    | spl0_186
    | ~ spl0_457 ),
    inference(resolution,[],[f1687,f2774]) ).

fof(f26623,plain,
    ( always3(s449)
    | spl0_186
    | ~ spl0_1719 ),
    inference(resolution,[],[f1687,f17861]) ).

fof(f26624,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_186 ),
    inference(resolution,[],[f1687,f7295]) ).

fof(f26625,plain,
    ( spl0_1358
    | spl0_186
    | ~ spl0_1719 ),
    inference(avatar_split_clause,[],[f26623,f9414,f1685,f7303]) ).

fof(f26627,plain,
    ( until2p7(s183)
    | spl0_270
    | ~ spl0_457 ),
    inference(resolution,[],[f2023,f2774]) ).

fof(f26628,plain,
    ( always3(s449)
    | spl0_270
    | ~ spl0_1887 ),
    inference(resolution,[],[f2023,f16261]) ).

fof(f26629,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_270 ),
    inference(resolution,[],[f2023,f7295]) ).

fof(f26630,plain,
    ( spl0_1358
    | spl0_270
    | ~ spl0_1887 ),
    inference(avatar_split_clause,[],[f26628,f10170,f2021,f7303]) ).

fof(f26631,plain,
    ( until2p7(s266)
    | spl0_187
    | ~ spl0_457 ),
    inference(resolution,[],[f1691,f2774]) ).

fof(f26632,plain,
    ( always3(s449)
    | spl0_187
    | ~ spl0_1721 ),
    inference(resolution,[],[f1691,f18321]) ).

fof(f26633,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_187 ),
    inference(resolution,[],[f1691,f7295]) ).

fof(f26634,plain,
    ( spl0_1358
    | spl0_187
    | ~ spl0_1721 ),
    inference(avatar_split_clause,[],[f26632,f9423,f1689,f7303]) ).

fof(f26636,plain,
    ( until2p7(s184)
    | spl0_269
    | ~ spl0_457 ),
    inference(resolution,[],[f2019,f2774]) ).

fof(f26637,plain,
    ( always3(s449)
    | spl0_269
    | ~ spl0_1885 ),
    inference(resolution,[],[f2019,f16250]) ).

fof(f26638,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_269 ),
    inference(resolution,[],[f2019,f7295]) ).

fof(f26639,plain,
    ( spl0_1358
    | spl0_269
    | ~ spl0_1885 ),
    inference(avatar_split_clause,[],[f26637,f10161,f2017,f7303]) ).

fof(f26640,plain,
    ( until2p7(s265)
    | spl0_188
    | ~ spl0_457 ),
    inference(resolution,[],[f1695,f2774]) ).

fof(f26641,plain,
    ( always3(s449)
    | spl0_188
    | ~ spl0_1723 ),
    inference(resolution,[],[f1695,f17872]) ).

fof(f26642,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_188 ),
    inference(resolution,[],[f1695,f7295]) ).

fof(f26643,plain,
    ( spl0_1358
    | spl0_188
    | ~ spl0_1723 ),
    inference(avatar_split_clause,[],[f26641,f9432,f1693,f7303]) ).

fof(f26645,plain,
    ( until2p7(s185)
    | spl0_268
    | ~ spl0_457 ),
    inference(resolution,[],[f2015,f2774]) ).

fof(f26646,plain,
    ( always3(s449)
    | spl0_268
    | ~ spl0_1883 ),
    inference(resolution,[],[f2015,f16239]) ).

fof(f26647,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_268 ),
    inference(resolution,[],[f2015,f7295]) ).

fof(f26648,plain,
    ( spl0_1358
    | spl0_268
    | ~ spl0_1883 ),
    inference(avatar_split_clause,[],[f26646,f10152,f2013,f7303]) ).

fof(f26649,plain,
    ( until2p7(s264)
    | spl0_189
    | ~ spl0_457 ),
    inference(resolution,[],[f1699,f2774]) ).

fof(f26650,plain,
    ( always3(s449)
    | spl0_189
    | ~ spl0_1725 ),
    inference(resolution,[],[f1699,f18308]) ).

fof(f26651,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_189 ),
    inference(resolution,[],[f1699,f7295]) ).

fof(f26652,plain,
    ( spl0_1358
    | spl0_189
    | ~ spl0_1725 ),
    inference(avatar_split_clause,[],[f26650,f9441,f1697,f7303]) ).

fof(f26654,plain,
    ( until2p7(s186)
    | spl0_267
    | ~ spl0_457 ),
    inference(resolution,[],[f2011,f2774]) ).

fof(f26655,plain,
    ( always3(s449)
    | spl0_267
    | ~ spl0_1881 ),
    inference(resolution,[],[f2011,f16228]) ).

fof(f26656,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_267 ),
    inference(resolution,[],[f2011,f7295]) ).

fof(f26657,plain,
    ( spl0_1358
    | spl0_267
    | ~ spl0_1881 ),
    inference(avatar_split_clause,[],[f26655,f10143,f2009,f7303]) ).

fof(f26658,plain,
    ( until2p7(s263)
    | spl0_190
    | ~ spl0_457 ),
    inference(resolution,[],[f1703,f2774]) ).

fof(f26659,plain,
    ( always3(s449)
    | spl0_190
    | ~ spl0_1727 ),
    inference(resolution,[],[f1703,f17887]) ).

fof(f26660,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_190 ),
    inference(resolution,[],[f1703,f7295]) ).

fof(f26661,plain,
    ( spl0_1358
    | spl0_190
    | ~ spl0_1727 ),
    inference(avatar_split_clause,[],[f26659,f9450,f1701,f7303]) ).

fof(f26663,plain,
    ( until2p7(s187)
    | spl0_266
    | ~ spl0_457 ),
    inference(resolution,[],[f2007,f2774]) ).

fof(f26664,plain,
    ( always3(s449)
    | spl0_266
    | ~ spl0_1879 ),
    inference(resolution,[],[f2007,f16216]) ).

fof(f26666,plain,
    ( spl0_1358
    | spl0_266
    | ~ spl0_1879 ),
    inference(avatar_split_clause,[],[f26664,f10134,f2005,f7303]) ).

fof(f26667,plain,
    ( until2p7(s262)
    | spl0_191
    | ~ spl0_457 ),
    inference(resolution,[],[f1707,f2774]) ).

fof(f26668,plain,
    ( always3(s449)
    | spl0_191
    | ~ spl0_1729 ),
    inference(resolution,[],[f1707,f17902]) ).

fof(f26669,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_191 ),
    inference(resolution,[],[f1707,f7295]) ).

fof(f26670,plain,
    ( spl0_1358
    | spl0_191
    | ~ spl0_1729 ),
    inference(avatar_split_clause,[],[f26668,f9459,f1705,f7303]) ).

fof(f26672,plain,
    ( until2p7(s188)
    | spl0_265
    | ~ spl0_457 ),
    inference(resolution,[],[f2003,f2774]) ).

fof(f26673,plain,
    ( always3(s449)
    | spl0_265
    | ~ spl0_1877 ),
    inference(resolution,[],[f2003,f16418]) ).

fof(f26674,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_265 ),
    inference(resolution,[],[f2003,f7295]) ).

fof(f26675,plain,
    ( spl0_1358
    | spl0_265
    | ~ spl0_1877 ),
    inference(avatar_split_clause,[],[f26673,f10125,f2001,f7303]) ).

fof(f26676,plain,
    ( until2p7(s261)
    | spl0_192
    | ~ spl0_457 ),
    inference(resolution,[],[f1711,f2774]) ).

fof(f26677,plain,
    ( always3(s449)
    | spl0_192
    | ~ spl0_1731 ),
    inference(resolution,[],[f1711,f17925]) ).

fof(f26678,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_192 ),
    inference(resolution,[],[f1711,f7295]) ).

fof(f26679,plain,
    ( spl0_1358
    | spl0_192
    | ~ spl0_1731 ),
    inference(avatar_split_clause,[],[f26677,f9468,f1709,f7303]) ).

fof(f26681,plain,
    ( until2p7(s189)
    | spl0_264
    | ~ spl0_457 ),
    inference(resolution,[],[f1999,f2774]) ).

fof(f26682,plain,
    ( always3(s449)
    | spl0_264
    | ~ spl0_1875 ),
    inference(resolution,[],[f1999,f16406]) ).

fof(f26683,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_264 ),
    inference(resolution,[],[f1999,f7295]) ).

fof(f26684,plain,
    ( spl0_1358
    | spl0_264
    | ~ spl0_1875 ),
    inference(avatar_split_clause,[],[f26682,f10116,f1997,f7303]) ).

fof(f26685,plain,
    ( until2p7(s260)
    | spl0_193
    | ~ spl0_457 ),
    inference(resolution,[],[f1715,f2774]) ).

fof(f26686,plain,
    ( always3(s449)
    | spl0_193
    | ~ spl0_1733 ),
    inference(resolution,[],[f1715,f17917]) ).

fof(f26687,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_193 ),
    inference(resolution,[],[f1715,f7295]) ).

fof(f26688,plain,
    ( spl0_1358
    | spl0_193
    | ~ spl0_1733 ),
    inference(avatar_split_clause,[],[f26686,f9477,f1713,f7303]) ).

fof(f26690,plain,
    ( until2p7(s190)
    | spl0_263
    | ~ spl0_457 ),
    inference(resolution,[],[f1995,f2774]) ).

fof(f26691,plain,
    ( always3(s449)
    | spl0_263
    | ~ spl0_1873 ),
    inference(resolution,[],[f1995,f16436]) ).

fof(f26692,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_263 ),
    inference(resolution,[],[f1995,f7295]) ).

fof(f26693,plain,
    ( spl0_1358
    | spl0_263
    | ~ spl0_1873 ),
    inference(avatar_split_clause,[],[f26691,f10107,f1993,f7303]) ).

fof(f26694,plain,
    ( until2p7(s259)
    | spl0_194
    | ~ spl0_457 ),
    inference(resolution,[],[f1719,f2774]) ).

fof(f26695,plain,
    ( always3(s449)
    | spl0_194
    | ~ spl0_1735 ),
    inference(resolution,[],[f1719,f17720]) ).

fof(f26696,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_194 ),
    inference(resolution,[],[f1719,f7295]) ).

fof(f26697,plain,
    ( spl0_1358
    | spl0_194
    | ~ spl0_1735 ),
    inference(avatar_split_clause,[],[f26695,f9486,f1717,f7303]) ).

fof(f26699,plain,
    ( until2p7(s191)
    | spl0_262
    | ~ spl0_457 ),
    inference(resolution,[],[f1991,f2774]) ).

fof(f26700,plain,
    ( always3(s449)
    | spl0_262
    | ~ spl0_1871 ),
    inference(resolution,[],[f1991,f16536]) ).

fof(f26701,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_262 ),
    inference(resolution,[],[f1991,f7295]) ).

fof(f26702,plain,
    ( spl0_1358
    | spl0_262
    | ~ spl0_1871 ),
    inference(avatar_split_clause,[],[f26700,f10098,f1989,f7303]) ).

fof(f26703,plain,
    ( until2p7(s258)
    | spl0_195
    | ~ spl0_457 ),
    inference(resolution,[],[f1723,f2774]) ).

fof(f26704,plain,
    ( always3(s449)
    | spl0_195
    | ~ spl0_1737 ),
    inference(resolution,[],[f1723,f17732]) ).

fof(f26705,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_195 ),
    inference(resolution,[],[f1723,f7295]) ).

fof(f26706,plain,
    ( spl0_1358
    | spl0_195
    | ~ spl0_1737 ),
    inference(avatar_split_clause,[],[f26704,f9495,f1721,f7303]) ).

fof(f26708,plain,
    ( until2p7(s192)
    | spl0_261
    | ~ spl0_457 ),
    inference(resolution,[],[f1987,f2774]) ).

fof(f26709,plain,
    ( always3(s449)
    | spl0_261
    | ~ spl0_1869 ),
    inference(resolution,[],[f1987,f16525]) ).

fof(f26710,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_261 ),
    inference(resolution,[],[f1987,f7295]) ).

fof(f26711,plain,
    ( spl0_1358
    | spl0_261
    | ~ spl0_1869 ),
    inference(avatar_split_clause,[],[f26709,f10089,f1985,f7303]) ).

fof(f26712,plain,
    ( until2p7(s257)
    | spl0_196
    | ~ spl0_457 ),
    inference(resolution,[],[f1727,f2774]) ).

fof(f26713,plain,
    ( always3(s449)
    | spl0_196
    | ~ spl0_1739 ),
    inference(resolution,[],[f1727,f17743]) ).

fof(f26714,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_196 ),
    inference(resolution,[],[f1727,f7295]) ).

fof(f26715,plain,
    ( spl0_1358
    | spl0_196
    | ~ spl0_1739 ),
    inference(avatar_split_clause,[],[f26713,f9504,f1725,f7303]) ).

fof(f26717,plain,
    ( until2p7(s193)
    | spl0_260
    | ~ spl0_457 ),
    inference(resolution,[],[f1983,f2774]) ).

fof(f26718,plain,
    ( always3(s449)
    | spl0_260
    | ~ spl0_1867 ),
    inference(resolution,[],[f1983,f16514]) ).

fof(f26719,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_260 ),
    inference(resolution,[],[f1983,f7295]) ).

fof(f26720,plain,
    ( spl0_1358
    | spl0_260
    | ~ spl0_1867 ),
    inference(avatar_split_clause,[],[f26718,f10080,f1981,f7303]) ).

fof(f26721,plain,
    ( until2p7(s256)
    | spl0_197
    | ~ spl0_457 ),
    inference(resolution,[],[f1731,f2774]) ).

fof(f26722,plain,
    ( always3(s449)
    | spl0_197
    | ~ spl0_1741 ),
    inference(resolution,[],[f1731,f17754]) ).

fof(f26723,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_197 ),
    inference(resolution,[],[f1731,f7295]) ).

fof(f26724,plain,
    ( spl0_1358
    | spl0_197
    | ~ spl0_1741 ),
    inference(avatar_split_clause,[],[f26722,f9513,f1729,f7303]) ).

fof(f26726,plain,
    ( until2p7(s194)
    | spl0_259
    | ~ spl0_457 ),
    inference(resolution,[],[f1979,f2774]) ).

fof(f26727,plain,
    ( always3(s449)
    | spl0_259
    | ~ spl0_1865 ),
    inference(resolution,[],[f1979,f16503]) ).

fof(f26728,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_259 ),
    inference(resolution,[],[f1979,f7295]) ).

fof(f26729,plain,
    ( spl0_1358
    | spl0_259
    | ~ spl0_1865 ),
    inference(avatar_split_clause,[],[f26727,f10071,f1977,f7303]) ).

fof(f26730,plain,
    ( until2p7(s255)
    | spl0_198
    | ~ spl0_457 ),
    inference(resolution,[],[f1735,f2774]) ).

fof(f26731,plain,
    ( always3(s449)
    | spl0_198
    | ~ spl0_1743 ),
    inference(resolution,[],[f1735,f17765]) ).

fof(f26732,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_198 ),
    inference(resolution,[],[f1735,f7295]) ).

fof(f26733,plain,
    ( spl0_1358
    | spl0_198
    | ~ spl0_1743 ),
    inference(avatar_split_clause,[],[f26731,f9522,f1733,f7303]) ).

fof(f26735,plain,
    ( until2p7(s195)
    | spl0_258
    | ~ spl0_457 ),
    inference(resolution,[],[f1975,f2774]) ).

fof(f26736,plain,
    ( always3(s449)
    | spl0_258
    | ~ spl0_1863 ),
    inference(resolution,[],[f1975,f16492]) ).

fof(f26737,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_258 ),
    inference(resolution,[],[f1975,f7295]) ).

fof(f26738,plain,
    ( spl0_1358
    | spl0_258
    | ~ spl0_1863 ),
    inference(avatar_split_clause,[],[f26736,f10062,f1973,f7303]) ).

fof(f26739,plain,
    ( until2p7(s254)
    | spl0_199
    | ~ spl0_457 ),
    inference(resolution,[],[f1739,f2774]) ).

fof(f26740,plain,
    ( always3(s449)
    | spl0_199
    | ~ spl0_1745 ),
    inference(resolution,[],[f1739,f17626]) ).

fof(f26741,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_199 ),
    inference(resolution,[],[f1739,f7295]) ).

fof(f26742,plain,
    ( spl0_1358
    | spl0_199
    | ~ spl0_1745 ),
    inference(avatar_split_clause,[],[f26740,f9531,f1737,f7303]) ).

fof(f26744,plain,
    ( until2p7(s196)
    | spl0_257
    | ~ spl0_457 ),
    inference(resolution,[],[f1971,f2774]) ).

fof(f26745,plain,
    ( always3(s449)
    | spl0_257
    | ~ spl0_1861 ),
    inference(resolution,[],[f1971,f16480]) ).

fof(f26746,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_257 ),
    inference(resolution,[],[f1971,f7295]) ).

fof(f26747,plain,
    ( spl0_1358
    | spl0_257
    | ~ spl0_1861 ),
    inference(avatar_split_clause,[],[f26745,f10053,f1969,f7303]) ).

fof(f26748,plain,
    ( until2p7(s253)
    | spl0_200
    | ~ spl0_457 ),
    inference(resolution,[],[f1743,f2774]) ).

fof(f26749,plain,
    ( always3(s449)
    | spl0_200
    | ~ spl0_1747 ),
    inference(resolution,[],[f1743,f17638]) ).

fof(f26750,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_200 ),
    inference(resolution,[],[f1743,f7295]) ).

fof(f26751,plain,
    ( spl0_1358
    | spl0_200
    | ~ spl0_1747 ),
    inference(avatar_split_clause,[],[f26749,f9540,f1741,f7303]) ).

fof(f26753,plain,
    ( until2p7(s197)
    | spl0_256
    | ~ spl0_457 ),
    inference(resolution,[],[f1967,f2774]) ).

fof(f26754,plain,
    ( always3(s449)
    | spl0_256
    | ~ spl0_1859 ),
    inference(resolution,[],[f1967,f16652]) ).

fof(f26755,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_256 ),
    inference(resolution,[],[f1967,f7295]) ).

fof(f26756,plain,
    ( spl0_1358
    | spl0_256
    | ~ spl0_1859 ),
    inference(avatar_split_clause,[],[f26754,f10044,f1965,f7303]) ).

fof(f26757,plain,
    ( until2p7(s252)
    | spl0_201
    | ~ spl0_457 ),
    inference(resolution,[],[f1747,f2774]) ).

fof(f26758,plain,
    ( always3(s449)
    | spl0_201
    | ~ spl0_1749 ),
    inference(resolution,[],[f1747,f17649]) ).

fof(f26759,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_201 ),
    inference(resolution,[],[f1747,f7295]) ).

fof(f26760,plain,
    ( spl0_1358
    | spl0_201
    | ~ spl0_1749 ),
    inference(avatar_split_clause,[],[f26758,f9549,f1745,f7303]) ).

fof(f26762,plain,
    ( until2p7(s198)
    | spl0_255
    | ~ spl0_457 ),
    inference(resolution,[],[f1963,f2774]) ).

fof(f26763,plain,
    ( always3(s449)
    | spl0_255
    | ~ spl0_1857 ),
    inference(resolution,[],[f1963,f16641]) ).

fof(f26764,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_255 ),
    inference(resolution,[],[f1963,f7295]) ).

fof(f26765,plain,
    ( spl0_1358
    | spl0_255
    | ~ spl0_1857 ),
    inference(avatar_split_clause,[],[f26763,f10035,f1961,f7303]) ).

fof(f26766,plain,
    ( until2p7(s251)
    | spl0_202
    | ~ spl0_457 ),
    inference(resolution,[],[f1751,f2774]) ).

fof(f26767,plain,
    ( always3(s449)
    | spl0_202
    | ~ spl0_1751 ),
    inference(resolution,[],[f1751,f17660]) ).

fof(f26768,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_202 ),
    inference(resolution,[],[f1751,f7295]) ).

fof(f26769,plain,
    ( spl0_1358
    | spl0_202
    | ~ spl0_1751 ),
    inference(avatar_split_clause,[],[f26767,f9558,f1749,f7303]) ).

fof(f26771,plain,
    ( until2p7(s199)
    | spl0_254
    | ~ spl0_457 ),
    inference(resolution,[],[f1959,f2774]) ).

fof(f26772,plain,
    ( always3(s449)
    | spl0_254
    | ~ spl0_1855 ),
    inference(resolution,[],[f1959,f16630]) ).

fof(f26773,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_254 ),
    inference(resolution,[],[f1959,f7295]) ).

fof(f26774,plain,
    ( spl0_1358
    | spl0_254
    | ~ spl0_1855 ),
    inference(avatar_split_clause,[],[f26772,f10026,f1957,f7303]) ).

fof(f26775,plain,
    ( until2p7(s250)
    | spl0_203
    | ~ spl0_457 ),
    inference(resolution,[],[f1755,f2774]) ).

fof(f26776,plain,
    ( always3(s449)
    | spl0_203
    | ~ spl0_1753 ),
    inference(resolution,[],[f1755,f17671]) ).

fof(f26777,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_203 ),
    inference(resolution,[],[f1755,f7295]) ).

fof(f26778,plain,
    ( spl0_1358
    | spl0_203
    | ~ spl0_1753 ),
    inference(avatar_split_clause,[],[f26776,f9567,f1753,f7303]) ).

fof(f26780,plain,
    ( until2p7(s200)
    | spl0_253
    | ~ spl0_457 ),
    inference(resolution,[],[f1955,f2774]) ).

fof(f26781,plain,
    ( always3(s449)
    | spl0_253
    | ~ spl0_1853 ),
    inference(resolution,[],[f1955,f16619]) ).

fof(f26782,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_253 ),
    inference(resolution,[],[f1955,f7295]) ).

fof(f26783,plain,
    ( spl0_1358
    | spl0_253
    | ~ spl0_1853 ),
    inference(avatar_split_clause,[],[f26781,f10017,f1953,f7303]) ).

fof(f26784,plain,
    ( until2p7(s249)
    | spl0_204
    | ~ spl0_457 ),
    inference(resolution,[],[f1759,f2774]) ).

fof(f26785,plain,
    ( always3(s449)
    | spl0_204
    | ~ spl0_1755 ),
    inference(resolution,[],[f1759,f17442]) ).

fof(f26786,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_204 ),
    inference(resolution,[],[f1759,f7295]) ).

fof(f26787,plain,
    ( spl0_1358
    | spl0_204
    | ~ spl0_1755 ),
    inference(avatar_split_clause,[],[f26785,f9576,f1757,f7303]) ).

fof(f26789,plain,
    ( until2p7(s201)
    | spl0_252
    | ~ spl0_457 ),
    inference(resolution,[],[f1951,f2774]) ).

fof(f26790,plain,
    ( always3(s449)
    | spl0_252
    | ~ spl0_1851 ),
    inference(resolution,[],[f1951,f16608]) ).

fof(f26791,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_252 ),
    inference(resolution,[],[f1951,f7295]) ).

fof(f26792,plain,
    ( spl0_1358
    | spl0_252
    | ~ spl0_1851 ),
    inference(avatar_split_clause,[],[f26790,f10008,f1949,f7303]) ).

fof(f26793,plain,
    ( until2p7(s248)
    | spl0_205
    | ~ spl0_457 ),
    inference(resolution,[],[f1763,f2774]) ).

fof(f26794,plain,
    ( always3(s449)
    | spl0_205
    | ~ spl0_1757 ),
    inference(resolution,[],[f1763,f17454]) ).

fof(f26795,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_205 ),
    inference(resolution,[],[f1763,f7295]) ).

fof(f26796,plain,
    ( spl0_1358
    | spl0_205
    | ~ spl0_1757 ),
    inference(avatar_split_clause,[],[f26794,f9585,f1761,f7303]) ).

fof(f26798,plain,
    ( until2p7(s202)
    | spl0_251
    | ~ spl0_457 ),
    inference(resolution,[],[f1947,f2774]) ).

fof(f26799,plain,
    ( always3(s449)
    | spl0_251
    | ~ spl0_1849 ),
    inference(resolution,[],[f1947,f16596]) ).

fof(f26800,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_251 ),
    inference(resolution,[],[f1947,f7295]) ).

fof(f26801,plain,
    ( spl0_1358
    | spl0_251
    | ~ spl0_1849 ),
    inference(avatar_split_clause,[],[f26799,f9999,f1945,f7303]) ).

fof(f26802,plain,
    ( until2p7(s247)
    | spl0_206
    | ~ spl0_457 ),
    inference(resolution,[],[f1767,f2774]) ).

fof(f26803,plain,
    ( always3(s449)
    | spl0_206
    | ~ spl0_1759 ),
    inference(resolution,[],[f1767,f17465]) ).

fof(f26804,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_206 ),
    inference(resolution,[],[f1767,f7295]) ).

fof(f26805,plain,
    ( spl0_1358
    | spl0_206
    | ~ spl0_1759 ),
    inference(avatar_split_clause,[],[f26803,f9594,f1765,f7303]) ).

fof(f26807,plain,
    ( until2p7(s203)
    | spl0_250
    | ~ spl0_457 ),
    inference(resolution,[],[f1943,f2774]) ).

fof(f26808,plain,
    ( always3(s449)
    | spl0_250
    | ~ spl0_1847 ),
    inference(resolution,[],[f1943,f16768]) ).

fof(f26809,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_250 ),
    inference(resolution,[],[f1943,f7295]) ).

fof(f26810,plain,
    ( spl0_1358
    | spl0_250
    | ~ spl0_1847 ),
    inference(avatar_split_clause,[],[f26808,f9990,f1941,f7303]) ).

fof(f26811,plain,
    ( until2p7(s246)
    | spl0_207
    | ~ spl0_457 ),
    inference(resolution,[],[f1771,f2774]) ).

fof(f26812,plain,
    ( always3(s449)
    | spl0_207
    | ~ spl0_1761 ),
    inference(resolution,[],[f1771,f17480]) ).

fof(f26813,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_207 ),
    inference(resolution,[],[f1771,f7295]) ).

fof(f26814,plain,
    ( spl0_1358
    | spl0_207
    | ~ spl0_1761 ),
    inference(avatar_split_clause,[],[f26812,f9603,f1769,f7303]) ).

fof(f26816,plain,
    ( until2p7(s204)
    | spl0_249
    | ~ spl0_457 ),
    inference(resolution,[],[f1939,f2774]) ).

fof(f26817,plain,
    ( always3(s449)
    | spl0_249
    | ~ spl0_1845 ),
    inference(resolution,[],[f1939,f16757]) ).

fof(f26818,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_249 ),
    inference(resolution,[],[f1939,f7295]) ).

fof(f26819,plain,
    ( spl0_1358
    | spl0_249
    | ~ spl0_1845 ),
    inference(avatar_split_clause,[],[f26817,f9981,f1937,f7303]) ).

fof(f26820,plain,
    ( until2p7(s245)
    | spl0_208
    | ~ spl0_457 ),
    inference(resolution,[],[f1775,f2774]) ).

fof(f26821,plain,
    ( always3(s449)
    | spl0_208
    | ~ spl0_1763 ),
    inference(resolution,[],[f1775,f17491]) ).

fof(f26822,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_208 ),
    inference(resolution,[],[f1775,f7295]) ).

fof(f26823,plain,
    ( spl0_1358
    | spl0_208
    | ~ spl0_1763 ),
    inference(avatar_split_clause,[],[f26821,f9612,f1773,f7303]) ).

fof(f26825,plain,
    ( until2p7(s205)
    | spl0_248
    | ~ spl0_457 ),
    inference(resolution,[],[f1935,f2774]) ).

fof(f26826,plain,
    ( always3(s449)
    | spl0_248
    | ~ spl0_1843 ),
    inference(resolution,[],[f1935,f16746]) ).

fof(f26827,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_248 ),
    inference(resolution,[],[f1935,f7295]) ).

fof(f26828,plain,
    ( spl0_1358
    | spl0_248
    | ~ spl0_1843 ),
    inference(avatar_split_clause,[],[f26826,f9972,f1933,f7303]) ).

fof(f26829,plain,
    ( until2p7(s244)
    | spl0_209
    | ~ spl0_457 ),
    inference(resolution,[],[f1779,f2774]) ).

fof(f26830,plain,
    ( always3(s449)
    | spl0_209
    | ~ spl0_1765 ),
    inference(resolution,[],[f1779,f17515]) ).

fof(f26831,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_209 ),
    inference(resolution,[],[f1779,f7295]) ).

fof(f26832,plain,
    ( spl0_1358
    | spl0_209
    | ~ spl0_1765 ),
    inference(avatar_split_clause,[],[f26830,f9621,f1777,f7303]) ).

fof(f26834,plain,
    ( until2p7(s206)
    | spl0_247
    | ~ spl0_457 ),
    inference(resolution,[],[f1931,f2774]) ).

fof(f26835,plain,
    ( always3(s449)
    | spl0_247
    | ~ spl0_1841 ),
    inference(resolution,[],[f1931,f16735]) ).

fof(f26836,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_247 ),
    inference(resolution,[],[f1931,f7295]) ).

fof(f26837,plain,
    ( spl0_1358
    | spl0_247
    | ~ spl0_1841 ),
    inference(avatar_split_clause,[],[f26835,f9963,f1929,f7303]) ).

fof(f26838,plain,
    ( until2p7(s243)
    | spl0_210
    | ~ spl0_457 ),
    inference(resolution,[],[f1783,f2774]) ).

fof(f26839,plain,
    ( always3(s449)
    | spl0_210
    | ~ spl0_1767 ),
    inference(resolution,[],[f1783,f17528]) ).

fof(f26840,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_210 ),
    inference(resolution,[],[f1783,f7295]) ).

fof(f26841,plain,
    ( spl0_1358
    | spl0_210
    | ~ spl0_1767 ),
    inference(avatar_split_clause,[],[f26839,f9630,f1781,f7303]) ).

fof(f26843,plain,
    ( until2p7(s207)
    | spl0_246
    | ~ spl0_457 ),
    inference(resolution,[],[f1927,f2774]) ).

fof(f26844,plain,
    ( always3(s449)
    | spl0_246
    | ~ spl0_1839 ),
    inference(resolution,[],[f1927,f16724]) ).

fof(f26845,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_246 ),
    inference(resolution,[],[f1927,f7295]) ).

fof(f26846,plain,
    ( spl0_1358
    | spl0_246
    | ~ spl0_1839 ),
    inference(avatar_split_clause,[],[f26844,f9954,f1925,f7303]) ).

fof(f26847,plain,
    ( until2p7(s242)
    | spl0_211
    | ~ spl0_457 ),
    inference(resolution,[],[f1787,f2774]) ).

fof(f26848,plain,
    ( always3(s449)
    | spl0_211
    | ~ spl0_1769 ),
    inference(resolution,[],[f1787,f17502]) ).

fof(f26849,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_211 ),
    inference(resolution,[],[f1787,f7295]) ).

fof(f26850,plain,
    ( spl0_1358
    | spl0_211
    | ~ spl0_1769 ),
    inference(avatar_split_clause,[],[f26848,f9639,f1785,f7303]) ).

fof(f26852,plain,
    ( until2p7(s208)
    | spl0_245
    | ~ spl0_457 ),
    inference(resolution,[],[f1923,f2774]) ).

fof(f26853,plain,
    ( always3(s449)
    | spl0_245
    | ~ spl0_1837 ),
    inference(resolution,[],[f1923,f16712]) ).

fof(f26854,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_245 ),
    inference(resolution,[],[f1923,f7295]) ).

fof(f26855,plain,
    ( spl0_1358
    | spl0_245
    | ~ spl0_1837 ),
    inference(avatar_split_clause,[],[f26853,f9945,f1921,f7303]) ).

fof(f26856,plain,
    ( until2p7(s241)
    | spl0_212
    | ~ spl0_457 ),
    inference(resolution,[],[f1791,f2774]) ).

fof(f26857,plain,
    ( always3(s449)
    | spl0_212
    | ~ spl0_1771 ),
    inference(resolution,[],[f1791,f17553]) ).

fof(f26858,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_212 ),
    inference(resolution,[],[f1791,f7295]) ).

fof(f26859,plain,
    ( spl0_1358
    | spl0_212
    | ~ spl0_1771 ),
    inference(avatar_split_clause,[],[f26857,f9648,f1789,f7303]) ).

fof(f26861,plain,
    ( until2p7(s209)
    | spl0_244
    | ~ spl0_457 ),
    inference(resolution,[],[f1919,f2774]) ).

fof(f26862,plain,
    ( always3(s449)
    | spl0_244
    | ~ spl0_1835 ),
    inference(resolution,[],[f1919,f16865]) ).

fof(f26863,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_244 ),
    inference(resolution,[],[f1919,f7295]) ).

fof(f26864,plain,
    ( spl0_1358
    | spl0_244
    | ~ spl0_1835 ),
    inference(avatar_split_clause,[],[f26862,f9936,f1917,f7303]) ).

fof(f26865,plain,
    ( until2p7(s240)
    | spl0_213
    | ~ spl0_457 ),
    inference(resolution,[],[f1795,f2774]) ).

fof(f26866,plain,
    ( always3(s449)
    | spl0_213
    | ~ spl0_1773 ),
    inference(resolution,[],[f1795,f17545]) ).

fof(f26867,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_213 ),
    inference(resolution,[],[f1795,f7295]) ).

fof(f26868,plain,
    ( spl0_1358
    | spl0_213
    | ~ spl0_1773 ),
    inference(avatar_split_clause,[],[f26866,f9657,f1793,f7303]) ).

fof(f26870,plain,
    ( until2p7(s210)
    | spl0_243
    | ~ spl0_457 ),
    inference(resolution,[],[f1915,f2774]) ).

fof(f26871,plain,
    ( always3(s449)
    | spl0_243
    | ~ spl0_1833 ),
    inference(resolution,[],[f1915,f16854]) ).

fof(f26872,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_243 ),
    inference(resolution,[],[f1915,f7295]) ).

fof(f26873,plain,
    ( spl0_1358
    | spl0_243
    | ~ spl0_1833 ),
    inference(avatar_split_clause,[],[f26871,f9927,f1913,f7303]) ).

fof(f26874,plain,
    ( until2p7(s239)
    | spl0_214
    | ~ spl0_457 ),
    inference(resolution,[],[f1799,f2774]) ).

fof(f26875,plain,
    ( always3(s449)
    | spl0_214
    | ~ spl0_1775 ),
    inference(resolution,[],[f1799,f17226]) ).

fof(f26876,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_214 ),
    inference(resolution,[],[f1799,f7295]) ).

fof(f26877,plain,
    ( spl0_1358
    | spl0_214
    | ~ spl0_1775 ),
    inference(avatar_split_clause,[],[f26875,f9666,f1797,f7303]) ).

fof(f26879,plain,
    ( until2p7(s211)
    | spl0_242
    | ~ spl0_457 ),
    inference(resolution,[],[f1911,f2774]) ).

fof(f26880,plain,
    ( always3(s449)
    | spl0_242
    | ~ spl0_1831 ),
    inference(resolution,[],[f1911,f16843]) ).

fof(f26881,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_242 ),
    inference(resolution,[],[f1911,f7295]) ).

fof(f26882,plain,
    ( spl0_1358
    | spl0_242
    | ~ spl0_1831 ),
    inference(avatar_split_clause,[],[f26880,f9918,f1909,f7303]) ).

fof(f26883,plain,
    ( until2p7(s238)
    | spl0_215
    | ~ spl0_457 ),
    inference(resolution,[],[f1803,f2774]) ).

fof(f26884,plain,
    ( always3(s449)
    | spl0_215
    | ~ spl0_1777 ),
    inference(resolution,[],[f1803,f17238]) ).

fof(f26885,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_215 ),
    inference(resolution,[],[f1803,f7295]) ).

fof(f26886,plain,
    ( spl0_1358
    | spl0_215
    | ~ spl0_1777 ),
    inference(avatar_split_clause,[],[f26884,f9675,f1801,f7303]) ).

fof(f26888,plain,
    ( until2p7(s212)
    | spl0_241
    | ~ spl0_457 ),
    inference(resolution,[],[f1907,f2774]) ).

fof(f26889,plain,
    ( always3(s449)
    | spl0_241
    | ~ spl0_1829 ),
    inference(resolution,[],[f1907,f16832]) ).

fof(f26890,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_241 ),
    inference(resolution,[],[f1907,f7295]) ).

fof(f26891,plain,
    ( spl0_1358
    | spl0_241
    | ~ spl0_1829 ),
    inference(avatar_split_clause,[],[f26889,f9909,f1905,f7303]) ).

fof(f26892,plain,
    ( until2p7(s237)
    | spl0_216
    | ~ spl0_457 ),
    inference(resolution,[],[f1807,f2774]) ).

fof(f26893,plain,
    ( always3(s449)
    | spl0_216
    | ~ spl0_1779 ),
    inference(resolution,[],[f1807,f17249]) ).

fof(f26894,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_216 ),
    inference(resolution,[],[f1807,f7295]) ).

fof(f26895,plain,
    ( spl0_1358
    | spl0_216
    | ~ spl0_1779 ),
    inference(avatar_split_clause,[],[f26893,f9684,f1805,f7303]) ).

fof(f26897,plain,
    ( until2p7(s213)
    | spl0_240
    | ~ spl0_457 ),
    inference(resolution,[],[f1903,f2774]) ).

fof(f26898,plain,
    ( always3(s449)
    | spl0_240
    | ~ spl0_1827 ),
    inference(resolution,[],[f1903,f16820]) ).

fof(f26899,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_240 ),
    inference(resolution,[],[f1903,f7295]) ).

fof(f26900,plain,
    ( spl0_1358
    | spl0_240
    | ~ spl0_1827 ),
    inference(avatar_split_clause,[],[f26898,f9900,f1901,f7303]) ).

fof(f26901,plain,
    ( until2p7(s236)
    | spl0_217
    | ~ spl0_457 ),
    inference(resolution,[],[f1811,f2774]) ).

fof(f26902,plain,
    ( always3(s449)
    | spl0_217
    | ~ spl0_1781 ),
    inference(resolution,[],[f1811,f17260]) ).

fof(f26903,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_217 ),
    inference(resolution,[],[f1811,f7295]) ).

fof(f26904,plain,
    ( spl0_1358
    | spl0_217
    | ~ spl0_1781 ),
    inference(avatar_split_clause,[],[f26902,f9693,f1809,f7303]) ).

fof(f26906,plain,
    ( until2p7(s214)
    | spl0_239
    | ~ spl0_457 ),
    inference(resolution,[],[f1899,f2774]) ).

fof(f26907,plain,
    ( always3(s449)
    | spl0_239
    | ~ spl0_1825 ),
    inference(resolution,[],[f1899,f16959]) ).

fof(f26908,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_239 ),
    inference(resolution,[],[f1899,f7295]) ).

fof(f26909,plain,
    ( spl0_1358
    | spl0_239
    | ~ spl0_1825 ),
    inference(avatar_split_clause,[],[f26907,f9891,f1897,f7303]) ).

fof(f26910,plain,
    ( until2p7(s235)
    | spl0_218
    | ~ spl0_457 ),
    inference(resolution,[],[f1815,f2774]) ).

fof(f26911,plain,
    ( always3(s449)
    | spl0_218
    | ~ spl0_1783 ),
    inference(resolution,[],[f1815,f17271]) ).

fof(f26912,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_218 ),
    inference(resolution,[],[f1815,f7295]) ).

fof(f26913,plain,
    ( spl0_1358
    | spl0_218
    | ~ spl0_1783 ),
    inference(avatar_split_clause,[],[f26911,f9702,f1813,f7303]) ).

fof(f26915,plain,
    ( until2p7(s215)
    | spl0_238
    | ~ spl0_457 ),
    inference(resolution,[],[f1895,f2774]) ).

fof(f26916,plain,
    ( always3(s449)
    | spl0_238
    | ~ spl0_1823 ),
    inference(resolution,[],[f1895,f16948]) ).

fof(f26917,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_238 ),
    inference(resolution,[],[f1895,f7295]) ).

fof(f26918,plain,
    ( spl0_1358
    | spl0_238
    | ~ spl0_1823 ),
    inference(avatar_split_clause,[],[f26916,f9882,f1893,f7303]) ).

fof(f26919,plain,
    ( until2p7(s234)
    | spl0_219
    | ~ spl0_457 ),
    inference(resolution,[],[f1819,f2774]) ).

fof(f26920,plain,
    ( always3(s449)
    | spl0_219
    | ~ spl0_1785 ),
    inference(resolution,[],[f1819,f17282]) ).

fof(f26921,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_219 ),
    inference(resolution,[],[f1819,f7295]) ).

fof(f26922,plain,
    ( spl0_1358
    | spl0_219
    | ~ spl0_1785 ),
    inference(avatar_split_clause,[],[f26920,f9711,f1817,f7303]) ).

fof(f26924,plain,
    ( until2p7(s216)
    | spl0_237
    | ~ spl0_457 ),
    inference(resolution,[],[f1891,f2774]) ).

fof(f26925,plain,
    ( always3(s449)
    | spl0_237
    | ~ spl0_1821 ),
    inference(resolution,[],[f1891,f16937]) ).

fof(f26926,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_237 ),
    inference(resolution,[],[f1891,f7295]) ).

fof(f26927,plain,
    ( spl0_1358
    | spl0_237
    | ~ spl0_1821 ),
    inference(avatar_split_clause,[],[f26925,f9873,f1889,f7303]) ).

fof(f26928,plain,
    ( until2p7(s233)
    | spl0_220
    | ~ spl0_457 ),
    inference(resolution,[],[f1823,f2774]) ).

fof(f26929,plain,
    ( always3(s449)
    | spl0_220
    | ~ spl0_1787 ),
    inference(resolution,[],[f1823,f17297]) ).

fof(f26930,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_220 ),
    inference(resolution,[],[f1823,f7295]) ).

fof(f26931,plain,
    ( spl0_1358
    | spl0_220
    | ~ spl0_1787 ),
    inference(avatar_split_clause,[],[f26929,f9720,f1821,f7303]) ).

fof(f26933,plain,
    ( until2p7(s217)
    | spl0_236
    | ~ spl0_457 ),
    inference(resolution,[],[f1887,f2774]) ).

fof(f26934,plain,
    ( always3(s449)
    | spl0_236
    | ~ spl0_1819 ),
    inference(resolution,[],[f1887,f16926]) ).

fof(f26935,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_236 ),
    inference(resolution,[],[f1887,f7295]) ).

fof(f26936,plain,
    ( spl0_1358
    | spl0_236
    | ~ spl0_1819 ),
    inference(avatar_split_clause,[],[f26934,f9864,f1885,f7303]) ).

fof(f26937,plain,
    ( until2p7(s232)
    | spl0_221
    | ~ spl0_457 ),
    inference(resolution,[],[f1827,f2774]) ).

fof(f26938,plain,
    ( always3(s449)
    | spl0_221
    | ~ spl0_1789 ),
    inference(resolution,[],[f1827,f17312]) ).

fof(f26939,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_221 ),
    inference(resolution,[],[f1827,f7295]) ).

fof(f26940,plain,
    ( spl0_1358
    | spl0_221
    | ~ spl0_1789 ),
    inference(avatar_split_clause,[],[f26938,f9729,f1825,f7303]) ).

fof(f26942,plain,
    ( until2p7(s218)
    | spl0_235
    | ~ spl0_457 ),
    inference(resolution,[],[f1883,f2774]) ).

fof(f26943,plain,
    ( always3(s449)
    | spl0_235
    | ~ spl0_1817 ),
    inference(resolution,[],[f1883,f16914]) ).

fof(f26944,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_235 ),
    inference(resolution,[],[f1883,f7295]) ).

fof(f26945,plain,
    ( spl0_1358
    | spl0_235
    | ~ spl0_1817 ),
    inference(avatar_split_clause,[],[f26943,f9855,f1881,f7303]) ).

fof(f26946,plain,
    ( until2p7(s231)
    | spl0_222
    | ~ spl0_457 ),
    inference(resolution,[],[f1831,f2774]) ).

fof(f26947,plain,
    ( always3(s449)
    | spl0_222
    | ~ spl0_1791 ),
    inference(resolution,[],[f1831,f17323]) ).

fof(f26948,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_222 ),
    inference(resolution,[],[f1831,f7295]) ).

fof(f26949,plain,
    ( spl0_1358
    | spl0_222
    | ~ spl0_1791 ),
    inference(avatar_split_clause,[],[f26947,f9738,f1829,f7303]) ).

fof(f26951,plain,
    ( until2p7(s219)
    | spl0_234
    | ~ spl0_457 ),
    inference(resolution,[],[f1879,f2774]) ).

fof(f26952,plain,
    ( always3(s449)
    | spl0_234
    | ~ spl0_1815 ),
    inference(resolution,[],[f1879,f17087]) ).

fof(f26953,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_234 ),
    inference(resolution,[],[f1879,f7295]) ).

fof(f26954,plain,
    ( spl0_1358
    | spl0_234
    | ~ spl0_1815 ),
    inference(avatar_split_clause,[],[f26952,f9846,f1877,f7303]) ).

fof(f26955,plain,
    ( until2p7(s230)
    | spl0_223
    | ~ spl0_457 ),
    inference(resolution,[],[f1835,f2774]) ).

fof(f26956,plain,
    ( always3(s449)
    | spl0_223
    | ~ spl0_1793 ),
    inference(resolution,[],[f1835,f17334]) ).

fof(f26957,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_223 ),
    inference(resolution,[],[f1835,f7295]) ).

fof(f26958,plain,
    ( spl0_1358
    | spl0_223
    | ~ spl0_1793 ),
    inference(avatar_split_clause,[],[f26956,f9747,f1833,f7303]) ).

fof(f26960,plain,
    ( until2p7(s220)
    | spl0_233
    | ~ spl0_457 ),
    inference(resolution,[],[f1875,f2774]) ).

fof(f26961,plain,
    ( always3(s449)
    | spl0_233
    | ~ spl0_1813 ),
    inference(resolution,[],[f1875,f17076]) ).

fof(f26962,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_233 ),
    inference(resolution,[],[f1875,f7295]) ).

fof(f26963,plain,
    ( spl0_1358
    | spl0_233
    | ~ spl0_1813 ),
    inference(avatar_split_clause,[],[f26961,f9837,f1873,f7303]) ).

fof(f26964,plain,
    ( until2p7(s229)
    | spl0_224
    | ~ spl0_457 ),
    inference(resolution,[],[f1839,f2774]) ).

fof(f26965,plain,
    ( always3(s449)
    | spl0_224
    | ~ spl0_1795 ),
    inference(resolution,[],[f1839,f17345]) ).

fof(f26966,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_224 ),
    inference(resolution,[],[f1839,f7295]) ).

fof(f26967,plain,
    ( spl0_1358
    | spl0_224
    | ~ spl0_1795 ),
    inference(avatar_split_clause,[],[f26965,f9756,f1837,f7303]) ).

fof(f26969,plain,
    ( until2p7(s221)
    | spl0_232
    | ~ spl0_457 ),
    inference(resolution,[],[f1871,f2774]) ).

fof(f26970,plain,
    ( always3(s449)
    | spl0_232
    | ~ spl0_1811 ),
    inference(resolution,[],[f1871,f17065]) ).

fof(f26971,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_232 ),
    inference(resolution,[],[f1871,f7295]) ).

fof(f26972,plain,
    ( spl0_1358
    | spl0_232
    | ~ spl0_1811 ),
    inference(avatar_split_clause,[],[f26970,f9828,f1869,f7303]) ).

fof(f26973,plain,
    ( until2p7(s228)
    | spl0_225
    | ~ spl0_457 ),
    inference(resolution,[],[f1843,f2774]) ).

fof(f26974,plain,
    ( always3(s449)
    | spl0_225
    | ~ spl0_1797 ),
    inference(resolution,[],[f1843,f17138]) ).

fof(f26975,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_225 ),
    inference(resolution,[],[f1843,f7295]) ).

fof(f26976,plain,
    ( spl0_1358
    | spl0_225
    | ~ spl0_1797 ),
    inference(avatar_split_clause,[],[f26974,f9765,f1841,f7303]) ).

fof(f26978,plain,
    ( until2p7(s222)
    | spl0_231
    | ~ spl0_457 ),
    inference(resolution,[],[f1867,f2774]) ).

fof(f26979,plain,
    ( always3(s449)
    | spl0_231
    | ~ spl0_1809 ),
    inference(resolution,[],[f1867,f17054]) ).

fof(f26980,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_231 ),
    inference(resolution,[],[f1867,f7295]) ).

fof(f26981,plain,
    ( spl0_1358
    | spl0_231
    | ~ spl0_1809 ),
    inference(avatar_split_clause,[],[f26979,f9819,f1865,f7303]) ).

fof(f26982,plain,
    ( until2p7(s227)
    | spl0_226
    | ~ spl0_457 ),
    inference(resolution,[],[f1847,f2774]) ).

fof(f26983,plain,
    ( always3(s449)
    | spl0_226
    | ~ spl0_1799 ),
    inference(resolution,[],[f1847,f17150]) ).

fof(f26984,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_226 ),
    inference(resolution,[],[f1847,f7295]) ).

fof(f26985,plain,
    ( spl0_1358
    | spl0_226
    | ~ spl0_1799 ),
    inference(avatar_split_clause,[],[f26983,f9774,f1845,f7303]) ).

fof(f26987,plain,
    ( until2p7(s223)
    | spl0_230
    | ~ spl0_457 ),
    inference(resolution,[],[f1863,f2774]) ).

fof(f26988,plain,
    ( always3(s449)
    | spl0_230
    | ~ spl0_1807 ),
    inference(resolution,[],[f1863,f17043]) ).

fof(f26989,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_230 ),
    inference(resolution,[],[f1863,f7295]) ).

fof(f26990,plain,
    ( spl0_1358
    | spl0_230
    | ~ spl0_1807 ),
    inference(avatar_split_clause,[],[f26988,f9810,f1861,f7303]) ).

fof(f26991,plain,
    ( until2p7(s226)
    | spl0_227
    | ~ spl0_457 ),
    inference(resolution,[],[f1851,f2774]) ).

fof(f26992,plain,
    ( always3(s449)
    | spl0_227
    | ~ spl0_1801 ),
    inference(resolution,[],[f1851,f17118]) ).

fof(f26993,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_227 ),
    inference(resolution,[],[f1851,f7295]) ).

fof(f26994,plain,
    ( spl0_1358
    | spl0_227
    | ~ spl0_1801 ),
    inference(avatar_split_clause,[],[f26992,f9783,f1849,f7303]) ).

fof(f26996,plain,
    ( until2p7(s224)
    | spl0_229
    | ~ spl0_457 ),
    inference(resolution,[],[f1859,f2774]) ).

fof(f26997,plain,
    ( always3(s449)
    | spl0_229
    | ~ spl0_1805 ),
    inference(resolution,[],[f1859,f17032]) ).

fof(f26998,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_229 ),
    inference(resolution,[],[f1859,f7295]) ).

fof(f26999,plain,
    ( spl0_1358
    | spl0_229
    | ~ spl0_1805 ),
    inference(avatar_split_clause,[],[f26997,f9801,f1857,f7303]) ).

fof(f27000,plain,
    ( until2p7(s225)
    | spl0_228
    | ~ spl0_457 ),
    inference(resolution,[],[f1855,f2774]) ).

fof(f27001,plain,
    ( always3(s449)
    | spl0_228
    | ~ spl0_1803 ),
    inference(resolution,[],[f1855,f17020]) ).

fof(f27002,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_228 ),
    inference(resolution,[],[f1855,f7295]) ).

fof(f27003,plain,
    ( spl0_1358
    | spl0_228
    | ~ spl0_1803 ),
    inference(avatar_split_clause,[],[f27001,f9792,f1853,f7303]) ).

fof(f27004,plain,
    ( xuntil2p8(s447)
    | ~ node4(s447)
    | spl0_6
    | ~ spl0_457 ),
    inference(resolution,[],[f22645,f942]) ).

fof(f27005,plain,
    ( xuntil2p8(s447)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706 ),
    inference(forward_subsumption_resolution,[],[f27004,f22189]) ).

fof(f27006,plain,
    ( ! [X0] :
        ( succ(s447,X0)
        | until2p7(X0) )
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706 ),
    inference(resolution,[],[f27005,f943]) ).

fof(f27012,plain,
    ( until2p7(s448)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706 ),
    inference(resolution,[],[f27006,f921]) ).

fof(f27013,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706 ),
    inference(resolution,[],[f27012,f942]) ).

fof(f27014,plain,
    ( xuntil2p8(s448)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707 ),
    inference(forward_subsumption_resolution,[],[f27013,f22199]) ).

fof(f27015,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707 ),
    inference(resolution,[],[f27014,f943]) ).

fof(f27021,plain,
    ( until2p7(s449)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707 ),
    inference(resolution,[],[f27015,f922]) ).

fof(f27027,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707 ),
    inference(resolution,[],[f27021,f942]) ).

fof(f27028,plain,
    ( xuntil2p8(s449)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f27027,f22247]) ).

fof(f27030,plain,
    ( ~ last(s449)
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(resolution,[],[f27028,f472]) ).

fof(f27031,plain,
    ( $false
    | spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f27030,f450]) ).

fof(f27032,plain,
    ( spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f27031]) ).

fof(f27033,plain,
    ( xuntil6(s449)
    | ~ spl0_1 ),
    inference(resolution,[],[f946,f450]) ).

fof(f27034,plain,
    ( $false
    | ~ spl0_1
    | spl0_456 ),
    inference(forward_subsumption_resolution,[],[f27033,f2770]) ).

fof(f27035,plain,
    ( ~ spl0_1
    | spl0_456 ),
    inference(avatar_contradiction_clause,[],[f27034]) ).

fof(f27036,plain,
    ( always3(s449)
    | ~ spl0_3 ),
    inference(resolution,[],[f954,f450]) ).

fof(f27037,plain,
    ( spl0_1358
    | ~ spl0_3 ),
    inference(avatar_split_clause,[],[f27036,f953,f7303]) ).

fof(f27248,plain,
    ( until2p7(s0)
    | spl0_453
    | ~ spl0_457 ),
    inference(resolution,[],[f2755,f2774]) ).

fof(f27249,plain,
    ( always3(s449)
    | spl0_453
    | ~ spl0_2256 ),
    inference(resolution,[],[f2755,f12936]) ).

fof(f27251,plain,
    ( spl0_1358
    | spl0_453
    | ~ spl0_2256 ),
    inference(avatar_split_clause,[],[f27249,f12731,f2753,f7303]) ).

fof(f27252,plain,
    ( spl0_2197
    | ~ spl0_2195 ),
    inference(avatar_split_clause,[],[f23763,f11556,f11565]) ).

fof(f27253,plain,
    ( spl0_2199
    | ~ spl0_2197 ),
    inference(avatar_split_clause,[],[f22649,f11565,f11574]) ).

fof(f27254,plain,
    ( spl0_2201
    | ~ spl0_2199 ),
    inference(avatar_split_clause,[],[f22651,f11574,f11583]) ).

fof(f27255,plain,
    ( spl0_2203
    | ~ spl0_2201 ),
    inference(avatar_split_clause,[],[f22674,f11583,f11592]) ).

fof(f27256,plain,
    ( spl0_2205
    | ~ spl0_2203 ),
    inference(avatar_split_clause,[],[f22675,f11592,f11601]) ).

fof(f27257,plain,
    ( spl0_2207
    | ~ spl0_2205 ),
    inference(avatar_split_clause,[],[f22676,f11601,f11610]) ).

fof(f27258,plain,
    ( spl0_2209
    | ~ spl0_2207 ),
    inference(avatar_split_clause,[],[f22677,f11610,f11619]) ).

fof(f27259,plain,
    ( spl0_2211
    | ~ spl0_2209 ),
    inference(avatar_split_clause,[],[f22678,f11619,f11628]) ).

fof(f27260,plain,
    ( spl0_2213
    | ~ spl0_2211 ),
    inference(avatar_split_clause,[],[f22679,f11628,f11637]) ).

fof(f27261,plain,
    ( spl0_2215
    | ~ spl0_2213 ),
    inference(avatar_split_clause,[],[f22680,f11637,f11646]) ).

fof(f27262,plain,
    ( spl0_2217
    | ~ spl0_2215 ),
    inference(avatar_split_clause,[],[f22681,f11646,f11655]) ).

fof(f27263,plain,
    ( spl0_2219
    | ~ spl0_2217 ),
    inference(avatar_split_clause,[],[f22682,f11655,f11664]) ).

fof(f27264,plain,
    ( spl0_2221
    | ~ spl0_2219 ),
    inference(avatar_split_clause,[],[f22683,f11664,f11673]) ).

fof(f27265,plain,
    ( spl0_2223
    | ~ spl0_2221 ),
    inference(avatar_split_clause,[],[f22684,f11673,f11682]) ).

fof(f27266,plain,
    ( spl0_2225
    | ~ spl0_2223 ),
    inference(avatar_split_clause,[],[f22685,f11682,f11691]) ).

fof(f27267,plain,
    ( spl0_2227
    | ~ spl0_2225 ),
    inference(avatar_split_clause,[],[f22686,f11691,f11700]) ).

fof(f27268,plain,
    ( spl0_2229
    | ~ spl0_2227 ),
    inference(avatar_split_clause,[],[f22687,f11700,f11709]) ).

fof(f27269,plain,
    ( spl0_2193
    | ~ spl0_2191 ),
    inference(avatar_split_clause,[],[f22707,f11538,f11547]) ).

fof(f27270,plain,
    ( spl0_2191
    | ~ spl0_2189 ),
    inference(avatar_split_clause,[],[f22706,f11529,f11538]) ).

fof(f27271,plain,
    ( spl0_2189
    | ~ spl0_2187 ),
    inference(avatar_split_clause,[],[f22705,f11520,f11529]) ).

fof(f27272,plain,
    ( spl0_2187
    | ~ spl0_2185 ),
    inference(avatar_split_clause,[],[f22704,f11511,f11520]) ).

fof(f27273,plain,
    ( spl0_2185
    | ~ spl0_2183 ),
    inference(avatar_split_clause,[],[f22703,f11502,f11511]) ).

fof(f27274,plain,
    ( spl0_2183
    | ~ spl0_2181 ),
    inference(avatar_split_clause,[],[f22702,f11493,f11502]) ).

fof(f27275,plain,
    ( spl0_2181
    | ~ spl0_2179 ),
    inference(avatar_split_clause,[],[f22701,f11484,f11493]) ).

fof(f27276,plain,
    ( spl0_2179
    | ~ spl0_2177 ),
    inference(avatar_split_clause,[],[f22700,f11475,f11484]) ).

fof(f27277,plain,
    ( spl0_2177
    | ~ spl0_2175 ),
    inference(avatar_split_clause,[],[f22699,f11466,f11475]) ).

fof(f27278,plain,
    ( spl0_2175
    | ~ spl0_2173 ),
    inference(avatar_split_clause,[],[f22698,f11457,f11466]) ).

fof(f27279,plain,
    ( spl0_2173
    | ~ spl0_2171 ),
    inference(avatar_split_clause,[],[f22697,f11448,f11457]) ).

fof(f27280,plain,
    ( spl0_2171
    | ~ spl0_2169 ),
    inference(avatar_split_clause,[],[f22696,f11439,f11448]) ).

fof(f27281,plain,
    ( spl0_2169
    | ~ spl0_2167 ),
    inference(avatar_split_clause,[],[f22695,f11430,f11439]) ).

fof(f27282,plain,
    ( spl0_2167
    | ~ spl0_2165 ),
    inference(avatar_split_clause,[],[f22694,f11421,f11430]) ).

fof(f27283,plain,
    ( spl0_2165
    | ~ spl0_2163 ),
    inference(avatar_split_clause,[],[f22693,f11412,f11421]) ).

fof(f27284,plain,
    ( spl0_2163
    | ~ spl0_2161 ),
    inference(avatar_split_clause,[],[f24800,f11403,f11412]) ).

fof(f27285,plain,
    ( spl0_2039
    | ~ spl0_2037 ),
    inference(avatar_split_clause,[],[f22915,f10845,f10854]) ).

fof(f27286,plain,
    ( spl0_2037
    | ~ spl0_2035 ),
    inference(avatar_split_clause,[],[f22916,f10836,f10845]) ).

fof(f27287,plain,
    ( spl0_2035
    | ~ spl0_2033 ),
    inference(avatar_split_clause,[],[f22917,f10827,f10836]) ).

fof(f27288,plain,
    ( spl0_2033
    | ~ spl0_2031 ),
    inference(avatar_split_clause,[],[f22918,f10818,f10827]) ).

fof(f27289,plain,
    ( spl0_2031
    | ~ spl0_2029 ),
    inference(avatar_split_clause,[],[f24952,f10809,f10818]) ).

fof(f27290,plain,
    ( spl0_1873
    | ~ spl0_1871 ),
    inference(avatar_split_clause,[],[f24368,f10098,f10107]) ).

fof(f27291,plain,
    ( spl0_1847
    | ~ spl0_1845 ),
    inference(avatar_split_clause,[],[f23194,f9981,f9990]) ).

fof(f27292,plain,
    ( spl0_1845
    | ~ spl0_1843 ),
    inference(avatar_split_clause,[],[f23193,f9972,f9981]) ).

fof(f27293,plain,
    ( spl0_1843
    | ~ spl0_1841 ),
    inference(avatar_split_clause,[],[f23192,f9963,f9972]) ).

fof(f27294,plain,
    ( spl0_1841
    | ~ spl0_1839 ),
    inference(avatar_split_clause,[],[f23191,f9954,f9963]) ).

fof(f27295,plain,
    ( spl0_1839
    | ~ spl0_1837 ),
    inference(avatar_split_clause,[],[f23802,f9945,f9954]) ).

fof(f27296,plain,
    ( spl0_1835
    | ~ spl0_1833 ),
    inference(avatar_split_clause,[],[f23202,f9927,f9936]) ).

fof(f27297,plain,
    ( spl0_1833
    | ~ spl0_1831 ),
    inference(avatar_split_clause,[],[f23201,f9918,f9927]) ).

fof(f27298,plain,
    ( spl0_1831
    | ~ spl0_1829 ),
    inference(avatar_split_clause,[],[f23200,f9909,f9918]) ).

fof(f27299,plain,
    ( spl0_1829
    | ~ spl0_1827 ),
    inference(avatar_split_clause,[],[f23803,f9900,f9909]) ).

fof(f27300,plain,
    ( spl0_1825
    | ~ spl0_1823 ),
    inference(avatar_split_clause,[],[f23210,f9882,f9891]) ).

fof(f27301,plain,
    ( spl0_1823
    | ~ spl0_1821 ),
    inference(avatar_split_clause,[],[f23209,f9873,f9882]) ).

fof(f27302,plain,
    ( spl0_1821
    | ~ spl0_1819 ),
    inference(avatar_split_clause,[],[f23208,f9864,f9873]) ).

fof(f27303,plain,
    ( spl0_1819
    | ~ spl0_1817 ),
    inference(avatar_split_clause,[],[f23804,f9855,f9864]) ).

fof(f27304,plain,
    ( spl0_1815
    | ~ spl0_1813 ),
    inference(avatar_split_clause,[],[f23220,f9837,f9846]) ).

fof(f27305,plain,
    ( spl0_1813
    | ~ spl0_1811 ),
    inference(avatar_split_clause,[],[f23219,f9828,f9837]) ).

fof(f27306,plain,
    ( spl0_1811
    | ~ spl0_1809 ),
    inference(avatar_split_clause,[],[f23218,f9819,f9828]) ).

fof(f27307,plain,
    ( spl0_1809
    | ~ spl0_1807 ),
    inference(avatar_split_clause,[],[f23217,f9810,f9819]) ).

fof(f27308,plain,
    ( spl0_1807
    | ~ spl0_1805 ),
    inference(avatar_split_clause,[],[f23216,f9801,f9810]) ).

fof(f27309,plain,
    ( spl0_1805
    | ~ spl0_1803 ),
    inference(avatar_split_clause,[],[f23805,f9792,f9801]) ).

fof(f27310,plain,
    ( spl0_1801
    | ~ spl0_1799 ),
    inference(avatar_split_clause,[],[f23231,f9774,f9783]) ).

fof(f27311,plain,
    ( spl0_1799
    | ~ spl0_1797 ),
    inference(avatar_split_clause,[],[f23806,f9765,f9774]) ).

fof(f27312,plain,
    ( spl0_1795
    | ~ spl0_1793 ),
    inference(avatar_split_clause,[],[f23240,f9747,f9756]) ).

fof(f27313,plain,
    ( spl0_1793
    | ~ spl0_1791 ),
    inference(avatar_split_clause,[],[f23239,f9738,f9747]) ).

fof(f27314,plain,
    ( spl0_1791
    | ~ spl0_1789 ),
    inference(avatar_split_clause,[],[f23238,f9729,f9738]) ).

fof(f27315,plain,
    ( spl0_1789
    | ~ spl0_1787 ),
    inference(avatar_split_clause,[],[f23237,f9720,f9729]) ).

fof(f27316,plain,
    ( spl0_1787
    | ~ spl0_1785 ),
    inference(avatar_split_clause,[],[f23236,f9711,f9720]) ).

fof(f27317,plain,
    ( spl0_1785
    | ~ spl0_1783 ),
    inference(avatar_split_clause,[],[f23235,f9702,f9711]) ).

fof(f27318,plain,
    ( spl0_1783
    | ~ spl0_1781 ),
    inference(avatar_split_clause,[],[f23234,f9693,f9702]) ).

fof(f27319,plain,
    ( spl0_1781
    | ~ spl0_1779 ),
    inference(avatar_split_clause,[],[f23233,f9684,f9693]) ).

fof(f27320,plain,
    ( spl0_1779
    | ~ spl0_1777 ),
    inference(avatar_split_clause,[],[f23232,f9675,f9684]) ).

fof(f27321,plain,
    ( spl0_1777
    | ~ spl0_1775 ),
    inference(avatar_split_clause,[],[f23809,f9666,f9675]) ).

fof(f27322,plain,
    ( spl0_1773
    | ~ spl0_1771 ),
    inference(avatar_split_clause,[],[f23280,f9648,f9657]) ).

fof(f27323,plain,
    ( spl0_1771
    | ~ spl0_1769 ),
    inference(avatar_split_clause,[],[f23808,f9639,f9648]) ).

fof(f27324,plain,
    ( spl0_1767
    | ~ spl0_1765 ),
    inference(avatar_split_clause,[],[f23807,f9621,f9630]) ).

fof(f27325,plain,
    ( spl0_1759
    | ~ spl0_1757 ),
    inference(avatar_split_clause,[],[f23246,f9585,f9594]) ).

fof(f27326,plain,
    ( spl0_1757
    | ~ spl0_1755 ),
    inference(avatar_split_clause,[],[f23810,f9576,f9585]) ).

fof(f27327,plain,
    ( spl0_1753
    | ~ spl0_1751 ),
    inference(avatar_split_clause,[],[f23283,f9558,f9567]) ).

fof(f27328,plain,
    ( spl0_1751
    | ~ spl0_1749 ),
    inference(avatar_split_clause,[],[f23282,f9549,f9558]) ).

fof(f27329,plain,
    ( spl0_1749
    | ~ spl0_1747 ),
    inference(avatar_split_clause,[],[f23281,f9540,f9549]) ).

fof(f27330,plain,
    ( spl0_1747
    | ~ spl0_1745 ),
    inference(avatar_split_clause,[],[f23811,f9531,f9540]) ).

fof(f27331,plain,
    ( spl0_1743
    | ~ spl0_1741 ),
    inference(avatar_split_clause,[],[f23291,f9513,f9522]) ).

fof(f27332,plain,
    ( spl0_1741
    | ~ spl0_1739 ),
    inference(avatar_split_clause,[],[f23290,f9504,f9513]) ).

fof(f27333,plain,
    ( spl0_1739
    | ~ spl0_1737 ),
    inference(avatar_split_clause,[],[f23289,f9495,f9504]) ).

fof(f27334,plain,
    ( spl0_1737
    | ~ spl0_1735 ),
    inference(avatar_split_clause,[],[f23812,f9486,f9495]) ).

fof(f27335,plain,
    ( spl0_1733
    | ~ spl0_1731 ),
    inference(avatar_split_clause,[],[f23303,f9468,f9477]) ).

fof(f27336,plain,
    ( spl0_1731
    | ~ spl0_1729 ),
    inference(avatar_split_clause,[],[f24005,f9459,f9468]) ).

fof(f27337,plain,
    ( spl0_1725
    | ~ spl0_1723 ),
    inference(avatar_split_clause,[],[f23297,f9432,f9441]) ).

fof(f27338,plain,
    ( spl0_1723
    | ~ spl0_1721 ),
    inference(avatar_split_clause,[],[f23365,f9423,f9432]) ).

fof(f27339,plain,
    ( spl0_1721
    | ~ spl0_1719 ),
    inference(avatar_split_clause,[],[f24004,f9414,f9423]) ).

fof(f27340,plain,
    ( spl0_1715
    | ~ spl0_1713 ),
    inference(avatar_split_clause,[],[f23350,f9387,f9396]) ).

fof(f27341,plain,
    ( spl0_1713
    | ~ spl0_1711 ),
    inference(avatar_split_clause,[],[f24286,f9378,f9387]) ).

fof(f27342,plain,
    ( spl0_1679
    | ~ spl0_1677 ),
    inference(avatar_split_clause,[],[f23587,f9225,f9234]) ).

fof(f27343,plain,
    ( spl0_1677
    | ~ spl0_1675 ),
    inference(avatar_split_clause,[],[f23839,f9216,f9225]) ).

fof(f27344,plain,
    ( spl0_1673
    | ~ spl0_1671 ),
    inference(avatar_split_clause,[],[f23366,f9198,f9207]) ).

fof(f27345,plain,
    ( spl0_1671
    | ~ spl0_1669 ),
    inference(avatar_split_clause,[],[f23840,f9189,f9198]) ).

fof(f27346,plain,
    ( spl0_1667
    | ~ spl0_1665 ),
    inference(avatar_split_clause,[],[f23449,f9171,f9180]) ).

fof(f27347,plain,
    ( spl0_1665
    | ~ spl0_1663 ),
    inference(avatar_split_clause,[],[f24498,f9162,f9171]) ).

fof(f27348,plain,
    ( spl0_1649
    | ~ spl0_1647 ),
    inference(avatar_split_clause,[],[f24268,f9090,f9099]) ).

fof(f27349,plain,
    ( spl0_1639
    | ~ spl0_1637 ),
    inference(avatar_split_clause,[],[f23851,f9045,f9054]) ).

fof(f27350,plain,
    ( spl0_1635
    | ~ spl0_1633 ),
    inference(avatar_split_clause,[],[f23443,f9027,f9036]) ).

fof(f27351,plain,
    ( spl0_1633
    | ~ spl0_1631 ),
    inference(avatar_split_clause,[],[f23872,f9018,f9027]) ).

fof(f27352,plain,
    ( spl0_1629
    | ~ spl0_1627 ),
    inference(avatar_split_clause,[],[f23437,f9000,f9009]) ).

fof(f27353,plain,
    ( spl0_1627
    | ~ spl0_1625 ),
    inference(avatar_split_clause,[],[f24403,f8991,f9000]) ).

fof(f27354,plain,
    ( spl0_1617
    | ~ spl0_1615 ),
    inference(avatar_split_clause,[],[f23395,f8946,f8955]) ).

fof(f27355,plain,
    ( spl0_1615
    | ~ spl0_1613 ),
    inference(avatar_split_clause,[],[f23396,f8937,f8946]) ).

fof(f27356,plain,
    ( spl0_1613
    | ~ spl0_1611 ),
    inference(avatar_split_clause,[],[f23852,f8928,f8937]) ).

fof(f27357,plain,
    ( spl0_1609
    | ~ spl0_1607 ),
    inference(avatar_split_clause,[],[f23409,f8910,f8919]) ).

fof(f27358,plain,
    ( spl0_1607
    | ~ spl0_1605 ),
    inference(avatar_split_clause,[],[f23871,f8901,f8910]) ).

fof(f27359,plain,
    ( spl0_1603
    | ~ spl0_1601 ),
    inference(avatar_split_clause,[],[f23431,f8883,f8892]) ).

fof(f27360,plain,
    ( spl0_1601
    | ~ spl0_1599 ),
    inference(avatar_split_clause,[],[f23410,f8874,f8883]) ).

fof(f27361,plain,
    ( spl0_1599
    | ~ spl0_1597 ),
    inference(avatar_split_clause,[],[f23870,f8865,f8874]) ).

fof(f27362,plain,
    ( spl0_1595
    | ~ spl0_1593 ),
    inference(avatar_split_clause,[],[f23411,f8847,f8856]) ).

fof(f27363,plain,
    ( spl0_1593
    | ~ spl0_1591 ),
    inference(avatar_split_clause,[],[f24036,f8838,f8847]) ).

fof(f27364,plain,
    ( spl0_1585
    | ~ spl0_1583 ),
    inference(avatar_split_clause,[],[f23450,f8802,f8811]) ).

fof(f27365,plain,
    ( spl0_1583
    | ~ spl0_1581 ),
    inference(avatar_split_clause,[],[f23451,f8793,f8802]) ).

fof(f27366,plain,
    ( spl0_1581
    | ~ spl0_1579 ),
    inference(avatar_split_clause,[],[f23452,f8784,f8793]) ).

fof(f27367,plain,
    ( spl0_1579
    | ~ spl0_1577 ),
    inference(avatar_split_clause,[],[f23918,f8775,f8784]) ).

fof(f27368,plain,
    ( spl0_1575
    | ~ spl0_1573 ),
    inference(avatar_split_clause,[],[f23453,f8757,f8766]) ).

fof(f27369,plain,
    ( spl0_1573
    | ~ spl0_1571 ),
    inference(avatar_split_clause,[],[f23917,f8748,f8757]) ).

fof(f27370,plain,
    ( spl0_1569
    | ~ spl0_1567 ),
    inference(avatar_split_clause,[],[f23455,f8730,f8739]) ).

fof(f27371,plain,
    ( spl0_1567
    | ~ spl0_1565 ),
    inference(avatar_split_clause,[],[f23454,f8721,f8730]) ).

fof(f27372,plain,
    ( spl0_1565
    | ~ spl0_1563 ),
    inference(avatar_split_clause,[],[f24405,f8712,f8721]) ).

fof(f27373,plain,
    ( spl0_1553
    | ~ spl0_1551 ),
    inference(avatar_split_clause,[],[f24096,f8658,f8667]) ).

fof(f27374,plain,
    ( spl0_1547
    | ~ spl0_1545 ),
    inference(avatar_split_clause,[],[f23873,f8631,f8640]) ).

fof(f27375,plain,
    ( spl0_1543
    | ~ spl0_1541 ),
    inference(avatar_split_clause,[],[f24037,f8613,f8622]) ).

fof(f27376,plain,
    ( spl0_1537
    | ~ spl0_1535 ),
    inference(avatar_split_clause,[],[f23891,f8586,f8595]) ).

fof(f27377,plain,
    ( spl0_1533
    | ~ spl0_1531 ),
    inference(avatar_split_clause,[],[f23468,f8568,f8577]) ).

fof(f27378,plain,
    ( spl0_1531
    | ~ spl0_1529 ),
    inference(avatar_split_clause,[],[f23512,f8559,f8568]) ).

fof(f27379,plain,
    ( spl0_1529
    | ~ spl0_1527 ),
    inference(avatar_split_clause,[],[f23469,f8550,f8559]) ).

fof(f27380,plain,
    ( spl0_1527
    | ~ spl0_1525 ),
    inference(avatar_split_clause,[],[f23470,f8541,f8550]) ).

fof(f27381,plain,
    ( spl0_1525
    | ~ spl0_1523 ),
    inference(avatar_split_clause,[],[f23879,f8532,f8541]) ).

fof(f27382,plain,
    ( spl0_1521
    | ~ spl0_1519 ),
    inference(avatar_split_clause,[],[f23880,f8514,f8523]) ).

fof(f27383,plain,
    ( spl0_1517
    | ~ spl0_1515 ),
    inference(avatar_split_clause,[],[f24404,f8496,f8505]) ).

fof(f27384,plain,
    ( spl0_1489
    | ~ spl0_1487 ),
    inference(avatar_split_clause,[],[f24097,f8370,f8379]) ).

fof(f27385,plain,
    ( spl0_1483
    | ~ spl0_1481 ),
    inference(avatar_split_clause,[],[f23532,f8343,f8352]) ).

fof(f27386,plain,
    ( spl0_1481
    | ~ spl0_1479 ),
    inference(avatar_split_clause,[],[f23906,f8334,f8343]) ).

fof(f27387,plain,
    ( spl0_1477
    | ~ spl0_1475 ),
    inference(avatar_split_clause,[],[f23907,f8316,f8325]) ).

fof(f27388,plain,
    ( spl0_1473
    | ~ spl0_1471 ),
    inference(avatar_split_clause,[],[f23561,f8298,f8307]) ).

fof(f27389,plain,
    ( spl0_1471
    | ~ spl0_1469 ),
    inference(avatar_split_clause,[],[f23560,f8289,f8298]) ).

fof(f27390,plain,
    ( spl0_1469
    | ~ spl0_1467 ),
    inference(avatar_split_clause,[],[f24499,f8280,f8289]) ).

fof(f27391,plain,
    ( spl0_1447
    | ~ spl0_1445 ),
    inference(avatar_split_clause,[],[f23626,f8181,f8190]) ).

fof(f27392,plain,
    ( spl0_1445
    | ~ spl0_1443 ),
    inference(avatar_split_clause,[],[f23625,f8172,f8181]) ).

fof(f27393,plain,
    ( spl0_1443
    | ~ spl0_1441 ),
    inference(avatar_split_clause,[],[f23943,f8163,f8172]) ).

fof(f27394,plain,
    ( spl0_1439
    | ~ spl0_1437 ),
    inference(avatar_split_clause,[],[f23600,f8145,f8154]) ).

fof(f27395,plain,
    ( spl0_1437
    | ~ spl0_1435 ),
    inference(avatar_split_clause,[],[f24406,f8136,f8145]) ).

fof(f27396,plain,
    ( spl0_1417
    | ~ spl0_1415 ),
    inference(avatar_split_clause,[],[f23611,f8046,f8055]) ).

fof(f27397,plain,
    ( spl0_1415
    | ~ spl0_1413 ),
    inference(avatar_split_clause,[],[f23616,f8037,f8046]) ).

fof(f27398,plain,
    ( spl0_1413
    | ~ spl0_1411 ),
    inference(avatar_split_clause,[],[f23615,f8028,f8037]) ).

fof(f27399,plain,
    ( spl0_1411
    | ~ spl0_1409 ),
    inference(avatar_split_clause,[],[f23613,f8019,f8028]) ).

fof(f27400,plain,
    ( spl0_1409
    | ~ spl0_1407 ),
    inference(avatar_split_clause,[],[f23614,f8010,f8019]) ).

fof(f27401,plain,
    ( spl0_1407
    | ~ spl0_1405 ),
    inference(avatar_split_clause,[],[f23634,f8001,f8010]) ).

fof(f27402,plain,
    ( spl0_1405
    | ~ spl0_1403 ),
    inference(avatar_split_clause,[],[f23633,f7992,f8001]) ).

fof(f27403,plain,
    ( spl0_1403
    | ~ spl0_1401 ),
    inference(avatar_split_clause,[],[f23632,f7983,f7992]) ).

fof(f27404,plain,
    ( spl0_1401
    | ~ spl0_1399 ),
    inference(avatar_split_clause,[],[f23969,f7974,f7983]) ).

fof(f27405,plain,
    ( spl0_1397
    | ~ spl0_1395 ),
    inference(avatar_split_clause,[],[f23640,f7956,f7965]) ).

fof(f27406,plain,
    ( spl0_1395
    | ~ spl0_1393 ),
    inference(avatar_split_clause,[],[f23641,f7947,f7956]) ).

fof(f27407,plain,
    ( spl0_1393
    | ~ spl0_1391 ),
    inference(avatar_split_clause,[],[f23642,f7938,f7947]) ).

fof(f27408,plain,
    ( spl0_1391
    | ~ spl0_1389 ),
    inference(avatar_split_clause,[],[f23643,f7929,f7938]) ).

fof(f27409,plain,
    ( spl0_1389
    | ~ spl0_1387 ),
    inference(avatar_split_clause,[],[f23970,f7920,f7929]) ).

fof(f27410,plain,
    ( spl0_1383
    | ~ spl0_1381 ),
    inference(avatar_split_clause,[],[f23644,f7893,f7902]) ).

fof(f27411,plain,
    ( spl0_1381
    | ~ spl0_1379 ),
    inference(avatar_split_clause,[],[f23971,f7884,f7893]) ).

fof(f27412,plain,
    ( spl0_1377
    | ~ spl0_1375 ),
    inference(avatar_split_clause,[],[f23669,f7866,f7875]) ).

fof(f27413,plain,
    ( spl0_1375
    | ~ spl0_1373 ),
    inference(avatar_split_clause,[],[f24170,f7857,f7866]) ).

fof(f27414,plain,
    ( xuntil2p8(s12)
    | ~ node4(s12)
    | spl0_441
    | ~ spl0_457 ),
    inference(resolution,[],[f25088,f942]) ).

fof(f27415,plain,
    ( xuntil2p8(s12)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27414,f13272]) ).

fof(f27419,plain,
    ( ! [X0] :
        ( succ(s12,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2284 ),
    inference(resolution,[],[f27415,f943]) ).

fof(f27439,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_441 ),
    inference(resolution,[],[f2707,f7295]) ).

fof(f27583,plain,
    ( until2p7(s13)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2284 ),
    inference(resolution,[],[f27419,f486]) ).

fof(f27584,plain,
    ( xuntil2p8(s13)
    | ~ node4(s13)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2284 ),
    inference(resolution,[],[f27583,f942]) ).

fof(f27585,plain,
    ( xuntil2p8(s13)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27584,f13261]) ).

fof(f27766,plain,
    ( ! [X0] :
        ( succ(s13,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27585,f943]) ).

fof(f27768,plain,
    ( until2p7(s14)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27766,f487]) ).

fof(f27769,plain,
    ( xuntil2p8(s14)
    | ~ node4(s14)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27768,f942]) ).

fof(f27770,plain,
    ( xuntil2p8(s14)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27769,f13250]) ).

fof(f27771,plain,
    ( ! [X0] :
        ( succ(s14,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27770,f943]) ).

fof(f27773,plain,
    ( until2p7(s15)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27771,f488]) ).

fof(f27774,plain,
    ( xuntil2p8(s15)
    | ~ node4(s15)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27773,f942]) ).

fof(f27775,plain,
    ( xuntil2p8(s15)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27774,f13239]) ).

fof(f27776,plain,
    ( ! [X0] :
        ( succ(s15,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27775,f943]) ).

fof(f27778,plain,
    ( until2p7(s16)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27776,f489]) ).

fof(f27779,plain,
    ( xuntil2p8(s16)
    | ~ node4(s16)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27778,f942]) ).

fof(f27780,plain,
    ( xuntil2p8(s16)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27779,f13228]) ).

fof(f27781,plain,
    ( ! [X0] :
        ( succ(s16,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27780,f943]) ).

fof(f27783,plain,
    ( until2p7(s17)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27781,f490]) ).

fof(f27784,plain,
    ( xuntil2p8(s17)
    | ~ node4(s17)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27783,f942]) ).

fof(f27785,plain,
    ( xuntil2p8(s17)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27784,f13217]) ).

fof(f27786,plain,
    ( ! [X0] :
        ( succ(s17,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27785,f943]) ).

fof(f27788,plain,
    ( until2p7(s18)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27786,f491]) ).

fof(f27789,plain,
    ( xuntil2p8(s18)
    | ~ node4(s18)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27788,f942]) ).

fof(f27790,plain,
    ( xuntil2p8(s18)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27789,f13206]) ).

fof(f27791,plain,
    ( ! [X0] :
        ( succ(s18,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27790,f943]) ).

fof(f27793,plain,
    ( until2p7(s19)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27791,f492]) ).

fof(f27794,plain,
    ( xuntil2p8(s19)
    | ~ node4(s19)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27793,f942]) ).

fof(f27795,plain,
    ( xuntil2p8(s19)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27794,f13195]) ).

fof(f27796,plain,
    ( ! [X0] :
        ( succ(s19,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27795,f943]) ).

fof(f27798,plain,
    ( until2p7(s20)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27796,f493]) ).

fof(f27799,plain,
    ( xuntil2p8(s20)
    | ~ node4(s20)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27798,f942]) ).

fof(f27800,plain,
    ( xuntil2p8(s20)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27799,f13184]) ).

fof(f27801,plain,
    ( ! [X0] :
        ( succ(s20,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27800,f943]) ).

fof(f27803,plain,
    ( until2p7(s21)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27801,f494]) ).

fof(f27804,plain,
    ( xuntil2p8(s21)
    | ~ node4(s21)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27803,f942]) ).

fof(f27805,plain,
    ( xuntil2p8(s21)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27804,f13173]) ).

fof(f27806,plain,
    ( ! [X0] :
        ( succ(s21,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27805,f943]) ).

fof(f27808,plain,
    ( until2p7(s22)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27806,f495]) ).

fof(f27809,plain,
    ( xuntil2p8(s22)
    | ~ node4(s22)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27808,f942]) ).

fof(f27810,plain,
    ( xuntil2p8(s22)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27809,f13162]) ).

fof(f27811,plain,
    ( ! [X0] :
        ( succ(s22,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27810,f943]) ).

fof(f27813,plain,
    ( until2p7(s23)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27811,f496]) ).

fof(f27814,plain,
    ( xuntil2p8(s23)
    | ~ node4(s23)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27813,f942]) ).

fof(f27815,plain,
    ( xuntil2p8(s23)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27814,f13151]) ).

fof(f27816,plain,
    ( ! [X0] :
        ( succ(s23,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27815,f943]) ).

fof(f27818,plain,
    ( until2p7(s24)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27816,f497]) ).

fof(f27819,plain,
    ( xuntil2p8(s24)
    | ~ node4(s24)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27818,f942]) ).

fof(f27820,plain,
    ( xuntil2p8(s24)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27819,f13140]) ).

fof(f27821,plain,
    ( ! [X0] :
        ( succ(s24,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27820,f943]) ).

fof(f27823,plain,
    ( until2p7(s25)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27821,f498]) ).

fof(f27824,plain,
    ( xuntil2p8(s25)
    | ~ node4(s25)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27823,f942]) ).

fof(f27825,plain,
    ( xuntil2p8(s25)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27824,f13129]) ).

fof(f27826,plain,
    ( ! [X0] :
        ( succ(s25,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27825,f943]) ).

fof(f27828,plain,
    ( until2p7(s26)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27826,f499]) ).

fof(f27829,plain,
    ( xuntil2p8(s26)
    | ~ node4(s26)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27828,f942]) ).

fof(f27830,plain,
    ( xuntil2p8(s26)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27829,f13118]) ).

fof(f27831,plain,
    ( ! [X0] :
        ( succ(s26,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27830,f943]) ).

fof(f27833,plain,
    ( until2p7(s27)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27831,f500]) ).

fof(f27834,plain,
    ( xuntil2p8(s27)
    | ~ node4(s27)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27833,f942]) ).

fof(f27835,plain,
    ( xuntil2p8(s27)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27834,f13107]) ).

fof(f27836,plain,
    ( ! [X0] :
        ( succ(s27,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27835,f943]) ).

fof(f27838,plain,
    ( until2p7(s28)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27836,f501]) ).

fof(f27839,plain,
    ( xuntil2p8(s28)
    | ~ node4(s28)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27838,f942]) ).

fof(f27840,plain,
    ( xuntil2p8(s28)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(forward_subsumption_resolution,[],[f27839,f13094]) ).

fof(f27841,plain,
    ( ! [X0] :
        ( succ(s28,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27840,f943]) ).

fof(f27843,plain,
    ( until2p7(s29)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27841,f502]) ).

fof(f27844,plain,
    ( xuntil2p8(s29)
    | ~ node4(s29)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284 ),
    inference(resolution,[],[f27843,f942]) ).

fof(f27845,plain,
    ( xuntil2p8(s29)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285 ),
    inference(forward_subsumption_resolution,[],[f27844,f13298]) ).

fof(f27846,plain,
    ( ! [X0] :
        ( succ(s29,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285 ),
    inference(resolution,[],[f27845,f943]) ).

fof(f27848,plain,
    ( until2p7(s30)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285 ),
    inference(resolution,[],[f27846,f503]) ).

fof(f27849,plain,
    ( xuntil2p8(s30)
    | ~ node4(s30)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285 ),
    inference(resolution,[],[f27848,f942]) ).

fof(f27850,plain,
    ( xuntil2p8(s30)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27849,f13609]) ).

fof(f27851,plain,
    ( ! [X0] :
        ( succ(s30,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2301 ),
    inference(resolution,[],[f27850,f943]) ).

fof(f27853,plain,
    ( until2p7(s31)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2301 ),
    inference(resolution,[],[f27851,f504]) ).

fof(f27854,plain,
    ( xuntil2p8(s31)
    | ~ node4(s31)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2301 ),
    inference(resolution,[],[f27853,f942]) ).

fof(f27855,plain,
    ( xuntil2p8(s31)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27854,f13598]) ).

fof(f27856,plain,
    ( ! [X0] :
        ( succ(s31,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27855,f943]) ).

fof(f27858,plain,
    ( until2p7(s32)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27856,f505]) ).

fof(f27859,plain,
    ( xuntil2p8(s32)
    | ~ node4(s32)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27858,f942]) ).

fof(f27860,plain,
    ( xuntil2p8(s32)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27859,f13587]) ).

fof(f27861,plain,
    ( ! [X0] :
        ( succ(s32,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27860,f943]) ).

fof(f27863,plain,
    ( until2p7(s33)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27861,f506]) ).

fof(f27864,plain,
    ( xuntil2p8(s33)
    | ~ node4(s33)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27863,f942]) ).

fof(f27865,plain,
    ( xuntil2p8(s33)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27864,f13576]) ).

fof(f27866,plain,
    ( ! [X0] :
        ( succ(s33,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27865,f943]) ).

fof(f27868,plain,
    ( until2p7(s34)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27866,f507]) ).

fof(f27869,plain,
    ( xuntil2p8(s34)
    | ~ node4(s34)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27868,f942]) ).

fof(f27870,plain,
    ( xuntil2p8(s34)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27869,f13565]) ).

fof(f27871,plain,
    ( ! [X0] :
        ( succ(s34,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27870,f943]) ).

fof(f27873,plain,
    ( until2p7(s35)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27871,f508]) ).

fof(f27874,plain,
    ( xuntil2p8(s35)
    | ~ node4(s35)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27873,f942]) ).

fof(f27875,plain,
    ( xuntil2p8(s35)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27874,f13554]) ).

fof(f27876,plain,
    ( ! [X0] :
        ( succ(s35,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27875,f943]) ).

fof(f27878,plain,
    ( until2p7(s36)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27876,f509]) ).

fof(f27879,plain,
    ( xuntil2p8(s36)
    | ~ node4(s36)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27878,f942]) ).

fof(f27880,plain,
    ( xuntil2p8(s36)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27879,f13543]) ).

fof(f27881,plain,
    ( ! [X0] :
        ( succ(s36,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27880,f943]) ).

fof(f27883,plain,
    ( until2p7(s37)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27881,f510]) ).

fof(f27884,plain,
    ( xuntil2p8(s37)
    | ~ node4(s37)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27883,f942]) ).

fof(f27885,plain,
    ( xuntil2p8(s37)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27884,f13532]) ).

fof(f27886,plain,
    ( ! [X0] :
        ( succ(s37,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27885,f943]) ).

fof(f27888,plain,
    ( until2p7(s38)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27886,f511]) ).

fof(f27889,plain,
    ( xuntil2p8(s38)
    | ~ node4(s38)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27888,f942]) ).

fof(f27890,plain,
    ( xuntil2p8(s38)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27889,f13521]) ).

fof(f27891,plain,
    ( ! [X0] :
        ( succ(s38,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27890,f943]) ).

fof(f27893,plain,
    ( until2p7(s39)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27891,f512]) ).

fof(f27894,plain,
    ( xuntil2p8(s39)
    | ~ node4(s39)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27893,f942]) ).

fof(f27895,plain,
    ( xuntil2p8(s39)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27894,f13510]) ).

fof(f27896,plain,
    ( ! [X0] :
        ( succ(s39,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27895,f943]) ).

fof(f27898,plain,
    ( until2p7(s40)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27896,f513]) ).

fof(f27899,plain,
    ( xuntil2p8(s40)
    | ~ node4(s40)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27898,f942]) ).

fof(f27900,plain,
    ( xuntil2p8(s40)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27899,f13499]) ).

fof(f27901,plain,
    ( ! [X0] :
        ( succ(s40,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27900,f943]) ).

fof(f27903,plain,
    ( until2p7(s41)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27901,f514]) ).

fof(f27904,plain,
    ( xuntil2p8(s41)
    | ~ node4(s41)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27903,f942]) ).

fof(f27905,plain,
    ( xuntil2p8(s41)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27904,f13488]) ).

fof(f27906,plain,
    ( ! [X0] :
        ( succ(s41,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27905,f943]) ).

fof(f27908,plain,
    ( until2p7(s42)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27906,f515]) ).

fof(f27909,plain,
    ( xuntil2p8(s42)
    | ~ node4(s42)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27908,f942]) ).

fof(f27910,plain,
    ( xuntil2p8(s42)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27909,f13477]) ).

fof(f27911,plain,
    ( ! [X0] :
        ( succ(s42,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27910,f943]) ).

fof(f27913,plain,
    ( until2p7(s43)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27911,f516]) ).

fof(f27914,plain,
    ( xuntil2p8(s43)
    | ~ node4(s43)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27913,f942]) ).

fof(f27915,plain,
    ( xuntil2p8(s43)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27914,f13466]) ).

fof(f27916,plain,
    ( ! [X0] :
        ( succ(s43,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27915,f943]) ).

fof(f27918,plain,
    ( until2p7(s44)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27916,f517]) ).

fof(f27919,plain,
    ( xuntil2p8(s44)
    | ~ node4(s44)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27918,f942]) ).

fof(f27920,plain,
    ( xuntil2p8(s44)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27919,f13455]) ).

fof(f27921,plain,
    ( ! [X0] :
        ( succ(s44,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27920,f943]) ).

fof(f27923,plain,
    ( until2p7(s45)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27921,f518]) ).

fof(f27924,plain,
    ( xuntil2p8(s45)
    | ~ node4(s45)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27923,f942]) ).

fof(f27925,plain,
    ( xuntil2p8(s45)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f27924,f13442]) ).

fof(f27926,plain,
    ( ! [X0] :
        ( succ(s45,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27925,f943]) ).

fof(f27928,plain,
    ( until2p7(s46)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27926,f519]) ).

fof(f27929,plain,
    ( xuntil2p8(s46)
    | ~ node4(s46)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301 ),
    inference(resolution,[],[f27928,f942]) ).

fof(f27930,plain,
    ( xuntil2p8(s46)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302 ),
    inference(forward_subsumption_resolution,[],[f27929,f13634]) ).

fof(f27931,plain,
    ( ! [X0] :
        ( succ(s46,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302 ),
    inference(resolution,[],[f27930,f943]) ).

fof(f27933,plain,
    ( until2p7(s47)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302 ),
    inference(resolution,[],[f27931,f520]) ).

fof(f27934,plain,
    ( xuntil2p8(s47)
    | ~ node4(s47)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302 ),
    inference(resolution,[],[f27933,f942]) ).

fof(f27935,plain,
    ( xuntil2p8(s47)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27934,f13909]) ).

fof(f27936,plain,
    ( ! [X0] :
        ( succ(s47,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2316 ),
    inference(resolution,[],[f27935,f943]) ).

fof(f27938,plain,
    ( until2p7(s48)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2316 ),
    inference(resolution,[],[f27936,f521]) ).

fof(f27939,plain,
    ( xuntil2p8(s48)
    | ~ node4(s48)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2316 ),
    inference(resolution,[],[f27938,f942]) ).

fof(f27940,plain,
    ( xuntil2p8(s48)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27939,f13898]) ).

fof(f27941,plain,
    ( ! [X0] :
        ( succ(s48,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27940,f943]) ).

fof(f27943,plain,
    ( until2p7(s49)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27941,f522]) ).

fof(f27944,plain,
    ( xuntil2p8(s49)
    | ~ node4(s49)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27943,f942]) ).

fof(f27945,plain,
    ( xuntil2p8(s49)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27944,f13887]) ).

fof(f27946,plain,
    ( ! [X0] :
        ( succ(s49,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27945,f943]) ).

fof(f27948,plain,
    ( until2p7(s50)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27946,f523]) ).

fof(f27949,plain,
    ( xuntil2p8(s50)
    | ~ node4(s50)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27948,f942]) ).

fof(f27950,plain,
    ( xuntil2p8(s50)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27949,f13876]) ).

fof(f27951,plain,
    ( ! [X0] :
        ( succ(s50,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27950,f943]) ).

fof(f27953,plain,
    ( until2p7(s51)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27951,f524]) ).

fof(f27954,plain,
    ( xuntil2p8(s51)
    | ~ node4(s51)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27953,f942]) ).

fof(f27955,plain,
    ( xuntil2p8(s51)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27954,f13865]) ).

fof(f27956,plain,
    ( ! [X0] :
        ( succ(s51,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27955,f943]) ).

fof(f27958,plain,
    ( until2p7(s52)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27956,f525]) ).

fof(f27959,plain,
    ( xuntil2p8(s52)
    | ~ node4(s52)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27958,f942]) ).

fof(f27960,plain,
    ( xuntil2p8(s52)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27959,f13854]) ).

fof(f27961,plain,
    ( ! [X0] :
        ( succ(s52,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27960,f943]) ).

fof(f27963,plain,
    ( until2p7(s53)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27961,f526]) ).

fof(f27964,plain,
    ( xuntil2p8(s53)
    | ~ node4(s53)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27963,f942]) ).

fof(f27965,plain,
    ( xuntil2p8(s53)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27964,f13843]) ).

fof(f27966,plain,
    ( ! [X0] :
        ( succ(s53,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27965,f943]) ).

fof(f27968,plain,
    ( until2p7(s54)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27966,f527]) ).

fof(f27969,plain,
    ( xuntil2p8(s54)
    | ~ node4(s54)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27968,f942]) ).

fof(f27970,plain,
    ( xuntil2p8(s54)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27969,f13832]) ).

fof(f27971,plain,
    ( ! [X0] :
        ( succ(s54,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27970,f943]) ).

fof(f27973,plain,
    ( until2p7(s55)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27971,f528]) ).

fof(f27974,plain,
    ( xuntil2p8(s55)
    | ~ node4(s55)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27973,f942]) ).

fof(f27975,plain,
    ( xuntil2p8(s55)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27974,f13821]) ).

fof(f27976,plain,
    ( ! [X0] :
        ( succ(s55,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27975,f943]) ).

fof(f27978,plain,
    ( until2p7(s56)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27976,f529]) ).

fof(f27979,plain,
    ( xuntil2p8(s56)
    | ~ node4(s56)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27978,f942]) ).

fof(f27980,plain,
    ( xuntil2p8(s56)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27979,f13810]) ).

fof(f27981,plain,
    ( ! [X0] :
        ( succ(s56,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27980,f943]) ).

fof(f27983,plain,
    ( until2p7(s57)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27981,f530]) ).

fof(f27984,plain,
    ( xuntil2p8(s57)
    | ~ node4(s57)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27983,f942]) ).

fof(f27985,plain,
    ( xuntil2p8(s57)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27984,f13799]) ).

fof(f27986,plain,
    ( ! [X0] :
        ( succ(s57,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27985,f943]) ).

fof(f27988,plain,
    ( until2p7(s58)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27986,f531]) ).

fof(f27989,plain,
    ( xuntil2p8(s58)
    | ~ node4(s58)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27988,f942]) ).

fof(f27990,plain,
    ( xuntil2p8(s58)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27989,f13788]) ).

fof(f27991,plain,
    ( ! [X0] :
        ( succ(s58,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27990,f943]) ).

fof(f27993,plain,
    ( until2p7(s59)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27991,f532]) ).

fof(f27994,plain,
    ( xuntil2p8(s59)
    | ~ node4(s59)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27993,f942]) ).

fof(f27995,plain,
    ( xuntil2p8(s59)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27994,f13777]) ).

fof(f27996,plain,
    ( ! [X0] :
        ( succ(s59,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27995,f943]) ).

fof(f27998,plain,
    ( until2p7(s60)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27996,f533]) ).

fof(f27999,plain,
    ( xuntil2p8(s60)
    | ~ node4(s60)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f27998,f942]) ).

fof(f28000,plain,
    ( xuntil2p8(s60)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f27999,f13764]) ).

fof(f28001,plain,
    ( ! [X0] :
        ( succ(s60,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f28000,f943]) ).

fof(f28003,plain,
    ( until2p7(s61)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f28001,f534]) ).

fof(f28004,plain,
    ( xuntil2p8(s61)
    | ~ node4(s61)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(resolution,[],[f28003,f942]) ).

fof(f28005,plain,
    ( xuntil2p8(s61)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317 ),
    inference(forward_subsumption_resolution,[],[f28004,f13932]) ).

fof(f28006,plain,
    ( ! [X0] :
        ( succ(s61,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317 ),
    inference(resolution,[],[f28005,f943]) ).

fof(f28008,plain,
    ( until2p7(s62)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317 ),
    inference(resolution,[],[f28006,f535]) ).

fof(f28009,plain,
    ( xuntil2p8(s62)
    | ~ node4(s62)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317 ),
    inference(resolution,[],[f28008,f942]) ).

fof(f28010,plain,
    ( xuntil2p8(s62)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28009,f14205]) ).

fof(f28011,plain,
    ( ! [X0] :
        ( succ(s62,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2331 ),
    inference(resolution,[],[f28010,f943]) ).

fof(f28013,plain,
    ( until2p7(s63)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2331 ),
    inference(resolution,[],[f28011,f536]) ).

fof(f28014,plain,
    ( xuntil2p8(s63)
    | ~ node4(s63)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2331 ),
    inference(resolution,[],[f28013,f942]) ).

fof(f28015,plain,
    ( xuntil2p8(s63)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28014,f14194]) ).

fof(f28016,plain,
    ( ! [X0] :
        ( succ(s63,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28015,f943]) ).

fof(f28018,plain,
    ( until2p7(s64)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28016,f537]) ).

fof(f28019,plain,
    ( xuntil2p8(s64)
    | ~ node4(s64)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28018,f942]) ).

fof(f28020,plain,
    ( xuntil2p8(s64)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28019,f14183]) ).

fof(f28021,plain,
    ( ! [X0] :
        ( succ(s64,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28020,f943]) ).

fof(f28023,plain,
    ( until2p7(s65)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28021,f538]) ).

fof(f28024,plain,
    ( xuntil2p8(s65)
    | ~ node4(s65)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28023,f942]) ).

fof(f28025,plain,
    ( xuntil2p8(s65)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28024,f14172]) ).

fof(f28026,plain,
    ( ! [X0] :
        ( succ(s65,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28025,f943]) ).

fof(f28028,plain,
    ( until2p7(s66)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28026,f539]) ).

fof(f28029,plain,
    ( xuntil2p8(s66)
    | ~ node4(s66)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28028,f942]) ).

fof(f28030,plain,
    ( xuntil2p8(s66)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28029,f14161]) ).

fof(f28031,plain,
    ( ! [X0] :
        ( succ(s66,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28030,f943]) ).

fof(f28033,plain,
    ( until2p7(s67)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28031,f540]) ).

fof(f28034,plain,
    ( xuntil2p8(s67)
    | ~ node4(s67)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28033,f942]) ).

fof(f28035,plain,
    ( xuntil2p8(s67)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28034,f14150]) ).

fof(f28036,plain,
    ( ! [X0] :
        ( succ(s67,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28035,f943]) ).

fof(f28038,plain,
    ( until2p7(s68)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28036,f541]) ).

fof(f28039,plain,
    ( xuntil2p8(s68)
    | ~ node4(s68)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28038,f942]) ).

fof(f28040,plain,
    ( xuntil2p8(s68)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28039,f14139]) ).

fof(f28041,plain,
    ( ! [X0] :
        ( succ(s68,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28040,f943]) ).

fof(f28043,plain,
    ( until2p7(s69)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28041,f542]) ).

fof(f28044,plain,
    ( xuntil2p8(s69)
    | ~ node4(s69)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28043,f942]) ).

fof(f28045,plain,
    ( xuntil2p8(s69)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28044,f14128]) ).

fof(f28046,plain,
    ( ! [X0] :
        ( succ(s69,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28045,f943]) ).

fof(f28048,plain,
    ( until2p7(s70)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28046,f543]) ).

fof(f28049,plain,
    ( xuntil2p8(s70)
    | ~ node4(s70)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28048,f942]) ).

fof(f28050,plain,
    ( xuntil2p8(s70)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28049,f14117]) ).

fof(f28051,plain,
    ( ! [X0] :
        ( succ(s70,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28050,f943]) ).

fof(f28053,plain,
    ( until2p7(s71)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28051,f544]) ).

fof(f28054,plain,
    ( xuntil2p8(s71)
    | ~ node4(s71)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28053,f942]) ).

fof(f28055,plain,
    ( xuntil2p8(s71)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28054,f14106]) ).

fof(f28056,plain,
    ( ! [X0] :
        ( succ(s71,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28055,f943]) ).

fof(f28058,plain,
    ( until2p7(s72)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28056,f545]) ).

fof(f28059,plain,
    ( xuntil2p8(s72)
    | ~ node4(s72)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28058,f942]) ).

fof(f28060,plain,
    ( xuntil2p8(s72)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28059,f14095]) ).

fof(f28061,plain,
    ( ! [X0] :
        ( succ(s72,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28060,f943]) ).

fof(f28063,plain,
    ( until2p7(s73)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28061,f546]) ).

fof(f28064,plain,
    ( xuntil2p8(s73)
    | ~ node4(s73)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28063,f942]) ).

fof(f28065,plain,
    ( xuntil2p8(s73)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28064,f14084]) ).

fof(f28066,plain,
    ( ! [X0] :
        ( succ(s73,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28065,f943]) ).

fof(f28068,plain,
    ( until2p7(s74)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28066,f547]) ).

fof(f28069,plain,
    ( xuntil2p8(s74)
    | ~ node4(s74)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28068,f942]) ).

fof(f28070,plain,
    ( xuntil2p8(s74)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28069,f14073]) ).

fof(f28071,plain,
    ( ! [X0] :
        ( succ(s74,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28070,f943]) ).

fof(f28073,plain,
    ( until2p7(s75)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28071,f548]) ).

fof(f28074,plain,
    ( xuntil2p8(s75)
    | ~ node4(s75)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28073,f942]) ).

fof(f28075,plain,
    ( xuntil2p8(s75)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f28074,f14060]) ).

fof(f28076,plain,
    ( ! [X0] :
        ( succ(s75,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28075,f943]) ).

fof(f28078,plain,
    ( until2p7(s76)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28076,f549]) ).

fof(f28079,plain,
    ( xuntil2p8(s76)
    | ~ node4(s76)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(resolution,[],[f28078,f942]) ).

fof(f28080,plain,
    ( xuntil2p8(s76)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332 ),
    inference(forward_subsumption_resolution,[],[f28079,f14228]) ).

fof(f28081,plain,
    ( ! [X0] :
        ( succ(s76,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332 ),
    inference(resolution,[],[f28080,f943]) ).

fof(f28083,plain,
    ( until2p7(s77)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332 ),
    inference(resolution,[],[f28081,f550]) ).

fof(f28084,plain,
    ( xuntil2p8(s77)
    | ~ node4(s77)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332 ),
    inference(resolution,[],[f28083,f942]) ).

fof(f28085,plain,
    ( xuntil2p8(s77)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28084,f14518]) ).

fof(f28086,plain,
    ( ! [X0] :
        ( succ(s77,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2347 ),
    inference(resolution,[],[f28085,f943]) ).

fof(f28088,plain,
    ( until2p7(s78)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2347 ),
    inference(resolution,[],[f28086,f551]) ).

fof(f28089,plain,
    ( xuntil2p8(s78)
    | ~ node4(s78)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2347 ),
    inference(resolution,[],[f28088,f942]) ).

fof(f28090,plain,
    ( xuntil2p8(s78)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28089,f14507]) ).

fof(f28091,plain,
    ( ! [X0] :
        ( succ(s78,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28090,f943]) ).

fof(f28093,plain,
    ( until2p7(s79)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28091,f552]) ).

fof(f28094,plain,
    ( xuntil2p8(s79)
    | ~ node4(s79)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28093,f942]) ).

fof(f28095,plain,
    ( xuntil2p8(s79)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28094,f14496]) ).

fof(f28096,plain,
    ( ! [X0] :
        ( succ(s79,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28095,f943]) ).

fof(f28098,plain,
    ( until2p7(s80)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28096,f553]) ).

fof(f28099,plain,
    ( xuntil2p8(s80)
    | ~ node4(s80)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28098,f942]) ).

fof(f28100,plain,
    ( xuntil2p8(s80)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28099,f14485]) ).

fof(f28101,plain,
    ( ! [X0] :
        ( succ(s80,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28100,f943]) ).

fof(f28103,plain,
    ( until2p7(s81)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28101,f554]) ).

fof(f28104,plain,
    ( xuntil2p8(s81)
    | ~ node4(s81)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28103,f942]) ).

fof(f28105,plain,
    ( xuntil2p8(s81)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28104,f14474]) ).

fof(f28106,plain,
    ( ! [X0] :
        ( succ(s81,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28105,f943]) ).

fof(f28108,plain,
    ( until2p7(s82)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28106,f555]) ).

fof(f28109,plain,
    ( xuntil2p8(s82)
    | ~ node4(s82)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28108,f942]) ).

fof(f28110,plain,
    ( xuntil2p8(s82)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28109,f14463]) ).

fof(f28111,plain,
    ( ! [X0] :
        ( succ(s82,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28110,f943]) ).

fof(f28113,plain,
    ( until2p7(s83)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28111,f556]) ).

fof(f28114,plain,
    ( xuntil2p8(s83)
    | ~ node4(s83)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28113,f942]) ).

fof(f28115,plain,
    ( xuntil2p8(s83)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28114,f14452]) ).

fof(f28116,plain,
    ( ! [X0] :
        ( succ(s83,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28115,f943]) ).

fof(f28118,plain,
    ( until2p7(s84)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28116,f557]) ).

fof(f28119,plain,
    ( xuntil2p8(s84)
    | ~ node4(s84)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28118,f942]) ).

fof(f28120,plain,
    ( xuntil2p8(s84)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28119,f14441]) ).

fof(f28121,plain,
    ( ! [X0] :
        ( succ(s84,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28120,f943]) ).

fof(f28123,plain,
    ( until2p7(s85)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28121,f558]) ).

fof(f28124,plain,
    ( xuntil2p8(s85)
    | ~ node4(s85)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28123,f942]) ).

fof(f28125,plain,
    ( xuntil2p8(s85)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28124,f14430]) ).

fof(f28126,plain,
    ( ! [X0] :
        ( succ(s85,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28125,f943]) ).

fof(f28128,plain,
    ( until2p7(s86)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28126,f559]) ).

fof(f28129,plain,
    ( xuntil2p8(s86)
    | ~ node4(s86)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28128,f942]) ).

fof(f28130,plain,
    ( xuntil2p8(s86)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28129,f14419]) ).

fof(f28131,plain,
    ( ! [X0] :
        ( succ(s86,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28130,f943]) ).

fof(f28133,plain,
    ( until2p7(s87)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28131,f560]) ).

fof(f28134,plain,
    ( xuntil2p8(s87)
    | ~ node4(s87)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28133,f942]) ).

fof(f28135,plain,
    ( xuntil2p8(s87)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28134,f14408]) ).

fof(f28136,plain,
    ( ! [X0] :
        ( succ(s87,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28135,f943]) ).

fof(f28138,plain,
    ( until2p7(s88)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28136,f561]) ).

fof(f28139,plain,
    ( xuntil2p8(s88)
    | ~ node4(s88)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28138,f942]) ).

fof(f28140,plain,
    ( xuntil2p8(s88)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28139,f14397]) ).

fof(f28141,plain,
    ( ! [X0] :
        ( succ(s88,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28140,f943]) ).

fof(f28143,plain,
    ( until2p7(s89)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28141,f562]) ).

fof(f28144,plain,
    ( xuntil2p8(s89)
    | ~ node4(s89)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28143,f942]) ).

fof(f28145,plain,
    ( xuntil2p8(s89)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28144,f14386]) ).

fof(f28146,plain,
    ( ! [X0] :
        ( succ(s89,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28145,f943]) ).

fof(f28148,plain,
    ( until2p7(s90)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28146,f563]) ).

fof(f28149,plain,
    ( xuntil2p8(s90)
    | ~ node4(s90)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28148,f942]) ).

fof(f28150,plain,
    ( xuntil2p8(s90)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28149,f14375]) ).

fof(f28151,plain,
    ( ! [X0] :
        ( succ(s90,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28150,f943]) ).

fof(f28153,plain,
    ( until2p7(s91)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28151,f564]) ).

fof(f28154,plain,
    ( xuntil2p8(s91)
    | ~ node4(s91)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28153,f942]) ).

fof(f28155,plain,
    ( xuntil2p8(s91)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f28154,f14362]) ).

fof(f28156,plain,
    ( ! [X0] :
        ( succ(s91,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28155,f943]) ).

fof(f28158,plain,
    ( until2p7(s92)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28156,f565]) ).

fof(f28159,plain,
    ( xuntil2p8(s92)
    | ~ node4(s92)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(resolution,[],[f28158,f942]) ).

fof(f28160,plain,
    ( xuntil2p8(s92)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348 ),
    inference(forward_subsumption_resolution,[],[f28159,f14542]) ).

fof(f28161,plain,
    ( ! [X0] :
        ( succ(s92,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348 ),
    inference(resolution,[],[f28160,f943]) ).

fof(f28163,plain,
    ( until2p7(s93)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348 ),
    inference(resolution,[],[f28161,f566]) ).

fof(f28164,plain,
    ( xuntil2p8(s93)
    | ~ node4(s93)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348 ),
    inference(resolution,[],[f28163,f942]) ).

fof(f28165,plain,
    ( xuntil2p8(s93)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28164,f14698]) ).

fof(f28166,plain,
    ( ! [X0] :
        ( succ(s93,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2355 ),
    inference(resolution,[],[f28165,f943]) ).

fof(f28168,plain,
    ( until2p7(s94)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2355 ),
    inference(resolution,[],[f28166,f567]) ).

fof(f28169,plain,
    ( xuntil2p8(s94)
    | ~ node4(s94)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2355 ),
    inference(resolution,[],[f28168,f942]) ).

fof(f28170,plain,
    ( xuntil2p8(s94)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28169,f14687]) ).

fof(f28171,plain,
    ( ! [X0] :
        ( succ(s94,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28170,f943]) ).

fof(f28173,plain,
    ( until2p7(s95)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28171,f568]) ).

fof(f28174,plain,
    ( xuntil2p8(s95)
    | ~ node4(s95)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28173,f942]) ).

fof(f28175,plain,
    ( xuntil2p8(s95)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28174,f14676]) ).

fof(f28176,plain,
    ( ! [X0] :
        ( succ(s95,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28175,f943]) ).

fof(f28178,plain,
    ( until2p7(s96)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28176,f569]) ).

fof(f28179,plain,
    ( xuntil2p8(s96)
    | ~ node4(s96)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28178,f942]) ).

fof(f28180,plain,
    ( xuntil2p8(s96)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28179,f14665]) ).

fof(f28181,plain,
    ( ! [X0] :
        ( succ(s96,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28180,f943]) ).

fof(f28183,plain,
    ( until2p7(s97)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28181,f570]) ).

fof(f28184,plain,
    ( xuntil2p8(s97)
    | ~ node4(s97)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28183,f942]) ).

fof(f28185,plain,
    ( xuntil2p8(s97)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28184,f14654]) ).

fof(f28186,plain,
    ( ! [X0] :
        ( succ(s97,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28185,f943]) ).

fof(f28188,plain,
    ( until2p7(s98)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28186,f571]) ).

fof(f28189,plain,
    ( xuntil2p8(s98)
    | ~ node4(s98)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28188,f942]) ).

fof(f28190,plain,
    ( xuntil2p8(s98)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28189,f14643]) ).

fof(f28191,plain,
    ( ! [X0] :
        ( succ(s98,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28190,f943]) ).

fof(f28193,plain,
    ( until2p7(s99)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28191,f572]) ).

fof(f28194,plain,
    ( xuntil2p8(s99)
    | ~ node4(s99)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28193,f942]) ).

fof(f28195,plain,
    ( xuntil2p8(s99)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f28194,f14630]) ).

fof(f28196,plain,
    ( ! [X0] :
        ( succ(s99,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28195,f943]) ).

fof(f28198,plain,
    ( until2p7(s100)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28196,f573]) ).

fof(f28199,plain,
    ( xuntil2p8(s100)
    | ~ node4(s100)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(resolution,[],[f28198,f942]) ).

fof(f28200,plain,
    ( xuntil2p8(s100)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356 ),
    inference(forward_subsumption_resolution,[],[f28199,f14714]) ).

fof(f28201,plain,
    ( ! [X0] :
        ( succ(s100,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356 ),
    inference(resolution,[],[f28200,f943]) ).

fof(f28203,plain,
    ( until2p7(s101)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356 ),
    inference(resolution,[],[f28201,f574]) ).

fof(f28204,plain,
    ( xuntil2p8(s101)
    | ~ node4(s101)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356 ),
    inference(resolution,[],[f28203,f942]) ).

fof(f28205,plain,
    ( xuntil2p8(s101)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2359 ),
    inference(forward_subsumption_resolution,[],[f28204,f14786]) ).

fof(f28206,plain,
    ( ! [X0] :
        ( succ(s101,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2359 ),
    inference(resolution,[],[f28205,f943]) ).

fof(f28208,plain,
    ( until2p7(s102)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2359 ),
    inference(resolution,[],[f28206,f575]) ).

fof(f28209,plain,
    ( xuntil2p8(s102)
    | ~ node4(s102)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2359 ),
    inference(resolution,[],[f28208,f942]) ).

fof(f28210,plain,
    ( xuntil2p8(s102)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(forward_subsumption_resolution,[],[f28209,f14775]) ).

fof(f28211,plain,
    ( ! [X0] :
        ( succ(s102,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(resolution,[],[f28210,f943]) ).

fof(f28213,plain,
    ( until2p7(s103)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(resolution,[],[f28211,f576]) ).

fof(f28214,plain,
    ( xuntil2p8(s103)
    | ~ node4(s103)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(resolution,[],[f28213,f942]) ).

fof(f28215,plain,
    ( xuntil2p8(s103)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(forward_subsumption_resolution,[],[f28214,f14762]) ).

fof(f28216,plain,
    ( ! [X0] :
        ( succ(s103,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(resolution,[],[f28215,f943]) ).

fof(f28218,plain,
    ( until2p7(s104)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(resolution,[],[f28216,f577]) ).

fof(f28219,plain,
    ( xuntil2p8(s104)
    | ~ node4(s104)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(resolution,[],[f28218,f942]) ).

fof(f28220,plain,
    ( xuntil2p8(s104)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360 ),
    inference(forward_subsumption_resolution,[],[f28219,f14798]) ).

fof(f28221,plain,
    ( ! [X0] :
        ( succ(s104,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360 ),
    inference(resolution,[],[f28220,f943]) ).

fof(f28223,plain,
    ( until2p7(s105)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360 ),
    inference(resolution,[],[f28221,f578]) ).

fof(f28224,plain,
    ( xuntil2p8(s105)
    | ~ node4(s105)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360 ),
    inference(resolution,[],[f28223,f942]) ).

fof(f28225,plain,
    ( xuntil2p8(s105)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361 ),
    inference(forward_subsumption_resolution,[],[f28224,f14826]) ).

fof(f28226,plain,
    ( ! [X0] :
        ( succ(s105,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361 ),
    inference(resolution,[],[f28225,f943]) ).

fof(f28228,plain,
    ( until2p7(s106)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361 ),
    inference(resolution,[],[f28226,f579]) ).

fof(f28229,plain,
    ( xuntil2p8(s106)
    | ~ node4(s106)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361 ),
    inference(resolution,[],[f28228,f942]) ).

fof(f28230,plain,
    ( xuntil2p8(s106)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362 ),
    inference(forward_subsumption_resolution,[],[f28229,f14838]) ).

fof(f28231,plain,
    ( ! [X0] :
        ( succ(s106,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362 ),
    inference(resolution,[],[f28230,f943]) ).

fof(f28233,plain,
    ( until2p7(s107)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362 ),
    inference(resolution,[],[f28231,f580]) ).

fof(f28234,plain,
    ( xuntil2p8(s107)
    | ~ node4(s107)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362 ),
    inference(resolution,[],[f28233,f942]) ).

fof(f28235,plain,
    ( xuntil2p8(s107)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363 ),
    inference(forward_subsumption_resolution,[],[f28234,f14856]) ).

fof(f28236,plain,
    ( ! [X0] :
        ( succ(s107,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363 ),
    inference(resolution,[],[f28235,f943]) ).

fof(f28238,plain,
    ( until2p7(s108)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363 ),
    inference(resolution,[],[f28236,f581]) ).

fof(f28239,plain,
    ( xuntil2p8(s108)
    | ~ node4(s108)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363 ),
    inference(resolution,[],[f28238,f942]) ).

fof(f28240,plain,
    ( xuntil2p8(s108)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364 ),
    inference(forward_subsumption_resolution,[],[f28239,f14870]) ).

fof(f28241,plain,
    ( ! [X0] :
        ( succ(s108,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364 ),
    inference(resolution,[],[f28240,f943]) ).

fof(f28243,plain,
    ( until2p7(s109)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364 ),
    inference(resolution,[],[f28241,f582]) ).

fof(f28244,plain,
    ( xuntil2p8(s109)
    | ~ node4(s109)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364 ),
    inference(resolution,[],[f28243,f942]) ).

fof(f28245,plain,
    ( xuntil2p8(s109)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365 ),
    inference(forward_subsumption_resolution,[],[f28244,f14884]) ).

fof(f28246,plain,
    ( ! [X0] :
        ( succ(s109,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365 ),
    inference(resolution,[],[f28245,f943]) ).

fof(f28248,plain,
    ( until2p7(s110)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365 ),
    inference(resolution,[],[f28246,f583]) ).

fof(f28249,plain,
    ( xuntil2p8(s110)
    | ~ node4(s110)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365 ),
    inference(resolution,[],[f28248,f942]) ).

fof(f28250,plain,
    ( xuntil2p8(s110)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366 ),
    inference(forward_subsumption_resolution,[],[f28249,f14898]) ).

fof(f28251,plain,
    ( ! [X0] :
        ( succ(s110,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366 ),
    inference(resolution,[],[f28250,f943]) ).

fof(f28253,plain,
    ( until2p7(s111)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366 ),
    inference(resolution,[],[f28251,f584]) ).

fof(f28254,plain,
    ( xuntil2p8(s111)
    | ~ node4(s111)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366 ),
    inference(resolution,[],[f28253,f942]) ).

fof(f28255,plain,
    ( xuntil2p8(s111)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367 ),
    inference(forward_subsumption_resolution,[],[f28254,f14912]) ).

fof(f28256,plain,
    ( ! [X0] :
        ( succ(s111,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367 ),
    inference(resolution,[],[f28255,f943]) ).

fof(f28258,plain,
    ( until2p7(s112)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367 ),
    inference(resolution,[],[f28256,f585]) ).

fof(f28259,plain,
    ( xuntil2p8(s112)
    | ~ node4(s112)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367 ),
    inference(resolution,[],[f28258,f942]) ).

fof(f28260,plain,
    ( xuntil2p8(s112)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28259,f15121]) ).

fof(f28261,plain,
    ( ! [X0] :
        ( succ(s112,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2379 ),
    inference(resolution,[],[f28260,f943]) ).

fof(f28263,plain,
    ( until2p7(s113)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2379 ),
    inference(resolution,[],[f28261,f586]) ).

fof(f28264,plain,
    ( xuntil2p8(s113)
    | ~ node4(s113)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2379 ),
    inference(resolution,[],[f28263,f942]) ).

fof(f28265,plain,
    ( xuntil2p8(s113)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28264,f15110]) ).

fof(f28266,plain,
    ( ! [X0] :
        ( succ(s113,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28265,f943]) ).

fof(f28268,plain,
    ( until2p7(s114)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28266,f587]) ).

fof(f28269,plain,
    ( xuntil2p8(s114)
    | ~ node4(s114)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28268,f942]) ).

fof(f28270,plain,
    ( xuntil2p8(s114)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28269,f15099]) ).

fof(f28271,plain,
    ( ! [X0] :
        ( succ(s114,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28270,f943]) ).

fof(f28273,plain,
    ( until2p7(s115)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28271,f588]) ).

fof(f28274,plain,
    ( xuntil2p8(s115)
    | ~ node4(s115)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28273,f942]) ).

fof(f28275,plain,
    ( xuntil2p8(s115)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28274,f15088]) ).

fof(f28276,plain,
    ( ! [X0] :
        ( succ(s115,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28275,f943]) ).

fof(f28278,plain,
    ( until2p7(s116)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28276,f589]) ).

fof(f28279,plain,
    ( xuntil2p8(s116)
    | ~ node4(s116)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28278,f942]) ).

fof(f28280,plain,
    ( xuntil2p8(s116)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28279,f15077]) ).

fof(f28281,plain,
    ( ! [X0] :
        ( succ(s116,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28280,f943]) ).

fof(f28283,plain,
    ( until2p7(s117)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28281,f590]) ).

fof(f28284,plain,
    ( xuntil2p8(s117)
    | ~ node4(s117)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28283,f942]) ).

fof(f28285,plain,
    ( xuntil2p8(s117)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28284,f15066]) ).

fof(f28286,plain,
    ( ! [X0] :
        ( succ(s117,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28285,f943]) ).

fof(f28288,plain,
    ( until2p7(s118)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28286,f591]) ).

fof(f28289,plain,
    ( xuntil2p8(s118)
    | ~ node4(s118)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28288,f942]) ).

fof(f28290,plain,
    ( xuntil2p8(s118)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28289,f15055]) ).

fof(f28291,plain,
    ( ! [X0] :
        ( succ(s118,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28290,f943]) ).

fof(f28293,plain,
    ( until2p7(s119)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28291,f592]) ).

fof(f28294,plain,
    ( xuntil2p8(s119)
    | ~ node4(s119)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28293,f942]) ).

fof(f28295,plain,
    ( xuntil2p8(s119)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28294,f15044]) ).

fof(f28296,plain,
    ( ! [X0] :
        ( succ(s119,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28295,f943]) ).

fof(f28298,plain,
    ( until2p7(s120)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28296,f593]) ).

fof(f28299,plain,
    ( xuntil2p8(s120)
    | ~ node4(s120)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28298,f942]) ).

fof(f28300,plain,
    ( xuntil2p8(s120)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28299,f15033]) ).

fof(f28301,plain,
    ( ! [X0] :
        ( succ(s120,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28300,f943]) ).

fof(f28303,plain,
    ( until2p7(s121)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28301,f594]) ).

fof(f28304,plain,
    ( xuntil2p8(s121)
    | ~ node4(s121)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28303,f942]) ).

fof(f28305,plain,
    ( xuntil2p8(s121)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28304,f15022]) ).

fof(f28306,plain,
    ( ! [X0] :
        ( succ(s121,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28305,f943]) ).

fof(f28308,plain,
    ( until2p7(s122)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28306,f595]) ).

fof(f28309,plain,
    ( xuntil2p8(s122)
    | ~ node4(s122)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28308,f942]) ).

fof(f28310,plain,
    ( xuntil2p8(s122)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28309,f15011]) ).

fof(f28311,plain,
    ( ! [X0] :
        ( succ(s122,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28310,f943]) ).

fof(f28313,plain,
    ( until2p7(s123)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28311,f596]) ).

fof(f28314,plain,
    ( xuntil2p8(s123)
    | ~ node4(s123)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28313,f942]) ).

fof(f28315,plain,
    ( xuntil2p8(s123)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f28314,f14998]) ).

fof(f28316,plain,
    ( ! [X0] :
        ( succ(s123,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28315,f943]) ).

fof(f28318,plain,
    ( until2p7(s124)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28316,f597]) ).

fof(f28319,plain,
    ( xuntil2p8(s124)
    | ~ node4(s124)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(resolution,[],[f28318,f942]) ).

fof(f28320,plain,
    ( xuntil2p8(s124)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380 ),
    inference(forward_subsumption_resolution,[],[f28319,f15142]) ).

fof(f28321,plain,
    ( ! [X0] :
        ( succ(s124,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380 ),
    inference(resolution,[],[f28320,f943]) ).

fof(f28323,plain,
    ( until2p7(s125)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380 ),
    inference(resolution,[],[f28321,f598]) ).

fof(f28324,plain,
    ( xuntil2p8(s125)
    | ~ node4(s125)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380 ),
    inference(resolution,[],[f28323,f942]) ).

fof(f28325,plain,
    ( xuntil2p8(s125)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f28324,f15258]) ).

fof(f28326,plain,
    ( ! [X0] :
        ( succ(s125,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2385 ),
    inference(resolution,[],[f28325,f943]) ).

fof(f28328,plain,
    ( until2p7(s126)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2385 ),
    inference(resolution,[],[f28326,f599]) ).

fof(f28329,plain,
    ( xuntil2p8(s126)
    | ~ node4(s126)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2385 ),
    inference(resolution,[],[f28328,f942]) ).

fof(f28330,plain,
    ( xuntil2p8(s126)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f28329,f15247]) ).

fof(f28331,plain,
    ( ! [X0] :
        ( succ(s126,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28330,f943]) ).

fof(f28333,plain,
    ( until2p7(s127)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28331,f600]) ).

fof(f28334,plain,
    ( xuntil2p8(s127)
    | ~ node4(s127)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28333,f942]) ).

fof(f28335,plain,
    ( xuntil2p8(s127)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f28334,f15236]) ).

fof(f28336,plain,
    ( ! [X0] :
        ( succ(s127,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28335,f943]) ).

fof(f28338,plain,
    ( until2p7(s128)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28336,f601]) ).

fof(f28339,plain,
    ( xuntil2p8(s128)
    | ~ node4(s128)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28338,f942]) ).

fof(f28340,plain,
    ( xuntil2p8(s128)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f28339,f15225]) ).

fof(f28341,plain,
    ( ! [X0] :
        ( succ(s128,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28340,f943]) ).

fof(f28343,plain,
    ( until2p7(s129)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28341,f602]) ).

fof(f28344,plain,
    ( xuntil2p8(s129)
    | ~ node4(s129)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28343,f942]) ).

fof(f28345,plain,
    ( xuntil2p8(s129)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f28344,f15212]) ).

fof(f28346,plain,
    ( ! [X0] :
        ( succ(s129,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28345,f943]) ).

fof(f28348,plain,
    ( until2p7(s130)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28346,f603]) ).

fof(f28349,plain,
    ( xuntil2p8(s130)
    | ~ node4(s130)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(resolution,[],[f28348,f942]) ).

fof(f28350,plain,
    ( xuntil2p8(s130)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386 ),
    inference(forward_subsumption_resolution,[],[f28349,f15272]) ).

fof(f28351,plain,
    ( ! [X0] :
        ( succ(s130,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386 ),
    inference(resolution,[],[f28350,f943]) ).

fof(f28353,plain,
    ( until2p7(s131)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386 ),
    inference(resolution,[],[f28351,f604]) ).

fof(f28354,plain,
    ( xuntil2p8(s131)
    | ~ node4(s131)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386 ),
    inference(resolution,[],[f28353,f942]) ).

fof(f28355,plain,
    ( xuntil2p8(s131)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2389 ),
    inference(forward_subsumption_resolution,[],[f28354,f15340]) ).

fof(f28356,plain,
    ( ! [X0] :
        ( succ(s131,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2389 ),
    inference(resolution,[],[f28355,f943]) ).

fof(f28358,plain,
    ( until2p7(s132)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2389 ),
    inference(resolution,[],[f28356,f605]) ).

fof(f28359,plain,
    ( xuntil2p8(s132)
    | ~ node4(s132)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2389 ),
    inference(resolution,[],[f28358,f942]) ).

fof(f28360,plain,
    ( xuntil2p8(s132)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(forward_subsumption_resolution,[],[f28359,f15329]) ).

fof(f28361,plain,
    ( ! [X0] :
        ( succ(s132,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(resolution,[],[f28360,f943]) ).

fof(f28363,plain,
    ( until2p7(s133)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(resolution,[],[f28361,f606]) ).

fof(f28364,plain,
    ( xuntil2p8(s133)
    | ~ node4(s133)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(resolution,[],[f28363,f942]) ).

fof(f28365,plain,
    ( xuntil2p8(s133)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(forward_subsumption_resolution,[],[f28364,f15316]) ).

fof(f28366,plain,
    ( ! [X0] :
        ( succ(s133,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(resolution,[],[f28365,f943]) ).

fof(f28368,plain,
    ( until2p7(s134)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(resolution,[],[f28366,f607]) ).

fof(f28369,plain,
    ( xuntil2p8(s134)
    | ~ node4(s134)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(resolution,[],[f28368,f942]) ).

fof(f28370,plain,
    ( xuntil2p8(s134)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390 ),
    inference(forward_subsumption_resolution,[],[f28369,f15352]) ).

fof(f28371,plain,
    ( ! [X0] :
        ( succ(s134,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390 ),
    inference(resolution,[],[f28370,f943]) ).

fof(f28373,plain,
    ( until2p7(s135)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390 ),
    inference(resolution,[],[f28371,f608]) ).

fof(f28374,plain,
    ( xuntil2p8(s135)
    | ~ node4(s135)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390 ),
    inference(resolution,[],[f28373,f942]) ).

fof(f28375,plain,
    ( xuntil2p8(s135)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28374,f15484]) ).

fof(f28376,plain,
    ( ! [X0] :
        ( succ(s135,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2397 ),
    inference(resolution,[],[f28375,f943]) ).

fof(f28378,plain,
    ( until2p7(s136)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2397 ),
    inference(resolution,[],[f28376,f609]) ).

fof(f28379,plain,
    ( xuntil2p8(s136)
    | ~ node4(s136)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2397 ),
    inference(resolution,[],[f28378,f942]) ).

fof(f28380,plain,
    ( xuntil2p8(s136)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28379,f15473]) ).

fof(f28381,plain,
    ( ! [X0] :
        ( succ(s136,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28380,f943]) ).

fof(f28383,plain,
    ( until2p7(s137)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28381,f610]) ).

fof(f28384,plain,
    ( xuntil2p8(s137)
    | ~ node4(s137)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28383,f942]) ).

fof(f28385,plain,
    ( xuntil2p8(s137)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28384,f15462]) ).

fof(f28386,plain,
    ( ! [X0] :
        ( succ(s137,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28385,f943]) ).

fof(f28388,plain,
    ( until2p7(s138)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28386,f611]) ).

fof(f28389,plain,
    ( xuntil2p8(s138)
    | ~ node4(s138)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28388,f942]) ).

fof(f28390,plain,
    ( xuntil2p8(s138)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28389,f15451]) ).

fof(f28391,plain,
    ( ! [X0] :
        ( succ(s138,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28390,f943]) ).

fof(f28393,plain,
    ( until2p7(s139)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28391,f612]) ).

fof(f28394,plain,
    ( xuntil2p8(s139)
    | ~ node4(s139)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28393,f942]) ).

fof(f28395,plain,
    ( xuntil2p8(s139)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28394,f15440]) ).

fof(f28396,plain,
    ( ! [X0] :
        ( succ(s139,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28395,f943]) ).

fof(f28398,plain,
    ( until2p7(s140)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28396,f613]) ).

fof(f28399,plain,
    ( xuntil2p8(s140)
    | ~ node4(s140)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28398,f942]) ).

fof(f28400,plain,
    ( xuntil2p8(s140)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28399,f15429]) ).

fof(f28401,plain,
    ( ! [X0] :
        ( succ(s140,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28400,f943]) ).

fof(f28403,plain,
    ( until2p7(s141)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28401,f614]) ).

fof(f28404,plain,
    ( xuntil2p8(s141)
    | ~ node4(s141)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28403,f942]) ).

fof(f28405,plain,
    ( xuntil2p8(s141)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f28404,f15416]) ).

fof(f28406,plain,
    ( ! [X0] :
        ( succ(s141,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28405,f943]) ).

fof(f28408,plain,
    ( until2p7(s142)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28406,f615]) ).

fof(f28409,plain,
    ( xuntil2p8(s142)
    | ~ node4(s142)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(resolution,[],[f28408,f942]) ).

fof(f28410,plain,
    ( xuntil2p8(s142)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398 ),
    inference(forward_subsumption_resolution,[],[f28409,f15500]) ).

fof(f28411,plain,
    ( ! [X0] :
        ( succ(s142,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398 ),
    inference(resolution,[],[f28410,f943]) ).

fof(f28413,plain,
    ( until2p7(s143)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398 ),
    inference(resolution,[],[f28411,f616]) ).

fof(f28414,plain,
    ( xuntil2p8(s143)
    | ~ node4(s143)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398 ),
    inference(resolution,[],[f28413,f942]) ).

fof(f28415,plain,
    ( xuntil2p8(s143)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399 ),
    inference(forward_subsumption_resolution,[],[f28414,f15536]) ).

fof(f28416,plain,
    ( ! [X0] :
        ( succ(s143,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399 ),
    inference(resolution,[],[f28415,f943]) ).

fof(f28418,plain,
    ( until2p7(s144)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399 ),
    inference(resolution,[],[f28416,f617]) ).

fof(f28419,plain,
    ( xuntil2p8(s144)
    | ~ node4(s144)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399 ),
    inference(resolution,[],[f28418,f942]) ).

fof(f28420,plain,
    ( xuntil2p8(s144)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400 ),
    inference(forward_subsumption_resolution,[],[f28419,f15548]) ).

fof(f28421,plain,
    ( ! [X0] :
        ( succ(s144,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400 ),
    inference(resolution,[],[f28420,f943]) ).

fof(f28423,plain,
    ( until2p7(s145)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400 ),
    inference(resolution,[],[f28421,f618]) ).

fof(f28424,plain,
    ( xuntil2p8(s145)
    | ~ node4(s145)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400 ),
    inference(resolution,[],[f28423,f942]) ).

fof(f28425,plain,
    ( xuntil2p8(s145)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f28424,f15659]) ).

fof(f28426,plain,
    ( ! [X0] :
        ( succ(s145,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2406 ),
    inference(resolution,[],[f28425,f943]) ).

fof(f28428,plain,
    ( until2p7(s146)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2406 ),
    inference(resolution,[],[f28426,f619]) ).

fof(f28429,plain,
    ( xuntil2p8(s146)
    | ~ node4(s146)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2406 ),
    inference(resolution,[],[f28428,f942]) ).

fof(f28430,plain,
    ( xuntil2p8(s146)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f28429,f15648]) ).

fof(f28431,plain,
    ( ! [X0] :
        ( succ(s146,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28430,f943]) ).

fof(f28433,plain,
    ( until2p7(s147)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28431,f620]) ).

fof(f28434,plain,
    ( xuntil2p8(s147)
    | ~ node4(s147)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28433,f942]) ).

fof(f28435,plain,
    ( xuntil2p8(s147)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f28434,f15637]) ).

fof(f28436,plain,
    ( ! [X0] :
        ( succ(s147,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28435,f943]) ).

fof(f28438,plain,
    ( until2p7(s148)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28436,f621]) ).

fof(f28439,plain,
    ( xuntil2p8(s148)
    | ~ node4(s148)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28438,f942]) ).

fof(f28440,plain,
    ( xuntil2p8(s148)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f28439,f15626]) ).

fof(f28441,plain,
    ( ! [X0] :
        ( succ(s148,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28440,f943]) ).

fof(f28443,plain,
    ( until2p7(s149)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28441,f622]) ).

fof(f28444,plain,
    ( xuntil2p8(s149)
    | ~ node4(s149)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28443,f942]) ).

fof(f28445,plain,
    ( xuntil2p8(s149)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f28444,f15615]) ).

fof(f28446,plain,
    ( ! [X0] :
        ( succ(s149,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28445,f943]) ).

fof(f28448,plain,
    ( until2p7(s150)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28446,f623]) ).

fof(f28449,plain,
    ( xuntil2p8(s150)
    | ~ node4(s150)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28448,f942]) ).

fof(f28450,plain,
    ( xuntil2p8(s150)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f28449,f15602]) ).

fof(f28451,plain,
    ( ! [X0] :
        ( succ(s150,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28450,f943]) ).

fof(f28453,plain,
    ( until2p7(s151)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28451,f624]) ).

fof(f28454,plain,
    ( xuntil2p8(s151)
    | ~ node4(s151)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(resolution,[],[f28453,f942]) ).

fof(f28455,plain,
    ( xuntil2p8(s151)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407 ),
    inference(forward_subsumption_resolution,[],[f28454,f15674]) ).

fof(f28456,plain,
    ( ! [X0] :
        ( succ(s151,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407 ),
    inference(resolution,[],[f28455,f943]) ).

fof(f28458,plain,
    ( until2p7(s152)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407 ),
    inference(resolution,[],[f28456,f625]) ).

fof(f28459,plain,
    ( xuntil2p8(s152)
    | ~ node4(s152)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407 ),
    inference(resolution,[],[f28458,f942]) ).

fof(f28460,plain,
    ( xuntil2p8(s152)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f28459,f15795]) ).

fof(f28461,plain,
    ( ! [X0] :
        ( succ(s152,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2413 ),
    inference(resolution,[],[f28460,f943]) ).

fof(f28463,plain,
    ( until2p7(s153)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2413 ),
    inference(resolution,[],[f28461,f626]) ).

fof(f28464,plain,
    ( xuntil2p8(s153)
    | ~ node4(s153)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2413 ),
    inference(resolution,[],[f28463,f942]) ).

fof(f28465,plain,
    ( xuntil2p8(s153)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f28464,f15784]) ).

fof(f28466,plain,
    ( ! [X0] :
        ( succ(s153,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28465,f943]) ).

fof(f28468,plain,
    ( until2p7(s154)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28466,f627]) ).

fof(f28469,plain,
    ( xuntil2p8(s154)
    | ~ node4(s154)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28468,f942]) ).

fof(f28470,plain,
    ( xuntil2p8(s154)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f28469,f15773]) ).

fof(f28471,plain,
    ( ! [X0] :
        ( succ(s154,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28470,f943]) ).

fof(f28473,plain,
    ( until2p7(s155)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28471,f628]) ).

fof(f28474,plain,
    ( xuntil2p8(s155)
    | ~ node4(s155)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28473,f942]) ).

fof(f28475,plain,
    ( xuntil2p8(s155)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f28474,f15762]) ).

fof(f28476,plain,
    ( ! [X0] :
        ( succ(s155,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28475,f943]) ).

fof(f28478,plain,
    ( until2p7(s156)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28476,f629]) ).

fof(f28479,plain,
    ( xuntil2p8(s156)
    | ~ node4(s156)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28478,f942]) ).

fof(f28480,plain,
    ( xuntil2p8(s156)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f28479,f15751]) ).

fof(f28481,plain,
    ( ! [X0] :
        ( succ(s156,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28480,f943]) ).

fof(f28483,plain,
    ( until2p7(s157)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28481,f630]) ).

fof(f28484,plain,
    ( xuntil2p8(s157)
    | ~ node4(s157)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28483,f942]) ).

fof(f28485,plain,
    ( xuntil2p8(s157)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f28484,f15738]) ).

fof(f28486,plain,
    ( ! [X0] :
        ( succ(s157,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28485,f943]) ).

fof(f28488,plain,
    ( until2p7(s158)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28486,f631]) ).

fof(f28489,plain,
    ( xuntil2p8(s158)
    | ~ node4(s158)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(resolution,[],[f28488,f942]) ).

fof(f28490,plain,
    ( xuntil2p8(s158)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414 ),
    inference(forward_subsumption_resolution,[],[f28489,f15810]) ).

fof(f28491,plain,
    ( ! [X0] :
        ( succ(s158,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414 ),
    inference(resolution,[],[f28490,f943]) ).

fof(f28493,plain,
    ( until2p7(s159)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414 ),
    inference(resolution,[],[f28491,f632]) ).

fof(f28494,plain,
    ( xuntil2p8(s159)
    | ~ node4(s159)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414 ),
    inference(resolution,[],[f28493,f942]) ).

fof(f28495,plain,
    ( xuntil2p8(s159)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f28494,f15897]) ).

fof(f28496,plain,
    ( ! [X0] :
        ( succ(s159,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2418 ),
    inference(resolution,[],[f28495,f943]) ).

fof(f28498,plain,
    ( until2p7(s160)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2418 ),
    inference(resolution,[],[f28496,f633]) ).

fof(f28499,plain,
    ( xuntil2p8(s160)
    | ~ node4(s160)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2418 ),
    inference(resolution,[],[f28498,f942]) ).

fof(f28500,plain,
    ( xuntil2p8(s160)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f28499,f15886]) ).

fof(f28501,plain,
    ( ! [X0] :
        ( succ(s160,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28500,f943]) ).

fof(f28503,plain,
    ( until2p7(s161)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28501,f634]) ).

fof(f28504,plain,
    ( xuntil2p8(s161)
    | ~ node4(s161)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28503,f942]) ).

fof(f28505,plain,
    ( xuntil2p8(s161)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f28504,f15875]) ).

fof(f28506,plain,
    ( ! [X0] :
        ( succ(s161,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28505,f943]) ).

fof(f28508,plain,
    ( until2p7(s162)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28506,f635]) ).

fof(f28509,plain,
    ( xuntil2p8(s162)
    | ~ node4(s162)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28508,f942]) ).

fof(f28510,plain,
    ( xuntil2p8(s162)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f28509,f15862]) ).

fof(f28511,plain,
    ( ! [X0] :
        ( succ(s162,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28510,f943]) ).

fof(f28513,plain,
    ( until2p7(s163)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28511,f636]) ).

fof(f28514,plain,
    ( xuntil2p8(s163)
    | ~ node4(s163)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(resolution,[],[f28513,f942]) ).

fof(f28515,plain,
    ( xuntil2p8(s163)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419 ),
    inference(forward_subsumption_resolution,[],[f28514,f15910]) ).

fof(f28516,plain,
    ( ! [X0] :
        ( succ(s163,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419 ),
    inference(resolution,[],[f28515,f943]) ).

fof(f28518,plain,
    ( until2p7(s164)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419 ),
    inference(resolution,[],[f28516,f637]) ).

fof(f28519,plain,
    ( xuntil2p8(s164)
    | ~ node4(s164)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419 ),
    inference(resolution,[],[f28518,f942]) ).

fof(f28520,plain,
    ( xuntil2p8(s164)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28519,f16095]) ).

fof(f28521,plain,
    ( ! [X0] :
        ( succ(s164,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2429 ),
    inference(resolution,[],[f28520,f943]) ).

fof(f28523,plain,
    ( until2p7(s165)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2429 ),
    inference(resolution,[],[f28521,f638]) ).

fof(f28524,plain,
    ( xuntil2p8(s165)
    | ~ node4(s165)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2429 ),
    inference(resolution,[],[f28523,f942]) ).

fof(f28525,plain,
    ( xuntil2p8(s165)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28524,f16084]) ).

fof(f28526,plain,
    ( ! [X0] :
        ( succ(s165,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28525,f943]) ).

fof(f28528,plain,
    ( until2p7(s166)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28526,f639]) ).

fof(f28529,plain,
    ( xuntil2p8(s166)
    | ~ node4(s166)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28528,f942]) ).

fof(f28530,plain,
    ( xuntil2p8(s166)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28529,f16073]) ).

fof(f28531,plain,
    ( ! [X0] :
        ( succ(s166,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28530,f943]) ).

fof(f28533,plain,
    ( until2p7(s167)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28531,f640]) ).

fof(f28534,plain,
    ( xuntil2p8(s167)
    | ~ node4(s167)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28533,f942]) ).

fof(f28535,plain,
    ( xuntil2p8(s167)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28534,f16062]) ).

fof(f28536,plain,
    ( ! [X0] :
        ( succ(s167,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28535,f943]) ).

fof(f28538,plain,
    ( until2p7(s168)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28536,f641]) ).

fof(f28539,plain,
    ( xuntil2p8(s168)
    | ~ node4(s168)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28538,f942]) ).

fof(f28540,plain,
    ( xuntil2p8(s168)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28539,f16051]) ).

fof(f28541,plain,
    ( ! [X0] :
        ( succ(s168,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28540,f943]) ).

fof(f28543,plain,
    ( until2p7(s169)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28541,f642]) ).

fof(f28544,plain,
    ( xuntil2p8(s169)
    | ~ node4(s169)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28543,f942]) ).

fof(f28545,plain,
    ( xuntil2p8(s169)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28544,f16040]) ).

fof(f28546,plain,
    ( ! [X0] :
        ( succ(s169,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28545,f943]) ).

fof(f28548,plain,
    ( until2p7(s170)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28546,f643]) ).

fof(f28549,plain,
    ( xuntil2p8(s170)
    | ~ node4(s170)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28548,f942]) ).

fof(f28550,plain,
    ( xuntil2p8(s170)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28549,f16029]) ).

fof(f28551,plain,
    ( ! [X0] :
        ( succ(s170,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28550,f943]) ).

fof(f28553,plain,
    ( until2p7(s171)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28551,f644]) ).

fof(f28554,plain,
    ( xuntil2p8(s171)
    | ~ node4(s171)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28553,f942]) ).

fof(f28555,plain,
    ( xuntil2p8(s171)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28554,f16018]) ).

fof(f28556,plain,
    ( ! [X0] :
        ( succ(s171,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28555,f943]) ).

fof(f28558,plain,
    ( until2p7(s172)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28556,f645]) ).

fof(f28559,plain,
    ( xuntil2p8(s172)
    | ~ node4(s172)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28558,f942]) ).

fof(f28560,plain,
    ( xuntil2p8(s172)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28559,f16007]) ).

fof(f28561,plain,
    ( ! [X0] :
        ( succ(s172,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28560,f943]) ).

fof(f28563,plain,
    ( until2p7(s173)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28561,f646]) ).

fof(f28564,plain,
    ( xuntil2p8(s173)
    | ~ node4(s173)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28563,f942]) ).

fof(f28565,plain,
    ( xuntil2p8(s173)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f28564,f15994]) ).

fof(f28566,plain,
    ( ! [X0] :
        ( succ(s173,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28565,f943]) ).

fof(f28568,plain,
    ( until2p7(s174)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28566,f647]) ).

fof(f28569,plain,
    ( xuntil2p8(s174)
    | ~ node4(s174)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(resolution,[],[f28568,f942]) ).

fof(f28570,plain,
    ( xuntil2p8(s174)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430 ),
    inference(forward_subsumption_resolution,[],[f28569,f16114]) ).

fof(f28571,plain,
    ( ! [X0] :
        ( succ(s174,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430 ),
    inference(resolution,[],[f28570,f943]) ).

fof(f28573,plain,
    ( until2p7(s175)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430 ),
    inference(resolution,[],[f28571,f648]) ).

fof(f28574,plain,
    ( xuntil2p8(s175)
    | ~ node4(s175)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430 ),
    inference(resolution,[],[f28573,f942]) ).

fof(f28575,plain,
    ( xuntil2p8(s175)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28574,f16345]) ).

fof(f28576,plain,
    ( ! [X0] :
        ( succ(s175,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2442 ),
    inference(resolution,[],[f28575,f943]) ).

fof(f28578,plain,
    ( until2p7(s176)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2442 ),
    inference(resolution,[],[f28576,f649]) ).

fof(f28579,plain,
    ( xuntil2p8(s176)
    | ~ node4(s176)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2442 ),
    inference(resolution,[],[f28578,f942]) ).

fof(f28580,plain,
    ( xuntil2p8(s176)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28579,f16334]) ).

fof(f28581,plain,
    ( ! [X0] :
        ( succ(s176,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28580,f943]) ).

fof(f28583,plain,
    ( until2p7(s177)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28581,f650]) ).

fof(f28584,plain,
    ( xuntil2p8(s177)
    | ~ node4(s177)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28583,f942]) ).

fof(f28585,plain,
    ( xuntil2p8(s177)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28584,f16323]) ).

fof(f28586,plain,
    ( ! [X0] :
        ( succ(s177,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28585,f943]) ).

fof(f28588,plain,
    ( until2p7(s178)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28586,f651]) ).

fof(f28589,plain,
    ( xuntil2p8(s178)
    | ~ node4(s178)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28588,f942]) ).

fof(f28590,plain,
    ( xuntil2p8(s178)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28589,f16312]) ).

fof(f28591,plain,
    ( ! [X0] :
        ( succ(s178,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28590,f943]) ).

fof(f28593,plain,
    ( until2p7(s179)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28591,f652]) ).

fof(f28594,plain,
    ( xuntil2p8(s179)
    | ~ node4(s179)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28593,f942]) ).

fof(f28595,plain,
    ( xuntil2p8(s179)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28594,f16301]) ).

fof(f28596,plain,
    ( ! [X0] :
        ( succ(s179,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28595,f943]) ).

fof(f28598,plain,
    ( until2p7(s180)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28596,f653]) ).

fof(f28599,plain,
    ( xuntil2p8(s180)
    | ~ node4(s180)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28598,f942]) ).

fof(f28600,plain,
    ( xuntil2p8(s180)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28599,f16290]) ).

fof(f28601,plain,
    ( ! [X0] :
        ( succ(s180,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28600,f943]) ).

fof(f28603,plain,
    ( until2p7(s181)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28601,f654]) ).

fof(f28604,plain,
    ( xuntil2p8(s181)
    | ~ node4(s181)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28603,f942]) ).

fof(f28605,plain,
    ( xuntil2p8(s181)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28604,f16279]) ).

fof(f28606,plain,
    ( ! [X0] :
        ( succ(s181,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28605,f943]) ).

fof(f28608,plain,
    ( until2p7(s182)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28606,f655]) ).

fof(f28609,plain,
    ( xuntil2p8(s182)
    | ~ node4(s182)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28608,f942]) ).

fof(f28610,plain,
    ( xuntil2p8(s182)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28609,f16268]) ).

fof(f28611,plain,
    ( ! [X0] :
        ( succ(s182,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28610,f943]) ).

fof(f28613,plain,
    ( until2p7(s183)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28611,f656]) ).

fof(f28614,plain,
    ( xuntil2p8(s183)
    | ~ node4(s183)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28613,f942]) ).

fof(f28615,plain,
    ( xuntil2p8(s183)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28614,f16257]) ).

fof(f28616,plain,
    ( ! [X0] :
        ( succ(s183,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28615,f943]) ).

fof(f28618,plain,
    ( until2p7(s184)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28616,f657]) ).

fof(f28619,plain,
    ( xuntil2p8(s184)
    | ~ node4(s184)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28618,f942]) ).

fof(f28620,plain,
    ( xuntil2p8(s184)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28619,f16246]) ).

fof(f28621,plain,
    ( ! [X0] :
        ( succ(s184,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28620,f943]) ).

fof(f28623,plain,
    ( until2p7(s185)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28621,f658]) ).

fof(f28624,plain,
    ( xuntil2p8(s185)
    | ~ node4(s185)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28623,f942]) ).

fof(f28625,plain,
    ( xuntil2p8(s185)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28624,f16235]) ).

fof(f28626,plain,
    ( ! [X0] :
        ( succ(s185,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28625,f943]) ).

fof(f28628,plain,
    ( until2p7(s186)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28626,f659]) ).

fof(f28629,plain,
    ( xuntil2p8(s186)
    | ~ node4(s186)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28628,f942]) ).

fof(f28630,plain,
    ( xuntil2p8(s186)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f28629,f16222]) ).

fof(f28631,plain,
    ( ! [X0] :
        ( succ(s186,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28630,f943]) ).

fof(f28633,plain,
    ( until2p7(s187)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28631,f660]) ).

fof(f28634,plain,
    ( xuntil2p8(s187)
    | ~ node4(s187)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(resolution,[],[f28633,f942]) ).

fof(f28635,plain,
    ( xuntil2p8(s187)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443 ),
    inference(forward_subsumption_resolution,[],[f28634,f16366]) ).

fof(f28636,plain,
    ( ! [X0] :
        ( succ(s187,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443 ),
    inference(resolution,[],[f28635,f943]) ).

fof(f28638,plain,
    ( until2p7(s188)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443 ),
    inference(resolution,[],[f28636,f661]) ).

fof(f28639,plain,
    ( xuntil2p8(s188)
    | ~ node4(s188)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443 ),
    inference(resolution,[],[f28638,f942]) ).

fof(f28640,plain,
    ( xuntil2p8(s188)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444 ),
    inference(forward_subsumption_resolution,[],[f28639,f16412]) ).

fof(f28641,plain,
    ( ! [X0] :
        ( succ(s188,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444 ),
    inference(resolution,[],[f28640,f943]) ).

fof(f28643,plain,
    ( until2p7(s189)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444 ),
    inference(resolution,[],[f28641,f662]) ).

fof(f28644,plain,
    ( xuntil2p8(s189)
    | ~ node4(s189)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444 ),
    inference(resolution,[],[f28643,f942]) ).

fof(f28645,plain,
    ( xuntil2p8(s189)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445 ),
    inference(forward_subsumption_resolution,[],[f28644,f16424]) ).

fof(f28646,plain,
    ( ! [X0] :
        ( succ(s189,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445 ),
    inference(resolution,[],[f28645,f943]) ).

fof(f28648,plain,
    ( until2p7(s190)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445 ),
    inference(resolution,[],[f28646,f663]) ).

fof(f28649,plain,
    ( xuntil2p8(s190)
    | ~ node4(s190)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445 ),
    inference(resolution,[],[f28648,f942]) ).

fof(f28650,plain,
    ( xuntil2p8(s190)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446 ),
    inference(forward_subsumption_resolution,[],[f28649,f16442]) ).

fof(f28651,plain,
    ( ! [X0] :
        ( succ(s190,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446 ),
    inference(resolution,[],[f28650,f943]) ).

fof(f28653,plain,
    ( until2p7(s191)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446 ),
    inference(resolution,[],[f28651,f664]) ).

fof(f28654,plain,
    ( xuntil2p8(s191)
    | ~ node4(s191)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446 ),
    inference(resolution,[],[f28653,f942]) ).

fof(f28655,plain,
    ( xuntil2p8(s191)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f28654,f16532]) ).

fof(f28656,plain,
    ( ! [X0] :
        ( succ(s191,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2451 ),
    inference(resolution,[],[f28655,f943]) ).

fof(f28658,plain,
    ( until2p7(s192)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2451 ),
    inference(resolution,[],[f28656,f665]) ).

fof(f28659,plain,
    ( xuntil2p8(s192)
    | ~ node4(s192)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2451 ),
    inference(resolution,[],[f28658,f942]) ).

fof(f28660,plain,
    ( xuntil2p8(s192)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f28659,f16521]) ).

fof(f28661,plain,
    ( ! [X0] :
        ( succ(s192,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28660,f943]) ).

fof(f28663,plain,
    ( until2p7(s193)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28661,f666]) ).

fof(f28664,plain,
    ( xuntil2p8(s193)
    | ~ node4(s193)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28663,f942]) ).

fof(f28665,plain,
    ( xuntil2p8(s193)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f28664,f16510]) ).

fof(f28666,plain,
    ( ! [X0] :
        ( succ(s193,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28665,f943]) ).

fof(f28668,plain,
    ( until2p7(s194)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28666,f667]) ).

fof(f28669,plain,
    ( xuntil2p8(s194)
    | ~ node4(s194)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28668,f942]) ).

fof(f28670,plain,
    ( xuntil2p8(s194)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f28669,f16499]) ).

fof(f28671,plain,
    ( ! [X0] :
        ( succ(s194,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28670,f943]) ).

fof(f28673,plain,
    ( until2p7(s195)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28671,f668]) ).

fof(f28674,plain,
    ( xuntil2p8(s195)
    | ~ node4(s195)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28673,f942]) ).

fof(f28675,plain,
    ( xuntil2p8(s195)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f28674,f16486]) ).

fof(f28676,plain,
    ( ! [X0] :
        ( succ(s195,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28675,f943]) ).

fof(f28678,plain,
    ( until2p7(s196)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28676,f669]) ).

fof(f28679,plain,
    ( xuntil2p8(s196)
    | ~ node4(s196)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(resolution,[],[f28678,f942]) ).

fof(f28680,plain,
    ( xuntil2p8(s196)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452 ),
    inference(forward_subsumption_resolution,[],[f28679,f16546]) ).

fof(f28681,plain,
    ( ! [X0] :
        ( succ(s196,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452 ),
    inference(resolution,[],[f28680,f943]) ).

fof(f28683,plain,
    ( until2p7(s197)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452 ),
    inference(resolution,[],[f28681,f670]) ).

fof(f28684,plain,
    ( xuntil2p8(s197)
    | ~ node4(s197)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452 ),
    inference(resolution,[],[f28683,f942]) ).

fof(f28685,plain,
    ( xuntil2p8(s197)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f28684,f16648]) ).

fof(f28686,plain,
    ( ! [X0] :
        ( succ(s197,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2457 ),
    inference(resolution,[],[f28685,f943]) ).

fof(f28688,plain,
    ( until2p7(s198)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2457 ),
    inference(resolution,[],[f28686,f671]) ).

fof(f28689,plain,
    ( xuntil2p8(s198)
    | ~ node4(s198)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2457 ),
    inference(resolution,[],[f28688,f942]) ).

fof(f28690,plain,
    ( xuntil2p8(s198)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f28689,f16637]) ).

fof(f28691,plain,
    ( ! [X0] :
        ( succ(s198,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28690,f943]) ).

fof(f28693,plain,
    ( until2p7(s199)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28691,f672]) ).

fof(f28694,plain,
    ( xuntil2p8(s199)
    | ~ node4(s199)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28693,f942]) ).

fof(f28695,plain,
    ( xuntil2p8(s199)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f28694,f16626]) ).

fof(f28696,plain,
    ( ! [X0] :
        ( succ(s199,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28695,f943]) ).

fof(f28698,plain,
    ( until2p7(s200)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28696,f673]) ).

fof(f28699,plain,
    ( xuntil2p8(s200)
    | ~ node4(s200)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28698,f942]) ).

fof(f28700,plain,
    ( xuntil2p8(s200)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f28699,f16615]) ).

fof(f28701,plain,
    ( ! [X0] :
        ( succ(s200,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28700,f943]) ).

fof(f28703,plain,
    ( until2p7(s201)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28701,f674]) ).

fof(f28704,plain,
    ( xuntil2p8(s201)
    | ~ node4(s201)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28703,f942]) ).

fof(f28705,plain,
    ( xuntil2p8(s201)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f28704,f16602]) ).

fof(f28706,plain,
    ( ! [X0] :
        ( succ(s201,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28705,f943]) ).

fof(f28708,plain,
    ( until2p7(s202)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28706,f675]) ).

fof(f28709,plain,
    ( xuntil2p8(s202)
    | ~ node4(s202)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(resolution,[],[f28708,f942]) ).

fof(f28710,plain,
    ( xuntil2p8(s202)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458 ),
    inference(forward_subsumption_resolution,[],[f28709,f16662]) ).

fof(f28711,plain,
    ( ! [X0] :
        ( succ(s202,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458 ),
    inference(resolution,[],[f28710,f943]) ).

fof(f28713,plain,
    ( until2p7(s203)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458 ),
    inference(resolution,[],[f28711,f676]) ).

fof(f28714,plain,
    ( xuntil2p8(s203)
    | ~ node4(s203)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458 ),
    inference(resolution,[],[f28713,f942]) ).

fof(f28715,plain,
    ( xuntil2p8(s203)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2463 ),
    inference(forward_subsumption_resolution,[],[f28714,f16764]) ).

fof(f28716,plain,
    ( ! [X0] :
        ( succ(s203,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2463 ),
    inference(resolution,[],[f28715,f943]) ).

fof(f28718,plain,
    ( until2p7(s204)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2463 ),
    inference(resolution,[],[f28716,f677]) ).

fof(f28719,plain,
    ( xuntil2p8(s204)
    | ~ node4(s204)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2463 ),
    inference(resolution,[],[f28718,f942]) ).

fof(f28720,plain,
    ( xuntil2p8(s204)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(forward_subsumption_resolution,[],[f28719,f16753]) ).

fof(f28721,plain,
    ( ! [X0] :
        ( succ(s204,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28720,f943]) ).

fof(f28723,plain,
    ( until2p7(s205)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28721,f678]) ).

fof(f28724,plain,
    ( xuntil2p8(s205)
    | ~ node4(s205)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28723,f942]) ).

fof(f28725,plain,
    ( xuntil2p8(s205)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(forward_subsumption_resolution,[],[f28724,f16742]) ).

fof(f28726,plain,
    ( ! [X0] :
        ( succ(s205,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28725,f943]) ).

fof(f28728,plain,
    ( until2p7(s206)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28726,f679]) ).

fof(f28729,plain,
    ( xuntil2p8(s206)
    | ~ node4(s206)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28728,f942]) ).

fof(f28730,plain,
    ( xuntil2p8(s206)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(forward_subsumption_resolution,[],[f28729,f16731]) ).

fof(f28731,plain,
    ( ! [X0] :
        ( succ(s206,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28730,f943]) ).

fof(f28733,plain,
    ( until2p7(s207)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28731,f680]) ).

fof(f28734,plain,
    ( xuntil2p8(s207)
    | ~ node4(s207)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28733,f942]) ).

fof(f28735,plain,
    ( xuntil2p8(s207)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(forward_subsumption_resolution,[],[f28734,f16718]) ).

fof(f28736,plain,
    ( ! [X0] :
        ( succ(s207,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28735,f943]) ).

fof(f28738,plain,
    ( until2p7(s208)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28736,f681]) ).

fof(f28739,plain,
    ( xuntil2p8(s208)
    | ~ node4(s208)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463 ),
    inference(resolution,[],[f28738,f942]) ).

fof(f28740,plain,
    ( xuntil2p8(s208)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464 ),
    inference(forward_subsumption_resolution,[],[f28739,f16778]) ).

fof(f28741,plain,
    ( ! [X0] :
        ( succ(s208,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464 ),
    inference(resolution,[],[f28740,f943]) ).

fof(f28743,plain,
    ( until2p7(s209)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464 ),
    inference(resolution,[],[f28741,f682]) ).

fof(f28744,plain,
    ( xuntil2p8(s209)
    | ~ node4(s209)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464 ),
    inference(resolution,[],[f28743,f942]) ).

fof(f28745,plain,
    ( xuntil2p8(s209)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2468 ),
    inference(forward_subsumption_resolution,[],[f28744,f16861]) ).

fof(f28746,plain,
    ( ! [X0] :
        ( succ(s209,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2468 ),
    inference(resolution,[],[f28745,f943]) ).

fof(f28748,plain,
    ( until2p7(s210)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2468 ),
    inference(resolution,[],[f28746,f683]) ).

fof(f28749,plain,
    ( xuntil2p8(s210)
    | ~ node4(s210)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2468 ),
    inference(resolution,[],[f28748,f942]) ).

fof(f28750,plain,
    ( xuntil2p8(s210)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(forward_subsumption_resolution,[],[f28749,f16850]) ).

fof(f28751,plain,
    ( ! [X0] :
        ( succ(s210,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28750,f943]) ).

fof(f28753,plain,
    ( until2p7(s211)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28751,f684]) ).

fof(f28754,plain,
    ( xuntil2p8(s211)
    | ~ node4(s211)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28753,f942]) ).

fof(f28755,plain,
    ( xuntil2p8(s211)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(forward_subsumption_resolution,[],[f28754,f16839]) ).

fof(f28756,plain,
    ( ! [X0] :
        ( succ(s211,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28755,f943]) ).

fof(f28758,plain,
    ( until2p7(s212)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28756,f685]) ).

fof(f28759,plain,
    ( xuntil2p8(s212)
    | ~ node4(s212)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28758,f942]) ).

fof(f28760,plain,
    ( xuntil2p8(s212)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(forward_subsumption_resolution,[],[f28759,f16826]) ).

fof(f28761,plain,
    ( ! [X0] :
        ( succ(s212,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28760,f943]) ).

fof(f28763,plain,
    ( until2p7(s213)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28761,f686]) ).

fof(f28764,plain,
    ( xuntil2p8(s213)
    | ~ node4(s213)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468 ),
    inference(resolution,[],[f28763,f942]) ).

fof(f28765,plain,
    ( xuntil2p8(s213)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469 ),
    inference(forward_subsumption_resolution,[],[f28764,f16874]) ).

fof(f28766,plain,
    ( ! [X0] :
        ( succ(s213,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469 ),
    inference(resolution,[],[f28765,f943]) ).

fof(f28768,plain,
    ( until2p7(s214)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469 ),
    inference(resolution,[],[f28766,f687]) ).

fof(f28769,plain,
    ( xuntil2p8(s214)
    | ~ node4(s214)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469 ),
    inference(resolution,[],[f28768,f942]) ).

fof(f28770,plain,
    ( xuntil2p8(s214)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2473 ),
    inference(forward_subsumption_resolution,[],[f28769,f16955]) ).

fof(f28771,plain,
    ( ! [X0] :
        ( succ(s214,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2473 ),
    inference(resolution,[],[f28770,f943]) ).

fof(f28773,plain,
    ( until2p7(s215)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2473 ),
    inference(resolution,[],[f28771,f688]) ).

fof(f28774,plain,
    ( xuntil2p8(s215)
    | ~ node4(s215)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2473 ),
    inference(resolution,[],[f28773,f942]) ).

fof(f28775,plain,
    ( xuntil2p8(s215)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(forward_subsumption_resolution,[],[f28774,f16944]) ).

fof(f28776,plain,
    ( ! [X0] :
        ( succ(s215,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28775,f943]) ).

fof(f28778,plain,
    ( until2p7(s216)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28776,f689]) ).

fof(f28779,plain,
    ( xuntil2p8(s216)
    | ~ node4(s216)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28778,f942]) ).

fof(f28780,plain,
    ( xuntil2p8(s216)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(forward_subsumption_resolution,[],[f28779,f16933]) ).

fof(f28781,plain,
    ( ! [X0] :
        ( succ(s216,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28780,f943]) ).

fof(f28783,plain,
    ( until2p7(s217)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28781,f690]) ).

fof(f28784,plain,
    ( xuntil2p8(s217)
    | ~ node4(s217)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28783,f942]) ).

fof(f28785,plain,
    ( xuntil2p8(s217)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(forward_subsumption_resolution,[],[f28784,f16920]) ).

fof(f28786,plain,
    ( ! [X0] :
        ( succ(s217,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28785,f943]) ).

fof(f28788,plain,
    ( until2p7(s218)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28786,f691]) ).

fof(f28789,plain,
    ( xuntil2p8(s218)
    | ~ node4(s218)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473 ),
    inference(resolution,[],[f28788,f942]) ).

fof(f28790,plain,
    ( xuntil2p8(s218)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474 ),
    inference(forward_subsumption_resolution,[],[f28789,f16968]) ).

fof(f28791,plain,
    ( ! [X0] :
        ( succ(s218,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474 ),
    inference(resolution,[],[f28790,f943]) ).

fof(f28793,plain,
    ( until2p7(s219)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474 ),
    inference(resolution,[],[f28791,f692]) ).

fof(f28794,plain,
    ( xuntil2p8(s219)
    | ~ node4(s219)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474 ),
    inference(resolution,[],[f28793,f942]) ).

fof(f28795,plain,
    ( xuntil2p8(s219)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f28794,f17083]) ).

fof(f28796,plain,
    ( ! [X0] :
        ( succ(s219,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2480 ),
    inference(resolution,[],[f28795,f943]) ).

fof(f28798,plain,
    ( until2p7(s220)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2480 ),
    inference(resolution,[],[f28796,f693]) ).

fof(f28799,plain,
    ( xuntil2p8(s220)
    | ~ node4(s220)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2480 ),
    inference(resolution,[],[f28798,f942]) ).

fof(f28800,plain,
    ( xuntil2p8(s220)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f28799,f17072]) ).

fof(f28801,plain,
    ( ! [X0] :
        ( succ(s220,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28800,f943]) ).

fof(f28803,plain,
    ( until2p7(s221)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28801,f694]) ).

fof(f28804,plain,
    ( xuntil2p8(s221)
    | ~ node4(s221)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28803,f942]) ).

fof(f28805,plain,
    ( xuntil2p8(s221)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f28804,f17061]) ).

fof(f28806,plain,
    ( ! [X0] :
        ( succ(s221,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28805,f943]) ).

fof(f28808,plain,
    ( until2p7(s222)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28806,f695]) ).

fof(f28809,plain,
    ( xuntil2p8(s222)
    | ~ node4(s222)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28808,f942]) ).

fof(f28810,plain,
    ( xuntil2p8(s222)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f28809,f17050]) ).

fof(f28811,plain,
    ( ! [X0] :
        ( succ(s222,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28810,f943]) ).

fof(f28813,plain,
    ( until2p7(s223)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28811,f696]) ).

fof(f28814,plain,
    ( xuntil2p8(s223)
    | ~ node4(s223)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28813,f942]) ).

fof(f28815,plain,
    ( xuntil2p8(s223)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f28814,f17039]) ).

fof(f28816,plain,
    ( ! [X0] :
        ( succ(s223,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28815,f943]) ).

fof(f28818,plain,
    ( until2p7(s224)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28816,f697]) ).

fof(f28819,plain,
    ( xuntil2p8(s224)
    | ~ node4(s224)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28818,f942]) ).

fof(f28820,plain,
    ( xuntil2p8(s224)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f28819,f17026]) ).

fof(f28821,plain,
    ( ! [X0] :
        ( succ(s224,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28820,f943]) ).

fof(f28823,plain,
    ( until2p7(s225)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28821,f698]) ).

fof(f28824,plain,
    ( xuntil2p8(s225)
    | ~ node4(s225)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480 ),
    inference(resolution,[],[f28823,f942]) ).

fof(f28825,plain,
    ( xuntil2p8(s225)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481 ),
    inference(forward_subsumption_resolution,[],[f28824,f17098]) ).

fof(f28826,plain,
    ( ! [X0] :
        ( succ(s225,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481 ),
    inference(resolution,[],[f28825,f943]) ).

fof(f28828,plain,
    ( until2p7(s226)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481 ),
    inference(resolution,[],[f28826,f699]) ).

fof(f28829,plain,
    ( xuntil2p8(s226)
    | ~ node4(s226)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481 ),
    inference(resolution,[],[f28828,f942]) ).

fof(f28830,plain,
    ( xuntil2p8(s226)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482 ),
    inference(forward_subsumption_resolution,[],[f28829,f17124]) ).

fof(f28831,plain,
    ( ! [X0] :
        ( succ(s226,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482 ),
    inference(resolution,[],[f28830,f943]) ).

fof(f28833,plain,
    ( until2p7(s227)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482 ),
    inference(resolution,[],[f28831,f700]) ).

fof(f28834,plain,
    ( xuntil2p8(s227)
    | ~ node4(s227)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482 ),
    inference(resolution,[],[f28833,f942]) ).

fof(f28835,plain,
    ( xuntil2p8(s227)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483 ),
    inference(forward_subsumption_resolution,[],[f28834,f17144]) ).

fof(f28836,plain,
    ( ! [X0] :
        ( succ(s227,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483 ),
    inference(resolution,[],[f28835,f943]) ).

fof(f28838,plain,
    ( until2p7(s228)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483 ),
    inference(resolution,[],[f28836,f701]) ).

fof(f28839,plain,
    ( xuntil2p8(s228)
    | ~ node4(s228)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483 ),
    inference(resolution,[],[f28838,f942]) ).

fof(f28840,plain,
    ( xuntil2p8(s228)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484 ),
    inference(forward_subsumption_resolution,[],[f28839,f17156]) ).

fof(f28841,plain,
    ( ! [X0] :
        ( succ(s228,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484 ),
    inference(resolution,[],[f28840,f943]) ).

fof(f28843,plain,
    ( until2p7(s229)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484 ),
    inference(resolution,[],[f28841,f702]) ).

fof(f28844,plain,
    ( xuntil2p8(s229)
    | ~ node4(s229)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484 ),
    inference(resolution,[],[f28843,f942]) ).

fof(f28845,plain,
    ( xuntil2p8(s229)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28844,f17341]) ).

fof(f28846,plain,
    ( ! [X0] :
        ( succ(s229,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2494 ),
    inference(resolution,[],[f28845,f943]) ).

fof(f28848,plain,
    ( until2p7(s230)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2494 ),
    inference(resolution,[],[f28846,f703]) ).

fof(f28849,plain,
    ( xuntil2p8(s230)
    | ~ node4(s230)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2494 ),
    inference(resolution,[],[f28848,f942]) ).

fof(f28850,plain,
    ( xuntil2p8(s230)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28849,f17330]) ).

fof(f28851,plain,
    ( ! [X0] :
        ( succ(s230,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28850,f943]) ).

fof(f28853,plain,
    ( until2p7(s231)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28851,f704]) ).

fof(f28854,plain,
    ( xuntil2p8(s231)
    | ~ node4(s231)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28853,f942]) ).

fof(f28855,plain,
    ( xuntil2p8(s231)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28854,f17319]) ).

fof(f28856,plain,
    ( ! [X0] :
        ( succ(s231,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28855,f943]) ).

fof(f28858,plain,
    ( until2p7(s232)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28856,f705]) ).

fof(f28859,plain,
    ( xuntil2p8(s232)
    | ~ node4(s232)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28858,f942]) ).

fof(f28860,plain,
    ( xuntil2p8(s232)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28859,f17305]) ).

fof(f28861,plain,
    ( ! [X0] :
        ( succ(s232,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28860,f943]) ).

fof(f28863,plain,
    ( until2p7(s233)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28861,f706]) ).

fof(f28864,plain,
    ( xuntil2p8(s233)
    | ~ node4(s233)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28863,f942]) ).

fof(f28865,plain,
    ( xuntil2p8(s233)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28864,f17290]) ).

fof(f28866,plain,
    ( ! [X0] :
        ( succ(s233,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28865,f943]) ).

fof(f28868,plain,
    ( until2p7(s234)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28866,f707]) ).

fof(f28869,plain,
    ( xuntil2p8(s234)
    | ~ node4(s234)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28868,f942]) ).

fof(f28870,plain,
    ( xuntil2p8(s234)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28869,f17278]) ).

fof(f28871,plain,
    ( ! [X0] :
        ( succ(s234,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28870,f943]) ).

fof(f28873,plain,
    ( until2p7(s235)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28871,f708]) ).

fof(f28874,plain,
    ( xuntil2p8(s235)
    | ~ node4(s235)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28873,f942]) ).

fof(f28875,plain,
    ( xuntil2p8(s235)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28874,f17267]) ).

fof(f28876,plain,
    ( ! [X0] :
        ( succ(s235,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28875,f943]) ).

fof(f28878,plain,
    ( until2p7(s236)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28876,f709]) ).

fof(f28879,plain,
    ( xuntil2p8(s236)
    | ~ node4(s236)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28878,f942]) ).

fof(f28880,plain,
    ( xuntil2p8(s236)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28879,f17256]) ).

fof(f28881,plain,
    ( ! [X0] :
        ( succ(s236,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28880,f943]) ).

fof(f28883,plain,
    ( until2p7(s237)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28881,f710]) ).

fof(f28884,plain,
    ( xuntil2p8(s237)
    | ~ node4(s237)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28883,f942]) ).

fof(f28885,plain,
    ( xuntil2p8(s237)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28884,f17245]) ).

fof(f28886,plain,
    ( ! [X0] :
        ( succ(s237,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28885,f943]) ).

fof(f28888,plain,
    ( until2p7(s238)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28886,f711]) ).

fof(f28889,plain,
    ( xuntil2p8(s238)
    | ~ node4(s238)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28888,f942]) ).

fof(f28890,plain,
    ( xuntil2p8(s238)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f28889,f17232]) ).

fof(f28891,plain,
    ( ! [X0] :
        ( succ(s238,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28890,f943]) ).

fof(f28893,plain,
    ( until2p7(s239)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28891,f712]) ).

fof(f28894,plain,
    ( xuntil2p8(s239)
    | ~ node4(s239)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494 ),
    inference(resolution,[],[f28893,f942]) ).

fof(f28895,plain,
    ( xuntil2p8(s239)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495 ),
    inference(forward_subsumption_resolution,[],[f28894,f17360]) ).

fof(f28896,plain,
    ( ! [X0] :
        ( succ(s239,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495 ),
    inference(resolution,[],[f28895,f943]) ).

fof(f28898,plain,
    ( until2p7(s240)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495 ),
    inference(resolution,[],[f28896,f713]) ).

fof(f28899,plain,
    ( xuntil2p8(s240)
    | ~ node4(s240)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495 ),
    inference(resolution,[],[f28898,f942]) ).

fof(f28900,plain,
    ( xuntil2p8(s240)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502 ),
    inference(forward_subsumption_resolution,[],[f28899,f17536]) ).

fof(f28901,plain,
    ( ! [X0] :
        ( succ(s240,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502 ),
    inference(resolution,[],[f28900,f943]) ).

fof(f28903,plain,
    ( until2p7(s241)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502 ),
    inference(resolution,[],[f28901,f714]) ).

fof(f28904,plain,
    ( xuntil2p8(s241)
    | ~ node4(s241)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502 ),
    inference(resolution,[],[f28903,f942]) ).

fof(f28905,plain,
    ( xuntil2p8(s241)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28904,f17577]) ).

fof(f28906,plain,
    ( ! [X0] :
        ( succ(s241,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28905,f943]) ).

fof(f28908,plain,
    ( until2p7(s242)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28906,f715]) ).

fof(f28909,plain,
    ( xuntil2p8(s242)
    | ~ node4(s242)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28908,f942]) ).

fof(f28910,plain,
    ( xuntil2p8(s242)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28909,f17498]) ).

fof(f28911,plain,
    ( ! [X0] :
        ( succ(s242,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28910,f943]) ).

fof(f28913,plain,
    ( until2p7(s243)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28911,f716]) ).

fof(f28914,plain,
    ( xuntil2p8(s243)
    | ~ node4(s243)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28913,f942]) ).

fof(f28915,plain,
    ( xuntil2p8(s243)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28914,f17521]) ).

fof(f28916,plain,
    ( ! [X0] :
        ( succ(s243,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28915,f943]) ).

fof(f28918,plain,
    ( until2p7(s244)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28916,f717]) ).

fof(f28919,plain,
    ( xuntil2p8(s244)
    | ~ node4(s244)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2505 ),
    inference(resolution,[],[f28918,f942]) ).

fof(f28920,plain,
    ( xuntil2p8(s244)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28919,f17562]) ).

fof(f28921,plain,
    ( ! [X0] :
        ( succ(s244,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28920,f943]) ).

fof(f28923,plain,
    ( until2p7(s245)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28921,f718]) ).

fof(f28924,plain,
    ( xuntil2p8(s245)
    | ~ node4(s245)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28923,f942]) ).

fof(f28925,plain,
    ( xuntil2p8(s245)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28924,f17487]) ).

fof(f28926,plain,
    ( ! [X0] :
        ( succ(s245,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28925,f943]) ).

fof(f28928,plain,
    ( until2p7(s246)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28926,f719]) ).

fof(f28929,plain,
    ( xuntil2p8(s246)
    | ~ node4(s246)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28928,f942]) ).

fof(f28930,plain,
    ( xuntil2p8(s246)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28929,f17473]) ).

fof(f28931,plain,
    ( ! [X0] :
        ( succ(s246,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28930,f943]) ).

fof(f28933,plain,
    ( until2p7(s247)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28931,f720]) ).

fof(f28934,plain,
    ( xuntil2p8(s247)
    | ~ node4(s247)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28933,f942]) ).

fof(f28935,plain,
    ( xuntil2p8(s247)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28934,f17461]) ).

fof(f28936,plain,
    ( ! [X0] :
        ( succ(s247,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28935,f943]) ).

fof(f28938,plain,
    ( until2p7(s248)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28936,f721]) ).

fof(f28939,plain,
    ( xuntil2p8(s248)
    | ~ node4(s248)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28938,f942]) ).

fof(f28940,plain,
    ( xuntil2p8(s248)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28939,f17448]) ).

fof(f28941,plain,
    ( ! [X0] :
        ( succ(s248,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28940,f943]) ).

fof(f28943,plain,
    ( until2p7(s249)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28941,f722]) ).

fof(f28944,plain,
    ( xuntil2p8(s249)
    | ~ node4(s249)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2505 ),
    inference(resolution,[],[f28943,f942]) ).

fof(f28945,plain,
    ( xuntil2p8(s249)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f28944,f17572]) ).

fof(f28946,plain,
    ( ! [X0] :
        ( succ(s249,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505 ),
    inference(resolution,[],[f28945,f943]) ).

fof(f28948,plain,
    ( until2p7(s250)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505 ),
    inference(resolution,[],[f28946,f723]) ).

fof(f28949,plain,
    ( xuntil2p8(s250)
    | ~ node4(s250)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505 ),
    inference(resolution,[],[f28948,f942]) ).

fof(f28950,plain,
    ( xuntil2p8(s250)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2509 ),
    inference(forward_subsumption_resolution,[],[f28949,f17667]) ).

fof(f28951,plain,
    ( ! [X0] :
        ( succ(s250,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2509 ),
    inference(resolution,[],[f28950,f943]) ).

fof(f28953,plain,
    ( until2p7(s251)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2509 ),
    inference(resolution,[],[f28951,f724]) ).

fof(f28954,plain,
    ( xuntil2p8(s251)
    | ~ node4(s251)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2509 ),
    inference(resolution,[],[f28953,f942]) ).

fof(f28955,plain,
    ( xuntil2p8(s251)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(forward_subsumption_resolution,[],[f28954,f17656]) ).

fof(f28956,plain,
    ( ! [X0] :
        ( succ(s251,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28955,f943]) ).

fof(f28958,plain,
    ( until2p7(s252)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28956,f725]) ).

fof(f28959,plain,
    ( xuntil2p8(s252)
    | ~ node4(s252)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28958,f942]) ).

fof(f28960,plain,
    ( xuntil2p8(s252)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(forward_subsumption_resolution,[],[f28959,f17645]) ).

fof(f28961,plain,
    ( ! [X0] :
        ( succ(s252,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28960,f943]) ).

fof(f28963,plain,
    ( until2p7(s253)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28961,f726]) ).

fof(f28964,plain,
    ( xuntil2p8(s253)
    | ~ node4(s253)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28963,f942]) ).

fof(f28965,plain,
    ( xuntil2p8(s253)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(forward_subsumption_resolution,[],[f28964,f17632]) ).

fof(f28966,plain,
    ( ! [X0] :
        ( succ(s253,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28965,f943]) ).

fof(f28968,plain,
    ( until2p7(s254)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28966,f727]) ).

fof(f28969,plain,
    ( xuntil2p8(s254)
    | ~ node4(s254)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509 ),
    inference(resolution,[],[f28968,f942]) ).

fof(f28970,plain,
    ( xuntil2p8(s254)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510 ),
    inference(forward_subsumption_resolution,[],[f28969,f17680]) ).

fof(f28971,plain,
    ( ! [X0] :
        ( succ(s254,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510 ),
    inference(resolution,[],[f28970,f943]) ).

fof(f28973,plain,
    ( until2p7(s255)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510 ),
    inference(resolution,[],[f28971,f728]) ).

fof(f28974,plain,
    ( xuntil2p8(s255)
    | ~ node4(s255)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510 ),
    inference(resolution,[],[f28973,f942]) ).

fof(f28975,plain,
    ( xuntil2p8(s255)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2514 ),
    inference(forward_subsumption_resolution,[],[f28974,f17761]) ).

fof(f28976,plain,
    ( ! [X0] :
        ( succ(s255,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2514 ),
    inference(resolution,[],[f28975,f943]) ).

fof(f28978,plain,
    ( until2p7(s256)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2514 ),
    inference(resolution,[],[f28976,f729]) ).

fof(f28979,plain,
    ( xuntil2p8(s256)
    | ~ node4(s256)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2514 ),
    inference(resolution,[],[f28978,f942]) ).

fof(f28980,plain,
    ( xuntil2p8(s256)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(forward_subsumption_resolution,[],[f28979,f17750]) ).

fof(f28981,plain,
    ( ! [X0] :
        ( succ(s256,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28980,f943]) ).

fof(f28983,plain,
    ( until2p7(s257)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28981,f730]) ).

fof(f28984,plain,
    ( xuntil2p8(s257)
    | ~ node4(s257)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28983,f942]) ).

fof(f28985,plain,
    ( xuntil2p8(s257)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(forward_subsumption_resolution,[],[f28984,f17739]) ).

fof(f28986,plain,
    ( ! [X0] :
        ( succ(s257,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28985,f943]) ).

fof(f28988,plain,
    ( until2p7(s258)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28986,f731]) ).

fof(f28989,plain,
    ( xuntil2p8(s258)
    | ~ node4(s258)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28988,f942]) ).

fof(f28990,plain,
    ( xuntil2p8(s258)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(forward_subsumption_resolution,[],[f28989,f17726]) ).

fof(f28991,plain,
    ( ! [X0] :
        ( succ(s258,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28990,f943]) ).

fof(f28993,plain,
    ( until2p7(s259)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28991,f732]) ).

fof(f28994,plain,
    ( xuntil2p8(s259)
    | ~ node4(s259)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514 ),
    inference(resolution,[],[f28993,f942]) ).

fof(f28995,plain,
    ( xuntil2p8(s259)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515 ),
    inference(forward_subsumption_resolution,[],[f28994,f17774]) ).

fof(f28996,plain,
    ( ! [X0] :
        ( succ(s259,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515 ),
    inference(resolution,[],[f28995,f943]) ).

fof(f28998,plain,
    ( until2p7(s260)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515 ),
    inference(resolution,[],[f28996,f733]) ).

fof(f28999,plain,
    ( xuntil2p8(s260)
    | ~ node4(s260)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515 ),
    inference(resolution,[],[f28998,f942]) ).

fof(f29000,plain,
    ( xuntil2p8(s260)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521 ),
    inference(forward_subsumption_resolution,[],[f28999,f17910]) ).

fof(f29001,plain,
    ( ! [X0] :
        ( succ(s260,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521 ),
    inference(resolution,[],[f29000,f943]) ).

fof(f29003,plain,
    ( until2p7(s261)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521 ),
    inference(resolution,[],[f29001,f734]) ).

fof(f29004,plain,
    ( xuntil2p8(s261)
    | ~ node4(s261)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521 ),
    inference(resolution,[],[f29003,f942]) ).

fof(f29005,plain,
    ( xuntil2p8(s261)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(forward_subsumption_resolution,[],[f29004,f17939]) ).

fof(f29006,plain,
    ( ! [X0] :
        ( succ(s261,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29005,f943]) ).

fof(f29008,plain,
    ( until2p7(s262)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29006,f735]) ).

fof(f29009,plain,
    ( xuntil2p8(s262)
    | ~ node4(s262)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29008,f942]) ).

fof(f29010,plain,
    ( xuntil2p8(s262)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(forward_subsumption_resolution,[],[f29009,f17895]) ).

fof(f29011,plain,
    ( ! [X0] :
        ( succ(s262,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29010,f943]) ).

fof(f29013,plain,
    ( until2p7(s263)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29011,f736]) ).

fof(f29014,plain,
    ( xuntil2p8(s263)
    | ~ node4(s263)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29013,f942]) ).

fof(f29015,plain,
    ( xuntil2p8(s263)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(forward_subsumption_resolution,[],[f29014,f17880]) ).

fof(f29016,plain,
    ( ! [X0] :
        ( succ(s263,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29015,f943]) ).

fof(f29018,plain,
    ( until2p7(s264)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29016,f737]) ).

fof(f29019,plain,
    ( xuntil2p8(s264)
    | ~ node4(s264)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522 ),
    inference(resolution,[],[f29018,f942]) ).

fof(f29020,plain,
    ( xuntil2p8(s264)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(forward_subsumption_resolution,[],[f29019,f18297]) ).

fof(f29021,plain,
    ( ! [X0] :
        ( succ(s264,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(resolution,[],[f29020,f943]) ).

fof(f29023,plain,
    ( until2p7(s265)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(resolution,[],[f29021,f738]) ).

fof(f29024,plain,
    ( xuntil2p8(s265)
    | ~ node4(s265)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(resolution,[],[f29023,f942]) ).

fof(f29025,plain,
    ( xuntil2p8(s265)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(forward_subsumption_resolution,[],[f29024,f17868]) ).

fof(f29026,plain,
    ( ! [X0] :
        ( succ(s265,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(resolution,[],[f29025,f943]) ).

fof(f29028,plain,
    ( until2p7(s266)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(resolution,[],[f29026,f739]) ).

fof(f29029,plain,
    ( xuntil2p8(s266)
    | ~ node4(s266)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539 ),
    inference(resolution,[],[f29028,f942]) ).

fof(f29030,plain,
    ( xuntil2p8(s266)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29029,f18368]) ).

fof(f29031,plain,
    ( ! [X0] :
        ( succ(s266,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29030,f943]) ).

fof(f29033,plain,
    ( until2p7(s267)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29031,f740]) ).

fof(f29034,plain,
    ( xuntil2p8(s267)
    | ~ node4(s267)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29033,f942]) ).

fof(f29035,plain,
    ( xuntil2p8(s267)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29034,f17857]) ).

fof(f29036,plain,
    ( ! [X0] :
        ( succ(s267,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29035,f943]) ).

fof(f29038,plain,
    ( until2p7(s268)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29036,f741]) ).

fof(f29039,plain,
    ( xuntil2p8(s268)
    | ~ node4(s268)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29038,f942]) ).

fof(f29040,plain,
    ( xuntil2p8(s268)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29039,f17846]) ).

fof(f29041,plain,
    ( ! [X0] :
        ( succ(s268,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29040,f943]) ).

fof(f29043,plain,
    ( until2p7(s269)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29041,f742]) ).

fof(f29044,plain,
    ( xuntil2p8(s269)
    | ~ node4(s269)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29043,f942]) ).

fof(f29045,plain,
    ( xuntil2p8(s269)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29044,f18270]) ).

fof(f29046,plain,
    ( ! [X0] :
        ( succ(s269,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29045,f943]) ).

fof(f29048,plain,
    ( until2p7(s270)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29046,f743]) ).

fof(f29049,plain,
    ( xuntil2p8(s270)
    | ~ node4(s270)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29048,f942]) ).

fof(f29050,plain,
    ( xuntil2p8(s270)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29049,f18253]) ).

fof(f29051,plain,
    ( ! [X0] :
        ( succ(s270,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29050,f943]) ).

fof(f29053,plain,
    ( until2p7(s271)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29051,f744]) ).

fof(f29054,plain,
    ( xuntil2p8(s271)
    | ~ node4(s271)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2542 ),
    inference(resolution,[],[f29053,f942]) ).

fof(f29055,plain,
    ( xuntil2p8(s271)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29054,f18335]) ).

fof(f29056,plain,
    ( ! [X0] :
        ( succ(s271,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29055,f943]) ).

fof(f29058,plain,
    ( until2p7(s272)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29056,f745]) ).

fof(f29059,plain,
    ( xuntil2p8(s272)
    | ~ node4(s272)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29058,f942]) ).

fof(f29060,plain,
    ( xuntil2p8(s272)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29059,f18241]) ).

fof(f29061,plain,
    ( ! [X0] :
        ( succ(s272,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29060,f943]) ).

fof(f29063,plain,
    ( until2p7(s273)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29061,f746]) ).

fof(f29064,plain,
    ( xuntil2p8(s273)
    | ~ node4(s273)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29063,f942]) ).

fof(f29065,plain,
    ( xuntil2p8(s273)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29064,f18230]) ).

fof(f29066,plain,
    ( ! [X0] :
        ( succ(s273,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29065,f943]) ).

fof(f29068,plain,
    ( until2p7(s274)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29066,f747]) ).

fof(f29069,plain,
    ( xuntil2p8(s274)
    | ~ node4(s274)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29068,f942]) ).

fof(f29070,plain,
    ( xuntil2p8(s274)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29069,f18204]) ).

fof(f29071,plain,
    ( ! [X0] :
        ( succ(s274,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29070,f943]) ).

fof(f29073,plain,
    ( until2p7(s275)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29071,f748]) ).

fof(f29074,plain,
    ( xuntil2p8(s275)
    | ~ node4(s275)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29073,f942]) ).

fof(f29075,plain,
    ( xuntil2p8(s275)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29074,f18007]) ).

fof(f29076,plain,
    ( ! [X0] :
        ( succ(s275,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29075,f943]) ).

fof(f29078,plain,
    ( until2p7(s276)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29076,f749]) ).

fof(f29079,plain,
    ( xuntil2p8(s276)
    | ~ node4(s276)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29078,f942]) ).

fof(f29080,plain,
    ( xuntil2p8(s276)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29079,f18017]) ).

fof(f29081,plain,
    ( ! [X0] :
        ( succ(s276,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29080,f943]) ).

fof(f29083,plain,
    ( until2p7(s277)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29081,f750]) ).

fof(f29084,plain,
    ( xuntil2p8(s277)
    | ~ node4(s277)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29083,f942]) ).

fof(f29085,plain,
    ( xuntil2p8(s277)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29084,f18033]) ).

fof(f29086,plain,
    ( ! [X0] :
        ( succ(s277,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29085,f943]) ).

fof(f29088,plain,
    ( until2p7(s278)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29086,f751]) ).

fof(f29089,plain,
    ( xuntil2p8(s278)
    | ~ node4(s278)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29088,f942]) ).

fof(f29090,plain,
    ( xuntil2p8(s278)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29089,f18049]) ).

fof(f29091,plain,
    ( ! [X0] :
        ( succ(s278,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29090,f943]) ).

fof(f29093,plain,
    ( until2p7(s279)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29091,f752]) ).

fof(f29094,plain,
    ( xuntil2p8(s279)
    | ~ node4(s279)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29093,f942]) ).

fof(f29095,plain,
    ( xuntil2p8(s279)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29094,f18070]) ).

fof(f29096,plain,
    ( ! [X0] :
        ( succ(s279,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29095,f943]) ).

fof(f29098,plain,
    ( until2p7(s280)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29096,f753]) ).

fof(f29099,plain,
    ( xuntil2p8(s280)
    | ~ node4(s280)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29098,f942]) ).

fof(f29100,plain,
    ( xuntil2p8(s280)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29099,f18086]) ).

fof(f29101,plain,
    ( ! [X0] :
        ( succ(s280,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29100,f943]) ).

fof(f29103,plain,
    ( until2p7(s281)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29101,f754]) ).

fof(f29104,plain,
    ( xuntil2p8(s281)
    | ~ node4(s281)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29103,f942]) ).

fof(f29105,plain,
    ( xuntil2p8(s281)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29104,f18133]) ).

fof(f29106,plain,
    ( ! [X0] :
        ( succ(s281,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29105,f943]) ).

fof(f29108,plain,
    ( until2p7(s282)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29106,f755]) ).

fof(f29109,plain,
    ( xuntil2p8(s282)
    | ~ node4(s282)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29108,f942]) ).

fof(f29110,plain,
    ( xuntil2p8(s282)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29109,f18111]) ).

fof(f29111,plain,
    ( ! [X0] :
        ( succ(s282,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29110,f943]) ).

fof(f29113,plain,
    ( until2p7(s283)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29111,f756]) ).

fof(f29114,plain,
    ( xuntil2p8(s283)
    | ~ node4(s283)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29113,f942]) ).

fof(f29115,plain,
    ( xuntil2p8(s283)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29114,f18121]) ).

fof(f29116,plain,
    ( ! [X0] :
        ( succ(s283,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29115,f943]) ).

fof(f29118,plain,
    ( until2p7(s284)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29116,f757]) ).

fof(f29119,plain,
    ( xuntil2p8(s284)
    | ~ node4(s284)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29118,f942]) ).

fof(f29120,plain,
    ( xuntil2p8(s284)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29119,f18182]) ).

fof(f29121,plain,
    ( ! [X0] :
        ( succ(s284,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29120,f943]) ).

fof(f29123,plain,
    ( until2p7(s285)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29121,f758]) ).

fof(f29124,plain,
    ( xuntil2p8(s285)
    | ~ node4(s285)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2542 ),
    inference(resolution,[],[f29123,f942]) ).

fof(f29125,plain,
    ( xuntil2p8(s285)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29124,f18360]) ).

fof(f29126,plain,
    ( ! [X0] :
        ( succ(s285,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(resolution,[],[f29125,f943]) ).

fof(f29128,plain,
    ( until2p7(s286)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(resolution,[],[f29126,f759]) ).

fof(f29129,plain,
    ( xuntil2p8(s286)
    | ~ node4(s286)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(resolution,[],[f29128,f942]) ).

fof(f29130,plain,
    ( xuntil2p8(s286)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f29129,f18171]) ).

fof(f29131,plain,
    ( ! [X0] :
        ( succ(s286,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(resolution,[],[f29130,f943]) ).

fof(f29133,plain,
    ( until2p7(s287)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(resolution,[],[f29131,f760]) ).

fof(f29134,plain,
    ( xuntil2p8(s287)
    | ~ node4(s287)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542 ),
    inference(resolution,[],[f29133,f942]) ).

fof(f29135,plain,
    ( xuntil2p8(s287)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653 ),
    inference(forward_subsumption_resolution,[],[f29134,f20709]) ).

fof(f29136,plain,
    ( ! [X0] :
        ( succ(s287,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653 ),
    inference(resolution,[],[f29135,f943]) ).

fof(f29138,plain,
    ( until2p7(s288)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653 ),
    inference(resolution,[],[f29136,f761]) ).

fof(f29139,plain,
    ( xuntil2p8(s288)
    | ~ node4(s288)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653 ),
    inference(resolution,[],[f29138,f942]) ).

fof(f29140,plain,
    ( xuntil2p8(s288)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29139,f20869]) ).

fof(f29141,plain,
    ( ! [X0] :
        ( succ(s288,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29140,f943]) ).

fof(f29143,plain,
    ( until2p7(s289)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29141,f762]) ).

fof(f29144,plain,
    ( xuntil2p8(s289)
    | ~ node4(s289)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29143,f942]) ).

fof(f29145,plain,
    ( xuntil2p8(s289)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29144,f18436]) ).

fof(f29146,plain,
    ( ! [X0] :
        ( succ(s289,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29145,f943]) ).

fof(f29148,plain,
    ( until2p7(s290)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29146,f763]) ).

fof(f29149,plain,
    ( xuntil2p8(s290)
    | ~ node4(s290)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29148,f942]) ).

fof(f29150,plain,
    ( xuntil2p8(s290)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29149,f18455]) ).

fof(f29151,plain,
    ( ! [X0] :
        ( succ(s290,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29150,f943]) ).

fof(f29153,plain,
    ( until2p7(s291)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29151,f764]) ).

fof(f29154,plain,
    ( xuntil2p8(s291)
    | ~ node4(s291)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29153,f942]) ).

fof(f29155,plain,
    ( xuntil2p8(s291)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29154,f18465]) ).

fof(f29156,plain,
    ( ! [X0] :
        ( succ(s291,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29155,f943]) ).

fof(f29158,plain,
    ( until2p7(s292)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29156,f765]) ).

fof(f29159,plain,
    ( xuntil2p8(s292)
    | ~ node4(s292)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29158,f942]) ).

fof(f29160,plain,
    ( xuntil2p8(s292)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29159,f18481]) ).

fof(f29161,plain,
    ( ! [X0] :
        ( succ(s292,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29160,f943]) ).

fof(f29163,plain,
    ( until2p7(s293)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29161,f766]) ).

fof(f29164,plain,
    ( xuntil2p8(s293)
    | ~ node4(s293)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29163,f942]) ).

fof(f29165,plain,
    ( xuntil2p8(s293)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29164,f18494]) ).

fof(f29166,plain,
    ( ! [X0] :
        ( succ(s293,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29165,f943]) ).

fof(f29168,plain,
    ( until2p7(s294)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29166,f767]) ).

fof(f29169,plain,
    ( xuntil2p8(s294)
    | ~ node4(s294)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29168,f942]) ).

fof(f29170,plain,
    ( xuntil2p8(s294)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29169,f19196]) ).

fof(f29171,plain,
    ( ! [X0] :
        ( succ(s294,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29170,f943]) ).

fof(f29173,plain,
    ( until2p7(s295)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29171,f768]) ).

fof(f29174,plain,
    ( xuntil2p8(s295)
    | ~ node4(s295)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29173,f942]) ).

fof(f29175,plain,
    ( xuntil2p8(s295)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29174,f19271]) ).

fof(f29176,plain,
    ( ! [X0] :
        ( succ(s295,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29175,f943]) ).

fof(f29178,plain,
    ( until2p7(s296)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29176,f769]) ).

fof(f29179,plain,
    ( xuntil2p8(s296)
    | ~ node4(s296)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29178,f942]) ).

fof(f29180,plain,
    ( xuntil2p8(s296)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29179,f19168]) ).

fof(f29181,plain,
    ( ! [X0] :
        ( succ(s296,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29180,f943]) ).

fof(f29183,plain,
    ( until2p7(s297)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29181,f770]) ).

fof(f29184,plain,
    ( xuntil2p8(s297)
    | ~ node4(s297)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29183,f942]) ).

fof(f29185,plain,
    ( xuntil2p8(s297)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29184,f18527]) ).

fof(f29186,plain,
    ( ! [X0] :
        ( succ(s297,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29185,f943]) ).

fof(f29188,plain,
    ( until2p7(s298)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29186,f771]) ).

fof(f29189,plain,
    ( xuntil2p8(s298)
    | ~ node4(s298)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29188,f942]) ).

fof(f29190,plain,
    ( xuntil2p8(s298)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29189,f18540]) ).

fof(f29191,plain,
    ( ! [X0] :
        ( succ(s298,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29190,f943]) ).

fof(f29193,plain,
    ( until2p7(s299)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29191,f772]) ).

fof(f29194,plain,
    ( xuntil2p8(s299)
    | ~ node4(s299)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29193,f942]) ).

fof(f29195,plain,
    ( xuntil2p8(s299)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29194,f18553]) ).

fof(f29196,plain,
    ( ! [X0] :
        ( succ(s299,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29195,f943]) ).

fof(f29198,plain,
    ( until2p7(s300)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29196,f773]) ).

fof(f29199,plain,
    ( xuntil2p8(s300)
    | ~ node4(s300)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29198,f942]) ).

fof(f29200,plain,
    ( xuntil2p8(s300)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29199,f18566]) ).

fof(f29201,plain,
    ( ! [X0] :
        ( succ(s300,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29200,f943]) ).

fof(f29203,plain,
    ( until2p7(s301)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29201,f774]) ).

fof(f29204,plain,
    ( xuntil2p8(s301)
    | ~ node4(s301)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29203,f942]) ).

fof(f29205,plain,
    ( xuntil2p8(s301)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29204,f18581]) ).

fof(f29206,plain,
    ( ! [X0] :
        ( succ(s301,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29205,f943]) ).

fof(f29208,plain,
    ( until2p7(s302)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29206,f775]) ).

fof(f29209,plain,
    ( xuntil2p8(s302)
    | ~ node4(s302)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29208,f942]) ).

fof(f29210,plain,
    ( xuntil2p8(s302)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29209,f19138]) ).

fof(f29211,plain,
    ( ! [X0] :
        ( succ(s302,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29210,f943]) ).

fof(f29213,plain,
    ( until2p7(s303)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29211,f776]) ).

fof(f29214,plain,
    ( xuntil2p8(s303)
    | ~ node4(s303)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29213,f942]) ).

fof(f29215,plain,
    ( xuntil2p8(s303)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29214,f19221]) ).

fof(f29216,plain,
    ( ! [X0] :
        ( succ(s303,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29215,f943]) ).

fof(f29218,plain,
    ( until2p7(s304)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29216,f777]) ).

fof(f29219,plain,
    ( xuntil2p8(s304)
    | ~ node4(s304)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29218,f942]) ).

fof(f29220,plain,
    ( xuntil2p8(s304)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29219,f18608]) ).

fof(f29221,plain,
    ( ! [X0] :
        ( succ(s304,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29220,f943]) ).

fof(f29223,plain,
    ( until2p7(s305)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29221,f778]) ).

fof(f29224,plain,
    ( xuntil2p8(s305)
    | ~ node4(s305)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29223,f942]) ).

fof(f29225,plain,
    ( xuntil2p8(s305)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29224,f18621]) ).

fof(f29226,plain,
    ( ! [X0] :
        ( succ(s305,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29225,f943]) ).

fof(f29228,plain,
    ( until2p7(s306)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29226,f779]) ).

fof(f29229,plain,
    ( xuntil2p8(s306)
    | ~ node4(s306)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29228,f942]) ).

fof(f29230,plain,
    ( xuntil2p8(s306)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29229,f18653]) ).

fof(f29231,plain,
    ( ! [X0] :
        ( succ(s306,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29230,f943]) ).

fof(f29233,plain,
    ( until2p7(s307)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29231,f780]) ).

fof(f29234,plain,
    ( xuntil2p8(s307)
    | ~ node4(s307)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29233,f942]) ).

fof(f29235,plain,
    ( xuntil2p8(s307)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29234,f18642]) ).

fof(f29236,plain,
    ( ! [X0] :
        ( succ(s307,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29235,f943]) ).

fof(f29238,plain,
    ( until2p7(s308)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29236,f781]) ).

fof(f29239,plain,
    ( xuntil2p8(s308)
    | ~ node4(s308)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29238,f942]) ).

fof(f29240,plain,
    ( xuntil2p8(s308)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29239,f18674]) ).

fof(f29241,plain,
    ( ! [X0] :
        ( succ(s308,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29240,f943]) ).

fof(f29243,plain,
    ( until2p7(s309)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29241,f782]) ).

fof(f29244,plain,
    ( xuntil2p8(s309)
    | ~ node4(s309)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29243,f942]) ).

fof(f29245,plain,
    ( xuntil2p8(s309)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29244,f18690]) ).

fof(f29246,plain,
    ( ! [X0] :
        ( succ(s309,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29245,f943]) ).

fof(f29248,plain,
    ( until2p7(s310)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29246,f783]) ).

fof(f29249,plain,
    ( xuntil2p8(s310)
    | ~ node4(s310)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29248,f942]) ).

fof(f29250,plain,
    ( xuntil2p8(s310)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29249,f19122]) ).

fof(f29251,plain,
    ( ! [X0] :
        ( succ(s310,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29250,f943]) ).

fof(f29253,plain,
    ( until2p7(s311)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29251,f784]) ).

fof(f29254,plain,
    ( xuntil2p8(s311)
    | ~ node4(s311)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29253,f942]) ).

fof(f29255,plain,
    ( xuntil2p8(s311)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29254,f18713]) ).

fof(f29256,plain,
    ( ! [X0] :
        ( succ(s311,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29255,f943]) ).

fof(f29258,plain,
    ( until2p7(s312)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29256,f785]) ).

fof(f29259,plain,
    ( xuntil2p8(s312)
    | ~ node4(s312)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29258,f942]) ).

fof(f29260,plain,
    ( xuntil2p8(s312)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29259,f19111]) ).

fof(f29261,plain,
    ( ! [X0] :
        ( succ(s312,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29260,f943]) ).

fof(f29263,plain,
    ( until2p7(s313)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29261,f786]) ).

fof(f29264,plain,
    ( xuntil2p8(s313)
    | ~ node4(s313)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29263,f942]) ).

fof(f29265,plain,
    ( xuntil2p8(s313)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29264,f19083]) ).

fof(f29266,plain,
    ( ! [X0] :
        ( succ(s313,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29265,f943]) ).

fof(f29268,plain,
    ( until2p7(s314)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29266,f787]) ).

fof(f29269,plain,
    ( xuntil2p8(s314)
    | ~ node4(s314)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29268,f942]) ).

fof(f29270,plain,
    ( xuntil2p8(s314)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29269,f18738]) ).

fof(f29271,plain,
    ( ! [X0] :
        ( succ(s314,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29270,f943]) ).

fof(f29273,plain,
    ( until2p7(s315)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29271,f788]) ).

fof(f29274,plain,
    ( xuntil2p8(s315)
    | ~ node4(s315)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29273,f942]) ).

fof(f29275,plain,
    ( xuntil2p8(s315)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29274,f18751]) ).

fof(f29276,plain,
    ( ! [X0] :
        ( succ(s315,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29275,f943]) ).

fof(f29278,plain,
    ( until2p7(s316)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29276,f789]) ).

fof(f29279,plain,
    ( xuntil2p8(s316)
    | ~ node4(s316)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29278,f942]) ).

fof(f29280,plain,
    ( xuntil2p8(s316)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29279,f18764]) ).

fof(f29281,plain,
    ( ! [X0] :
        ( succ(s316,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29280,f943]) ).

fof(f29283,plain,
    ( until2p7(s317)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29281,f790]) ).

fof(f29284,plain,
    ( xuntil2p8(s317)
    | ~ node4(s317)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29283,f942]) ).

fof(f29285,plain,
    ( xuntil2p8(s317)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29284,f18777]) ).

fof(f29286,plain,
    ( ! [X0] :
        ( succ(s317,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29285,f943]) ).

fof(f29288,plain,
    ( until2p7(s318)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29286,f791]) ).

fof(f29289,plain,
    ( xuntil2p8(s318)
    | ~ node4(s318)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29288,f942]) ).

fof(f29290,plain,
    ( xuntil2p8(s318)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29289,f18854]) ).

fof(f29291,plain,
    ( ! [X0] :
        ( succ(s318,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29290,f943]) ).

fof(f29293,plain,
    ( until2p7(s319)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29291,f792]) ).

fof(f29294,plain,
    ( xuntil2p8(s319)
    | ~ node4(s319)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29293,f942]) ).

fof(f29295,plain,
    ( xuntil2p8(s319)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29294,f18796]) ).

fof(f29296,plain,
    ( ! [X0] :
        ( succ(s319,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29295,f943]) ).

fof(f29298,plain,
    ( until2p7(s320)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29296,f793]) ).

fof(f29299,plain,
    ( xuntil2p8(s320)
    | ~ node4(s320)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29298,f942]) ).

fof(f29300,plain,
    ( xuntil2p8(s320)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29299,f18811]) ).

fof(f29301,plain,
    ( ! [X0] :
        ( succ(s320,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29300,f943]) ).

fof(f29303,plain,
    ( until2p7(s321)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29301,f794]) ).

fof(f29304,plain,
    ( xuntil2p8(s321)
    | ~ node4(s321)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29303,f942]) ).

fof(f29305,plain,
    ( xuntil2p8(s321)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29304,f18826]) ).

fof(f29306,plain,
    ( ! [X0] :
        ( succ(s321,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29305,f943]) ).

fof(f29308,plain,
    ( until2p7(s322)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29306,f795]) ).

fof(f29309,plain,
    ( xuntil2p8(s322)
    | ~ node4(s322)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29308,f942]) ).

fof(f29310,plain,
    ( xuntil2p8(s322)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29309,f18843]) ).

fof(f29311,plain,
    ( ! [X0] :
        ( succ(s322,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29310,f943]) ).

fof(f29313,plain,
    ( until2p7(s323)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29311,f796]) ).

fof(f29314,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29313,f942]) ).

fof(f29315,plain,
    ( xuntil2p8(s323)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29314,f18895]) ).

fof(f29316,plain,
    ( ! [X0] :
        ( succ(s323,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29315,f943]) ).

fof(f29318,plain,
    ( until2p7(s324)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29316,f797]) ).

fof(f29319,plain,
    ( xuntil2p8(s324)
    | ~ node4(s324)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29318,f942]) ).

fof(f29320,plain,
    ( xuntil2p8(s324)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29319,f18914]) ).

fof(f29321,plain,
    ( ! [X0] :
        ( succ(s324,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29320,f943]) ).

fof(f29323,plain,
    ( until2p7(s325)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29321,f798]) ).

fof(f29324,plain,
    ( xuntil2p8(s325)
    | ~ node4(s325)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29323,f942]) ).

fof(f29325,plain,
    ( xuntil2p8(s325)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29324,f19072]) ).

fof(f29326,plain,
    ( ! [X0] :
        ( succ(s325,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29325,f943]) ).

fof(f29328,plain,
    ( until2p7(s326)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29326,f799]) ).

fof(f29329,plain,
    ( xuntil2p8(s326)
    | ~ node4(s326)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29328,f942]) ).

fof(f29330,plain,
    ( xuntil2p8(s326)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29329,f19059]) ).

fof(f29331,plain,
    ( ! [X0] :
        ( succ(s326,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29330,f943]) ).

fof(f29333,plain,
    ( until2p7(s327)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29331,f800]) ).

fof(f29334,plain,
    ( xuntil2p8(s327)
    | ~ node4(s327)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29333,f942]) ).

fof(f29335,plain,
    ( xuntil2p8(s327)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29334,f18940]) ).

fof(f29336,plain,
    ( ! [X0] :
        ( succ(s327,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29335,f943]) ).

fof(f29338,plain,
    ( until2p7(s328)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29336,f801]) ).

fof(f29339,plain,
    ( xuntil2p8(s328)
    | ~ node4(s328)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29338,f942]) ).

fof(f29340,plain,
    ( xuntil2p8(s328)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29339,f18954]) ).

fof(f29341,plain,
    ( ! [X0] :
        ( succ(s328,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29340,f943]) ).

fof(f29343,plain,
    ( until2p7(s329)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29341,f802]) ).

fof(f29344,plain,
    ( xuntil2p8(s329)
    | ~ node4(s329)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29343,f942]) ).

fof(f29345,plain,
    ( xuntil2p8(s329)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29344,f19045]) ).

fof(f29346,plain,
    ( ! [X0] :
        ( succ(s329,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29345,f943]) ).

fof(f29348,plain,
    ( until2p7(s330)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29346,f803]) ).

fof(f29349,plain,
    ( xuntil2p8(s330)
    | ~ node4(s330)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29348,f942]) ).

fof(f29350,plain,
    ( xuntil2p8(s330)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29349,f18975]) ).

fof(f29351,plain,
    ( ! [X0] :
        ( succ(s330,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29350,f943]) ).

fof(f29353,plain,
    ( until2p7(s331)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29351,f804]) ).

fof(f29354,plain,
    ( xuntil2p8(s331)
    | ~ node4(s331)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29353,f942]) ).

fof(f29355,plain,
    ( xuntil2p8(s331)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29354,f19028]) ).

fof(f29356,plain,
    ( ! [X0] :
        ( succ(s331,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29355,f943]) ).

fof(f29358,plain,
    ( until2p7(s332)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29356,f805]) ).

fof(f29359,plain,
    ( xuntil2p8(s332)
    | ~ node4(s332)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29358,f942]) ).

fof(f29360,plain,
    ( xuntil2p8(s332)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29359,f18995]) ).

fof(f29361,plain,
    ( ! [X0] :
        ( succ(s332,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29360,f943]) ).

fof(f29363,plain,
    ( until2p7(s333)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29361,f806]) ).

fof(f29364,plain,
    ( xuntil2p8(s333)
    | ~ node4(s333)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29363,f942]) ).

fof(f29365,plain,
    ( xuntil2p8(s333)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29364,f19016]) ).

fof(f29366,plain,
    ( ! [X0] :
        ( succ(s333,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29365,f943]) ).

fof(f29368,plain,
    ( until2p7(s334)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29366,f807]) ).

fof(f29369,plain,
    ( xuntil2p8(s334)
    | ~ node4(s334)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29368,f942]) ).

fof(f29370,plain,
    ( xuntil2p8(s334)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29369,f19266]) ).

fof(f29371,plain,
    ( ! [X0] :
        ( succ(s334,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29370,f943]) ).

fof(f29373,plain,
    ( until2p7(s335)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29371,f808]) ).

fof(f29374,plain,
    ( xuntil2p8(s335)
    | ~ node4(s335)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29373,f942]) ).

fof(f29375,plain,
    ( xuntil2p8(s335)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29374,f19383]) ).

fof(f29376,plain,
    ( ! [X0] :
        ( succ(s335,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29375,f943]) ).

fof(f29378,plain,
    ( until2p7(s336)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29376,f809]) ).

fof(f29379,plain,
    ( xuntil2p8(s336)
    | ~ node4(s336)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29378,f942]) ).

fof(f29380,plain,
    ( xuntil2p8(s336)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29379,f19402]) ).

fof(f29381,plain,
    ( ! [X0] :
        ( succ(s336,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29380,f943]) ).

fof(f29383,plain,
    ( until2p7(s337)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29381,f810]) ).

fof(f29384,plain,
    ( xuntil2p8(s337)
    | ~ node4(s337)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29383,f942]) ).

fof(f29385,plain,
    ( xuntil2p8(s337)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29384,f19428]) ).

fof(f29386,plain,
    ( ! [X0] :
        ( succ(s337,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29385,f943]) ).

fof(f29388,plain,
    ( until2p7(s338)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29386,f811]) ).

fof(f29389,plain,
    ( xuntil2p8(s338)
    | ~ node4(s338)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29388,f942]) ).

fof(f29390,plain,
    ( xuntil2p8(s338)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29389,f19448]) ).

fof(f29391,plain,
    ( ! [X0] :
        ( succ(s338,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29390,f943]) ).

fof(f29393,plain,
    ( until2p7(s339)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29391,f812]) ).

fof(f29394,plain,
    ( xuntil2p8(s339)
    | ~ node4(s339)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29393,f942]) ).

fof(f29395,plain,
    ( xuntil2p8(s339)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29394,f20694]) ).

fof(f29396,plain,
    ( ! [X0] :
        ( succ(s339,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29395,f943]) ).

fof(f29398,plain,
    ( until2p7(s340)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29396,f813]) ).

fof(f29399,plain,
    ( xuntil2p8(s340)
    | ~ node4(s340)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29398,f942]) ).

fof(f29400,plain,
    ( xuntil2p8(s340)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29399,f19465]) ).

fof(f29401,plain,
    ( ! [X0] :
        ( succ(s340,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29400,f943]) ).

fof(f29403,plain,
    ( until2p7(s341)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29401,f814]) ).

fof(f29404,plain,
    ( xuntil2p8(s341)
    | ~ node4(s341)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29403,f942]) ).

fof(f29405,plain,
    ( xuntil2p8(s341)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29404,f19479]) ).

fof(f29406,plain,
    ( ! [X0] :
        ( succ(s341,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29405,f943]) ).

fof(f29408,plain,
    ( until2p7(s342)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29406,f815]) ).

fof(f29409,plain,
    ( xuntil2p8(s342)
    | ~ node4(s342)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29408,f942]) ).

fof(f29410,plain,
    ( xuntil2p8(s342)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29409,f20677]) ).

fof(f29411,plain,
    ( ! [X0] :
        ( succ(s342,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29410,f943]) ).

fof(f29413,plain,
    ( until2p7(s343)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29411,f816]) ).

fof(f29414,plain,
    ( xuntil2p8(s343)
    | ~ node4(s343)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29413,f942]) ).

fof(f29415,plain,
    ( xuntil2p8(s343)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29414,f19524]) ).

fof(f29416,plain,
    ( ! [X0] :
        ( succ(s343,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29415,f943]) ).

fof(f29418,plain,
    ( until2p7(s344)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29416,f817]) ).

fof(f29419,plain,
    ( xuntil2p8(s344)
    | ~ node4(s344)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29418,f942]) ).

fof(f29420,plain,
    ( xuntil2p8(s344)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29419,f19512]) ).

fof(f29421,plain,
    ( ! [X0] :
        ( succ(s344,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29420,f943]) ).

fof(f29423,plain,
    ( until2p7(s345)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29421,f818]) ).

fof(f29424,plain,
    ( xuntil2p8(s345)
    | ~ node4(s345)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29423,f942]) ).

fof(f29425,plain,
    ( xuntil2p8(s345)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29424,f20652]) ).

fof(f29426,plain,
    ( ! [X0] :
        ( succ(s345,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29425,f943]) ).

fof(f29428,plain,
    ( until2p7(s346)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29426,f819]) ).

fof(f29429,plain,
    ( xuntil2p8(s346)
    | ~ node4(s346)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(resolution,[],[f29428,f942]) ).

fof(f29430,plain,
    ( xuntil2p8(s346)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29429,f20858]) ).

fof(f29431,plain,
    ( ! [X0] :
        ( succ(s346,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29430,f943]) ).

fof(f29433,plain,
    ( until2p7(s347)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29431,f820]) ).

fof(f29434,plain,
    ( xuntil2p8(s347)
    | ~ node4(s347)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29433,f942]) ).

fof(f29435,plain,
    ( xuntil2p8(s347)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29434,f20635]) ).

fof(f29436,plain,
    ( ! [X0] :
        ( succ(s347,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29435,f943]) ).

fof(f29438,plain,
    ( until2p7(s348)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29436,f821]) ).

fof(f29439,plain,
    ( xuntil2p8(s348)
    | ~ node4(s348)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29438,f942]) ).

fof(f29440,plain,
    ( xuntil2p8(s348)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29439,f19562]) ).

fof(f29441,plain,
    ( ! [X0] :
        ( succ(s348,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29440,f943]) ).

fof(f29443,plain,
    ( until2p7(s349)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29441,f822]) ).

fof(f29444,plain,
    ( xuntil2p8(s349)
    | ~ node4(s349)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29443,f942]) ).

fof(f29445,plain,
    ( xuntil2p8(s349)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f29444,f20604]) ).

fof(f29446,plain,
    ( ! [X0] :
        ( succ(s349,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29445,f943]) ).

fof(f29448,plain,
    ( until2p7(s350)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29446,f823]) ).

fof(f29449,plain,
    ( xuntil2p8(s350)
    | ~ node4(s350)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655 ),
    inference(resolution,[],[f29448,f942]) ).

fof(f29450,plain,
    ( xuntil2p8(s350)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29449,f21119]) ).

fof(f29451,plain,
    ( ! [X0] :
        ( succ(s350,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29450,f943]) ).

fof(f29453,plain,
    ( until2p7(s351)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29451,f824]) ).

fof(f29454,plain,
    ( xuntil2p8(s351)
    | ~ node4(s351)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29453,f942]) ).

fof(f29455,plain,
    ( xuntil2p8(s351)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29454,f20120]) ).

fof(f29456,plain,
    ( ! [X0] :
        ( succ(s351,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29455,f943]) ).

fof(f29458,plain,
    ( until2p7(s352)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29456,f825]) ).

fof(f29459,plain,
    ( xuntil2p8(s352)
    | ~ node4(s352)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29458,f942]) ).

fof(f29460,plain,
    ( xuntil2p8(s352)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29459,f20183]) ).

fof(f29461,plain,
    ( ! [X0] :
        ( succ(s352,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29460,f943]) ).

fof(f29463,plain,
    ( until2p7(s353)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29461,f826]) ).

fof(f29464,plain,
    ( xuntil2p8(s353)
    | ~ node4(s353)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29463,f942]) ).

fof(f29465,plain,
    ( xuntil2p8(s353)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29464,f20099]) ).

fof(f29466,plain,
    ( ! [X0] :
        ( succ(s353,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29465,f943]) ).

fof(f29468,plain,
    ( until2p7(s354)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29466,f827]) ).

fof(f29469,plain,
    ( xuntil2p8(s354)
    | ~ node4(s354)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29468,f942]) ).

fof(f29470,plain,
    ( xuntil2p8(s354)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29469,f19612]) ).

fof(f29471,plain,
    ( ! [X0] :
        ( succ(s354,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29470,f943]) ).

fof(f29473,plain,
    ( until2p7(s355)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29471,f828]) ).

fof(f29474,plain,
    ( xuntil2p8(s355)
    | ~ node4(s355)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29473,f942]) ).

fof(f29475,plain,
    ( xuntil2p8(s355)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29474,f19622]) ).

fof(f29476,plain,
    ( ! [X0] :
        ( succ(s355,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29475,f943]) ).

fof(f29478,plain,
    ( until2p7(s356)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29476,f829]) ).

fof(f29479,plain,
    ( xuntil2p8(s356)
    | ~ node4(s356)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29478,f942]) ).

fof(f29480,plain,
    ( xuntil2p8(s356)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29479,f19640]) ).

fof(f29481,plain,
    ( ! [X0] :
        ( succ(s356,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29480,f943]) ).

fof(f29483,plain,
    ( until2p7(s357)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29481,f830]) ).

fof(f29484,plain,
    ( xuntil2p8(s357)
    | ~ node4(s357)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29483,f942]) ).

fof(f29485,plain,
    ( xuntil2p8(s357)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29484,f19653]) ).

fof(f29486,plain,
    ( ! [X0] :
        ( succ(s357,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29485,f943]) ).

fof(f29488,plain,
    ( until2p7(s358)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29486,f831]) ).

fof(f29489,plain,
    ( xuntil2p8(s358)
    | ~ node4(s358)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29488,f942]) ).

fof(f29490,plain,
    ( xuntil2p8(s358)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29489,f19668]) ).

fof(f29491,plain,
    ( ! [X0] :
        ( succ(s358,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29490,f943]) ).

fof(f29493,plain,
    ( until2p7(s359)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29491,f832]) ).

fof(f29494,plain,
    ( xuntil2p8(s359)
    | ~ node4(s359)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29493,f942]) ).

fof(f29495,plain,
    ( xuntil2p8(s359)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29494,f19686]) ).

fof(f29496,plain,
    ( ! [X0] :
        ( succ(s359,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29495,f943]) ).

fof(f29498,plain,
    ( until2p7(s360)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29496,f833]) ).

fof(f29499,plain,
    ( xuntil2p8(s360)
    | ~ node4(s360)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29498,f942]) ).

fof(f29500,plain,
    ( xuntil2p8(s360)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29499,f20088]) ).

fof(f29501,plain,
    ( ! [X0] :
        ( succ(s360,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29500,f943]) ).

fof(f29503,plain,
    ( until2p7(s361)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29501,f834]) ).

fof(f29504,plain,
    ( xuntil2p8(s361)
    | ~ node4(s361)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29503,f942]) ).

fof(f29505,plain,
    ( xuntil2p8(s361)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29504,f19708]) ).

fof(f29506,plain,
    ( ! [X0] :
        ( succ(s361,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29505,f943]) ).

fof(f29508,plain,
    ( until2p7(s362)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29506,f835]) ).

fof(f29509,plain,
    ( xuntil2p8(s362)
    | ~ node4(s362)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29508,f942]) ).

fof(f29510,plain,
    ( xuntil2p8(s362)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29509,f20062]) ).

fof(f29511,plain,
    ( ! [X0] :
        ( succ(s362,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29510,f943]) ).

fof(f29513,plain,
    ( until2p7(s363)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29511,f836]) ).

fof(f29514,plain,
    ( xuntil2p8(s363)
    | ~ node4(s363)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29513,f942]) ).

fof(f29515,plain,
    ( xuntil2p8(s363)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29514,f19728]) ).

fof(f29516,plain,
    ( ! [X0] :
        ( succ(s363,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29515,f943]) ).

fof(f29518,plain,
    ( until2p7(s364)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29516,f837]) ).

fof(f29519,plain,
    ( xuntil2p8(s364)
    | ~ node4(s364)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29518,f942]) ).

fof(f29520,plain,
    ( xuntil2p8(s364)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29519,f19758]) ).

fof(f29521,plain,
    ( ! [X0] :
        ( succ(s364,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29520,f943]) ).

fof(f29523,plain,
    ( until2p7(s365)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29521,f838]) ).

fof(f29524,plain,
    ( xuntil2p8(s365)
    | ~ node4(s365)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29523,f942]) ).

fof(f29525,plain,
    ( xuntil2p8(s365)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29524,f19748]) ).

fof(f29526,plain,
    ( ! [X0] :
        ( succ(s365,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29525,f943]) ).

fof(f29528,plain,
    ( until2p7(s366)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29526,f839]) ).

fof(f29529,plain,
    ( xuntil2p8(s366)
    | ~ node4(s366)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29528,f942]) ).

fof(f29530,plain,
    ( xuntil2p8(s366)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29529,f19781]) ).

fof(f29531,plain,
    ( ! [X0] :
        ( succ(s366,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29530,f943]) ).

fof(f29533,plain,
    ( until2p7(s367)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29531,f840]) ).

fof(f29534,plain,
    ( xuntil2p8(s367)
    | ~ node4(s367)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29533,f942]) ).

fof(f29535,plain,
    ( xuntil2p8(s367)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29534,f19802]) ).

fof(f29536,plain,
    ( ! [X0] :
        ( succ(s367,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29535,f943]) ).

fof(f29538,plain,
    ( until2p7(s368)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29536,f841]) ).

fof(f29539,plain,
    ( xuntil2p8(s368)
    | ~ node4(s368)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29538,f942]) ).

fof(f29540,plain,
    ( xuntil2p8(s368)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29539,f19818]) ).

fof(f29541,plain,
    ( ! [X0] :
        ( succ(s368,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29540,f943]) ).

fof(f29543,plain,
    ( until2p7(s369)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29541,f842]) ).

fof(f29544,plain,
    ( xuntil2p8(s369)
    | ~ node4(s369)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29543,f942]) ).

fof(f29545,plain,
    ( xuntil2p8(s369)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29544,f19836]) ).

fof(f29546,plain,
    ( ! [X0] :
        ( succ(s369,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29545,f943]) ).

fof(f29548,plain,
    ( until2p7(s370)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29546,f843]) ).

fof(f29549,plain,
    ( xuntil2p8(s370)
    | ~ node4(s370)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29548,f942]) ).

fof(f29550,plain,
    ( xuntil2p8(s370)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29549,f19852]) ).

fof(f29551,plain,
    ( ! [X0] :
        ( succ(s370,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29550,f943]) ).

fof(f29553,plain,
    ( until2p7(s371)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29551,f844]) ).

fof(f29554,plain,
    ( xuntil2p8(s371)
    | ~ node4(s371)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29553,f942]) ).

fof(f29555,plain,
    ( xuntil2p8(s371)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29554,f19866]) ).

fof(f29556,plain,
    ( ! [X0] :
        ( succ(s371,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29555,f943]) ).

fof(f29558,plain,
    ( until2p7(s372)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29556,f845]) ).

fof(f29559,plain,
    ( xuntil2p8(s372)
    | ~ node4(s372)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29558,f942]) ).

fof(f29560,plain,
    ( xuntil2p8(s372)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29559,f19880]) ).

fof(f29561,plain,
    ( ! [X0] :
        ( succ(s372,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29560,f943]) ).

fof(f29563,plain,
    ( until2p7(s373)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29561,f846]) ).

fof(f29564,plain,
    ( xuntil2p8(s373)
    | ~ node4(s373)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29563,f942]) ).

fof(f29565,plain,
    ( xuntil2p8(s373)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29564,f19895]) ).

fof(f29566,plain,
    ( ! [X0] :
        ( succ(s373,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29565,f943]) ).

fof(f29568,plain,
    ( until2p7(s374)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29566,f847]) ).

fof(f29569,plain,
    ( xuntil2p8(s374)
    | ~ node4(s374)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29568,f942]) ).

fof(f29570,plain,
    ( xuntil2p8(s374)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29569,f20047]) ).

fof(f29571,plain,
    ( ! [X0] :
        ( succ(s374,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29570,f943]) ).

fof(f29573,plain,
    ( until2p7(s375)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29571,f848]) ).

fof(f29574,plain,
    ( xuntil2p8(s375)
    | ~ node4(s375)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29573,f942]) ).

fof(f29575,plain,
    ( xuntil2p8(s375)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29574,f20027]) ).

fof(f29576,plain,
    ( ! [X0] :
        ( succ(s375,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29575,f943]) ).

fof(f29578,plain,
    ( until2p7(s376)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29576,f849]) ).

fof(f29579,plain,
    ( xuntil2p8(s376)
    | ~ node4(s376)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29578,f942]) ).

fof(f29580,plain,
    ( xuntil2p8(s376)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29579,f19922]) ).

fof(f29581,plain,
    ( ! [X0] :
        ( succ(s376,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29580,f943]) ).

fof(f29583,plain,
    ( until2p7(s377)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29581,f850]) ).

fof(f29584,plain,
    ( xuntil2p8(s377)
    | ~ node4(s377)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29583,f942]) ).

fof(f29585,plain,
    ( xuntil2p8(s377)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29584,f19941]) ).

fof(f29586,plain,
    ( ! [X0] :
        ( succ(s377,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29585,f943]) ).

fof(f29588,plain,
    ( until2p7(s378)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29586,f851]) ).

fof(f29589,plain,
    ( xuntil2p8(s378)
    | ~ node4(s378)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29588,f942]) ).

fof(f29590,plain,
    ( xuntil2p8(s378)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29589,f19951]) ).

fof(f29591,plain,
    ( ! [X0] :
        ( succ(s378,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29590,f943]) ).

fof(f29593,plain,
    ( until2p7(s379)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29591,f852]) ).

fof(f29594,plain,
    ( xuntil2p8(s379)
    | ~ node4(s379)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29593,f942]) ).

fof(f29595,plain,
    ( xuntil2p8(s379)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29594,f19967]) ).

fof(f29596,plain,
    ( ! [X0] :
        ( succ(s379,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29595,f943]) ).

fof(f29598,plain,
    ( until2p7(s380)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29596,f853]) ).

fof(f29599,plain,
    ( xuntil2p8(s380)
    | ~ node4(s380)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29598,f942]) ).

fof(f29600,plain,
    ( xuntil2p8(s380)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29599,f20006]) ).

fof(f29601,plain,
    ( ! [X0] :
        ( succ(s380,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29600,f943]) ).

fof(f29603,plain,
    ( until2p7(s381)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29601,f854]) ).

fof(f29604,plain,
    ( xuntil2p8(s381)
    | ~ node4(s381)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29603,f942]) ).

fof(f29605,plain,
    ( xuntil2p8(s381)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29604,f20175]) ).

fof(f29606,plain,
    ( ! [X0] :
        ( succ(s381,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29605,f943]) ).

fof(f29608,plain,
    ( until2p7(s382)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29606,f855]) ).

fof(f29609,plain,
    ( xuntil2p8(s382)
    | ~ node4(s382)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29608,f942]) ).

fof(f29610,plain,
    ( xuntil2p8(s382)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29609,f19994]) ).

fof(f29611,plain,
    ( ! [X0] :
        ( succ(s382,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29610,f943]) ).

fof(f29613,plain,
    ( until2p7(s383)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29611,f856]) ).

fof(f29614,plain,
    ( xuntil2p8(s383)
    | ~ node4(s383)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29613,f942]) ).

fof(f29615,plain,
    ( xuntil2p8(s383)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29614,f20269]) ).

fof(f29616,plain,
    ( ! [X0] :
        ( succ(s383,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29615,f943]) ).

fof(f29618,plain,
    ( until2p7(s384)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29616,f857]) ).

fof(f29619,plain,
    ( xuntil2p8(s384)
    | ~ node4(s384)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29618,f942]) ).

fof(f29620,plain,
    ( xuntil2p8(s384)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29619,f20306]) ).

fof(f29621,plain,
    ( ! [X0] :
        ( succ(s384,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29620,f943]) ).

fof(f29623,plain,
    ( until2p7(s385)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29621,f858]) ).

fof(f29624,plain,
    ( xuntil2p8(s385)
    | ~ node4(s385)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29623,f942]) ).

fof(f29625,plain,
    ( xuntil2p8(s385)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29624,f20290]) ).

fof(f29626,plain,
    ( ! [X0] :
        ( succ(s385,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29625,f943]) ).

fof(f29628,plain,
    ( until2p7(s386)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29626,f859]) ).

fof(f29629,plain,
    ( xuntil2p8(s386)
    | ~ node4(s386)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29628,f942]) ).

fof(f29630,plain,
    ( xuntil2p8(s386)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29629,f20334]) ).

fof(f29631,plain,
    ( ! [X0] :
        ( succ(s386,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29630,f943]) ).

fof(f29633,plain,
    ( until2p7(s387)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29631,f860]) ).

fof(f29634,plain,
    ( xuntil2p8(s387)
    | ~ node4(s387)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29633,f942]) ).

fof(f29635,plain,
    ( xuntil2p8(s387)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29634,f20345]) ).

fof(f29636,plain,
    ( ! [X0] :
        ( succ(s387,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29635,f943]) ).

fof(f29638,plain,
    ( until2p7(s388)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29636,f861]) ).

fof(f29639,plain,
    ( xuntil2p8(s388)
    | ~ node4(s388)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29638,f942]) ).

fof(f29640,plain,
    ( xuntil2p8(s388)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29639,f20365]) ).

fof(f29641,plain,
    ( ! [X0] :
        ( succ(s388,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29640,f943]) ).

fof(f29643,plain,
    ( until2p7(s389)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29641,f862]) ).

fof(f29644,plain,
    ( xuntil2p8(s389)
    | ~ node4(s389)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29643,f942]) ).

fof(f29645,plain,
    ( xuntil2p8(s389)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29644,f20385]) ).

fof(f29646,plain,
    ( ! [X0] :
        ( succ(s389,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29645,f943]) ).

fof(f29648,plain,
    ( until2p7(s390)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29646,f863]) ).

fof(f29649,plain,
    ( xuntil2p8(s390)
    | ~ node4(s390)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29648,f942]) ).

fof(f29650,plain,
    ( xuntil2p8(s390)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29649,f20401]) ).

fof(f29651,plain,
    ( ! [X0] :
        ( succ(s390,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29650,f943]) ).

fof(f29653,plain,
    ( until2p7(s391)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29651,f864]) ).

fof(f29654,plain,
    ( xuntil2p8(s391)
    | ~ node4(s391)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29653,f942]) ).

fof(f29655,plain,
    ( xuntil2p8(s391)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29654,f20590]) ).

fof(f29656,plain,
    ( ! [X0] :
        ( succ(s391,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29655,f943]) ).

fof(f29658,plain,
    ( until2p7(s392)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29656,f865]) ).

fof(f29659,plain,
    ( xuntil2p8(s392)
    | ~ node4(s392)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29658,f942]) ).

fof(f29660,plain,
    ( xuntil2p8(s392)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29659,f20567]) ).

fof(f29661,plain,
    ( ! [X0] :
        ( succ(s392,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29660,f943]) ).

fof(f29663,plain,
    ( until2p7(s393)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29661,f866]) ).

fof(f29664,plain,
    ( xuntil2p8(s393)
    | ~ node4(s393)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2658 ),
    inference(resolution,[],[f29663,f942]) ).

fof(f29665,plain,
    ( xuntil2p8(s393)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29664,f21100]) ).

fof(f29666,plain,
    ( ! [X0] :
        ( succ(s393,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29665,f943]) ).

fof(f29668,plain,
    ( until2p7(s394)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29666,f867]) ).

fof(f29669,plain,
    ( xuntil2p8(s394)
    | ~ node4(s394)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29668,f942]) ).

fof(f29670,plain,
    ( xuntil2p8(s394)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29669,f20436]) ).

fof(f29671,plain,
    ( ! [X0] :
        ( succ(s394,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29670,f943]) ).

fof(f29673,plain,
    ( until2p7(s395)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29671,f868]) ).

fof(f29674,plain,
    ( xuntil2p8(s395)
    | ~ node4(s395)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29673,f942]) ).

fof(f29675,plain,
    ( xuntil2p8(s395)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29674,f20548]) ).

fof(f29676,plain,
    ( ! [X0] :
        ( succ(s395,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29675,f943]) ).

fof(f29678,plain,
    ( until2p7(s396)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29676,f869]) ).

fof(f29679,plain,
    ( xuntil2p8(s396)
    | ~ node4(s396)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29678,f942]) ).

fof(f29680,plain,
    ( xuntil2p8(s396)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29679,f20455]) ).

fof(f29681,plain,
    ( ! [X0] :
        ( succ(s396,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29680,f943]) ).

fof(f29683,plain,
    ( until2p7(s397)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29681,f870]) ).

fof(f29684,plain,
    ( xuntil2p8(s397)
    | ~ node4(s397)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29683,f942]) ).

fof(f29685,plain,
    ( xuntil2p8(s397)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29684,f20469]) ).

fof(f29686,plain,
    ( ! [X0] :
        ( succ(s397,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29685,f943]) ).

fof(f29688,plain,
    ( until2p7(s398)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29686,f871]) ).

fof(f29689,plain,
    ( xuntil2p8(s398)
    | ~ node4(s398)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29688,f942]) ).

fof(f29690,plain,
    ( xuntil2p8(s398)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29689,f20484]) ).

fof(f29691,plain,
    ( ! [X0] :
        ( succ(s398,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29690,f943]) ).

fof(f29693,plain,
    ( until2p7(s399)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29691,f872]) ).

fof(f29694,plain,
    ( xuntil2p8(s399)
    | ~ node4(s399)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29693,f942]) ).

fof(f29695,plain,
    ( xuntil2p8(s399)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29694,f20498]) ).

fof(f29696,plain,
    ( ! [X0] :
        ( succ(s399,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29695,f943]) ).

fof(f29698,plain,
    ( until2p7(s400)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29696,f873]) ).

fof(f29699,plain,
    ( xuntil2p8(s400)
    | ~ node4(s400)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29698,f942]) ).

fof(f29700,plain,
    ( xuntil2p8(s400)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29699,f20512]) ).

fof(f29701,plain,
    ( ! [X0] :
        ( succ(s400,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29700,f943]) ).

fof(f29703,plain,
    ( until2p7(s401)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29701,f874]) ).

fof(f29704,plain,
    ( xuntil2p8(s401)
    | ~ node4(s401)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29703,f942]) ).

fof(f29705,plain,
    ( xuntil2p8(s401)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29704,f20532]) ).

fof(f29706,plain,
    ( ! [X0] :
        ( succ(s401,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29705,f943]) ).

fof(f29708,plain,
    ( until2p7(s402)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29706,f875]) ).

fof(f29709,plain,
    ( xuntil2p8(s402)
    | ~ node4(s402)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2658 ),
    inference(resolution,[],[f29708,f942]) ).

fof(f29710,plain,
    ( xuntil2p8(s402)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f29709,f21114]) ).

fof(f29711,plain,
    ( ! [X0] :
        ( succ(s402,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658 ),
    inference(resolution,[],[f29710,f943]) ).

fof(f29713,plain,
    ( until2p7(s403)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658 ),
    inference(resolution,[],[f29711,f876]) ).

fof(f29714,plain,
    ( xuntil2p8(s403)
    | ~ node4(s403)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658 ),
    inference(resolution,[],[f29713,f942]) ).

fof(f29715,plain,
    ( xuntil2p8(s403)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29714,f21587]) ).

fof(f29716,plain,
    ( ! [X0] :
        ( succ(s403,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2679 ),
    inference(resolution,[],[f29715,f943]) ).

fof(f29718,plain,
    ( until2p7(s404)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2679 ),
    inference(resolution,[],[f29716,f877]) ).

fof(f29719,plain,
    ( xuntil2p8(s404)
    | ~ node4(s404)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2679 ),
    inference(resolution,[],[f29718,f942]) ).

fof(f29720,plain,
    ( xuntil2p8(s404)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29719,f21576]) ).

fof(f29721,plain,
    ( ! [X0] :
        ( succ(s404,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29720,f943]) ).

fof(f29723,plain,
    ( until2p7(s405)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29721,f878]) ).

fof(f29724,plain,
    ( xuntil2p8(s405)
    | ~ node4(s405)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29723,f942]) ).

fof(f29725,plain,
    ( xuntil2p8(s405)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29724,f21553]) ).

fof(f29726,plain,
    ( ! [X0] :
        ( succ(s405,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29725,f943]) ).

fof(f29728,plain,
    ( until2p7(s406)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29726,f879]) ).

fof(f29729,plain,
    ( xuntil2p8(s406)
    | ~ node4(s406)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29728,f942]) ).

fof(f29730,plain,
    ( xuntil2p8(s406)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29729,f21266]) ).

fof(f29731,plain,
    ( ! [X0] :
        ( succ(s406,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29730,f943]) ).

fof(f29733,plain,
    ( until2p7(s407)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29731,f880]) ).

fof(f29734,plain,
    ( xuntil2p8(s407)
    | ~ node4(s407)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29733,f942]) ).

fof(f29735,plain,
    ( xuntil2p8(s407)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29734,f21281]) ).

fof(f29736,plain,
    ( ! [X0] :
        ( succ(s407,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29735,f943]) ).

fof(f29738,plain,
    ( until2p7(s408)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29736,f881]) ).

fof(f29739,plain,
    ( xuntil2p8(s408)
    | ~ node4(s408)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29738,f942]) ).

fof(f29740,plain,
    ( xuntil2p8(s408)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29739,f21299]) ).

fof(f29741,plain,
    ( ! [X0] :
        ( succ(s408,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29740,f943]) ).

fof(f29743,plain,
    ( until2p7(s409)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29741,f882]) ).

fof(f29744,plain,
    ( xuntil2p8(s409)
    | ~ node4(s409)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29743,f942]) ).

fof(f29745,plain,
    ( xuntil2p8(s409)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29744,f21314]) ).

fof(f29746,plain,
    ( ! [X0] :
        ( succ(s409,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29745,f943]) ).

fof(f29748,plain,
    ( until2p7(s410)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29746,f883]) ).

fof(f29749,plain,
    ( xuntil2p8(s410)
    | ~ node4(s410)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29748,f942]) ).

fof(f29750,plain,
    ( xuntil2p8(s410)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29749,f21328]) ).

fof(f29751,plain,
    ( ! [X0] :
        ( succ(s410,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29750,f943]) ).

fof(f29753,plain,
    ( until2p7(s411)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29751,f884]) ).

fof(f29754,plain,
    ( xuntil2p8(s411)
    | ~ node4(s411)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29753,f942]) ).

fof(f29755,plain,
    ( xuntil2p8(s411)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29754,f21341]) ).

fof(f29756,plain,
    ( ! [X0] :
        ( succ(s411,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29755,f943]) ).

fof(f29758,plain,
    ( until2p7(s412)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29756,f885]) ).

fof(f29759,plain,
    ( xuntil2p8(s412)
    | ~ node4(s412)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29758,f942]) ).

fof(f29760,plain,
    ( xuntil2p8(s412)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29759,f21356]) ).

fof(f29761,plain,
    ( ! [X0] :
        ( succ(s412,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29760,f943]) ).

fof(f29763,plain,
    ( until2p7(s413)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29761,f886]) ).

fof(f29764,plain,
    ( xuntil2p8(s413)
    | ~ node4(s413)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29763,f942]) ).

fof(f29765,plain,
    ( xuntil2p8(s413)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29764,f21370]) ).

fof(f29766,plain,
    ( ! [X0] :
        ( succ(s413,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29765,f943]) ).

fof(f29768,plain,
    ( until2p7(s414)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29766,f887]) ).

fof(f29769,plain,
    ( xuntil2p8(s414)
    | ~ node4(s414)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29768,f942]) ).

fof(f29770,plain,
    ( xuntil2p8(s414)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29769,f21541]) ).

fof(f29771,plain,
    ( ! [X0] :
        ( succ(s414,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29770,f943]) ).

fof(f29773,plain,
    ( until2p7(s415)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29771,f888]) ).

fof(f29774,plain,
    ( xuntil2p8(s415)
    | ~ node4(s415)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29773,f942]) ).

fof(f29775,plain,
    ( xuntil2p8(s415)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29774,f21522]) ).

fof(f29776,plain,
    ( ! [X0] :
        ( succ(s415,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29775,f943]) ).

fof(f29778,plain,
    ( until2p7(s416)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29776,f889]) ).

fof(f29779,plain,
    ( xuntil2p8(s416)
    | ~ node4(s416)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29778,f942]) ).

fof(f29780,plain,
    ( xuntil2p8(s416)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29779,f21396]) ).

fof(f29781,plain,
    ( ! [X0] :
        ( succ(s416,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29780,f943]) ).

fof(f29783,plain,
    ( until2p7(s417)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29781,f890]) ).

fof(f29784,plain,
    ( xuntil2p8(s417)
    | ~ node4(s417)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29783,f942]) ).

fof(f29785,plain,
    ( xuntil2p8(s417)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29784,f21411]) ).

fof(f29786,plain,
    ( ! [X0] :
        ( succ(s417,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29785,f943]) ).

fof(f29788,plain,
    ( until2p7(s418)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29786,f891]) ).

fof(f29789,plain,
    ( xuntil2p8(s418)
    | ~ node4(s418)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29788,f942]) ).

fof(f29790,plain,
    ( xuntil2p8(s418)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29789,f21436]) ).

fof(f29791,plain,
    ( ! [X0] :
        ( succ(s418,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29790,f943]) ).

fof(f29793,plain,
    ( until2p7(s419)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29791,f892]) ).

fof(f29794,plain,
    ( xuntil2p8(s419)
    | ~ node4(s419)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29793,f942]) ).

fof(f29795,plain,
    ( xuntil2p8(s419)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29794,f21447]) ).

fof(f29796,plain,
    ( ! [X0] :
        ( succ(s419,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29795,f943]) ).

fof(f29798,plain,
    ( until2p7(s420)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29796,f893]) ).

fof(f29799,plain,
    ( xuntil2p8(s420)
    | ~ node4(s420)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29798,f942]) ).

fof(f29800,plain,
    ( xuntil2p8(s420)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29799,f21510]) ).

fof(f29801,plain,
    ( ! [X0] :
        ( succ(s420,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29800,f943]) ).

fof(f29803,plain,
    ( until2p7(s421)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29801,f894]) ).

fof(f29804,plain,
    ( xuntil2p8(s421)
    | ~ node4(s421)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29803,f942]) ).

fof(f29805,plain,
    ( xuntil2p8(s421)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29804,f21499]) ).

fof(f29806,plain,
    ( ! [X0] :
        ( succ(s421,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29805,f943]) ).

fof(f29808,plain,
    ( until2p7(s422)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29806,f895]) ).

fof(f29809,plain,
    ( xuntil2p8(s422)
    | ~ node4(s422)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29808,f942]) ).

fof(f29810,plain,
    ( xuntil2p8(s422)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29809,f21475]) ).

fof(f29811,plain,
    ( ! [X0] :
        ( succ(s422,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29810,f943]) ).

fof(f29813,plain,
    ( until2p7(s423)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29811,f896]) ).

fof(f29814,plain,
    ( xuntil2p8(s423)
    | ~ node4(s423)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29813,f942]) ).

fof(f29815,plain,
    ( xuntil2p8(s423)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f29814,f21489]) ).

fof(f29816,plain,
    ( ! [X0] :
        ( succ(s423,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29815,f943]) ).

fof(f29818,plain,
    ( until2p7(s424)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29816,f897]) ).

fof(f29819,plain,
    ( xuntil2p8(s424)
    | ~ node4(s424)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679 ),
    inference(resolution,[],[f29818,f942]) ).

fof(f29820,plain,
    ( xuntil2p8(s424)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2682 ),
    inference(forward_subsumption_resolution,[],[f29819,f21719]) ).

fof(f29821,plain,
    ( ! [X0] :
        ( succ(s424,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2682 ),
    inference(resolution,[],[f29820,f943]) ).

fof(f29823,plain,
    ( until2p7(s425)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2682 ),
    inference(resolution,[],[f29821,f898]) ).

fof(f29824,plain,
    ( xuntil2p8(s425)
    | ~ node4(s425)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2682 ),
    inference(resolution,[],[f29823,f942]) ).

fof(f29825,plain,
    ( xuntil2p8(s425)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(forward_subsumption_resolution,[],[f29824,f21708]) ).

fof(f29826,plain,
    ( ! [X0] :
        ( succ(s425,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(resolution,[],[f29825,f943]) ).

fof(f29828,plain,
    ( until2p7(s426)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(resolution,[],[f29826,f899]) ).

fof(f29829,plain,
    ( xuntil2p8(s426)
    | ~ node4(s426)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(resolution,[],[f29828,f942]) ).

fof(f29830,plain,
    ( xuntil2p8(s426)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(forward_subsumption_resolution,[],[f29829,f21695]) ).

fof(f29831,plain,
    ( ! [X0] :
        ( succ(s426,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(resolution,[],[f29830,f943]) ).

fof(f29833,plain,
    ( until2p7(s427)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(resolution,[],[f29831,f900]) ).

fof(f29834,plain,
    ( xuntil2p8(s427)
    | ~ node4(s427)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682 ),
    inference(resolution,[],[f29833,f942]) ).

fof(f29835,plain,
    ( xuntil2p8(s427)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683 ),
    inference(forward_subsumption_resolution,[],[f29834,f21732]) ).

fof(f29836,plain,
    ( ! [X0] :
        ( succ(s427,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683 ),
    inference(resolution,[],[f29835,f943]) ).

fof(f29838,plain,
    ( until2p7(s428)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683 ),
    inference(resolution,[],[f29836,f901]) ).

fof(f29839,plain,
    ( xuntil2p8(s428)
    | ~ node4(s428)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683 ),
    inference(resolution,[],[f29838,f942]) ).

fof(f29840,plain,
    ( xuntil2p8(s428)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684 ),
    inference(forward_subsumption_resolution,[],[f29839,f21752]) ).

fof(f29841,plain,
    ( ! [X0] :
        ( succ(s428,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684 ),
    inference(resolution,[],[f29840,f943]) ).

fof(f29843,plain,
    ( until2p7(s429)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684 ),
    inference(resolution,[],[f29841,f902]) ).

fof(f29844,plain,
    ( xuntil2p8(s429)
    | ~ node4(s429)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684 ),
    inference(resolution,[],[f29843,f942]) ).

fof(f29845,plain,
    ( xuntil2p8(s429)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685 ),
    inference(forward_subsumption_resolution,[],[f29844,f21766]) ).

fof(f29846,plain,
    ( ! [X0] :
        ( succ(s429,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685 ),
    inference(resolution,[],[f29845,f943]) ).

fof(f29848,plain,
    ( until2p7(s430)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685 ),
    inference(resolution,[],[f29846,f903]) ).

fof(f29849,plain,
    ( xuntil2p8(s430)
    | ~ node4(s430)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685 ),
    inference(resolution,[],[f29848,f942]) ).

fof(f29850,plain,
    ( xuntil2p8(s430)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686 ),
    inference(forward_subsumption_resolution,[],[f29849,f21781]) ).

fof(f29851,plain,
    ( ! [X0] :
        ( succ(s430,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686 ),
    inference(resolution,[],[f29850,f943]) ).

fof(f29853,plain,
    ( until2p7(s431)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686 ),
    inference(resolution,[],[f29851,f904]) ).

fof(f29854,plain,
    ( xuntil2p8(s431)
    | ~ node4(s431)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686 ),
    inference(resolution,[],[f29853,f942]) ).

fof(f29855,plain,
    ( xuntil2p8(s431)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687 ),
    inference(forward_subsumption_resolution,[],[f29854,f21795]) ).

fof(f29856,plain,
    ( ! [X0] :
        ( succ(s431,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687 ),
    inference(resolution,[],[f29855,f943]) ).

fof(f29858,plain,
    ( until2p7(s432)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687 ),
    inference(resolution,[],[f29856,f905]) ).

fof(f29859,plain,
    ( xuntil2p8(s432)
    | ~ node4(s432)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687 ),
    inference(resolution,[],[f29858,f942]) ).

fof(f29860,plain,
    ( xuntil2p8(s432)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688 ),
    inference(forward_subsumption_resolution,[],[f29859,f21809]) ).

fof(f29861,plain,
    ( ! [X0] :
        ( succ(s432,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688 ),
    inference(resolution,[],[f29860,f943]) ).

fof(f29863,plain,
    ( until2p7(s433)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688 ),
    inference(resolution,[],[f29861,f906]) ).

fof(f29864,plain,
    ( xuntil2p8(s433)
    | ~ node4(s433)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688 ),
    inference(resolution,[],[f29863,f942]) ).

fof(f29865,plain,
    ( xuntil2p8(s433)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689 ),
    inference(forward_subsumption_resolution,[],[f29864,f21823]) ).

fof(f29866,plain,
    ( ! [X0] :
        ( succ(s433,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689 ),
    inference(resolution,[],[f29865,f943]) ).

fof(f29868,plain,
    ( until2p7(s434)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689 ),
    inference(resolution,[],[f29866,f907]) ).

fof(f29869,plain,
    ( xuntil2p8(s434)
    | ~ node4(s434)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689 ),
    inference(resolution,[],[f29868,f942]) ).

fof(f29870,plain,
    ( xuntil2p8(s434)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690 ),
    inference(forward_subsumption_resolution,[],[f29869,f21850]) ).

fof(f29871,plain,
    ( ! [X0] :
        ( succ(s434,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690 ),
    inference(resolution,[],[f29870,f943]) ).

fof(f29873,plain,
    ( until2p7(s435)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690 ),
    inference(resolution,[],[f29871,f908]) ).

fof(f29874,plain,
    ( xuntil2p8(s435)
    | ~ node4(s435)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690 ),
    inference(resolution,[],[f29873,f942]) ).

fof(f29875,plain,
    ( xuntil2p8(s435)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2693 ),
    inference(forward_subsumption_resolution,[],[f29874,f21893]) ).

fof(f29876,plain,
    ( ! [X0] :
        ( succ(s435,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2693 ),
    inference(resolution,[],[f29875,f943]) ).

fof(f29878,plain,
    ( until2p7(s436)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2693 ),
    inference(resolution,[],[f29876,f909]) ).

fof(f29879,plain,
    ( xuntil2p8(s436)
    | ~ node4(s436)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2693 ),
    inference(resolution,[],[f29878,f942]) ).

fof(f29880,plain,
    ( xuntil2p8(s436)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2693 ),
    inference(forward_subsumption_resolution,[],[f29879,f21861]) ).

fof(f29881,plain,
    ( ! [X0] :
        ( succ(s436,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2693 ),
    inference(resolution,[],[f29880,f943]) ).

fof(f29883,plain,
    ( until2p7(s437)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2693 ),
    inference(resolution,[],[f29881,f910]) ).

fof(f29884,plain,
    ( xuntil2p8(s437)
    | ~ node4(s437)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2693 ),
    inference(resolution,[],[f29883,f942]) ).

fof(f29885,plain,
    ( xuntil2p8(s437)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693 ),
    inference(forward_subsumption_resolution,[],[f29884,f21881]) ).

fof(f29886,plain,
    ( ! [X0] :
        ( succ(s437,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693 ),
    inference(resolution,[],[f29885,f943]) ).

fof(f29888,plain,
    ( until2p7(s438)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693 ),
    inference(resolution,[],[f29886,f911]) ).

fof(f29889,plain,
    ( xuntil2p8(s438)
    | ~ node4(s438)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693 ),
    inference(resolution,[],[f29888,f942]) ).

fof(f29890,plain,
    ( xuntil2p8(s438)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694 ),
    inference(forward_subsumption_resolution,[],[f29889,f21924]) ).

fof(f29891,plain,
    ( ! [X0] :
        ( succ(s438,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694 ),
    inference(resolution,[],[f29890,f943]) ).

fof(f29893,plain,
    ( until2p7(s439)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694 ),
    inference(resolution,[],[f29891,f912]) ).

fof(f29894,plain,
    ( xuntil2p8(s439)
    | ~ node4(s439)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694 ),
    inference(resolution,[],[f29893,f942]) ).

fof(f29895,plain,
    ( xuntil2p8(s439)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695 ),
    inference(forward_subsumption_resolution,[],[f29894,f21939]) ).

fof(f29896,plain,
    ( ! [X0] :
        ( succ(s439,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695 ),
    inference(resolution,[],[f29895,f943]) ).

fof(f29898,plain,
    ( until2p7(s440)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695 ),
    inference(resolution,[],[f29896,f913]) ).

fof(f29899,plain,
    ( xuntil2p8(s440)
    | ~ node4(s440)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695 ),
    inference(resolution,[],[f29898,f942]) ).

fof(f29900,plain,
    ( xuntil2p8(s440)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2697 ),
    inference(forward_subsumption_resolution,[],[f29899,f21973]) ).

fof(f29901,plain,
    ( ! [X0] :
        ( succ(s440,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2697 ),
    inference(resolution,[],[f29900,f943]) ).

fof(f29903,plain,
    ( until2p7(s441)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2697 ),
    inference(resolution,[],[f29901,f914]) ).

fof(f29904,plain,
    ( xuntil2p8(s441)
    | ~ node4(s441)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2697 ),
    inference(resolution,[],[f29903,f942]) ).

fof(f29905,plain,
    ( xuntil2p8(s441)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(forward_subsumption_resolution,[],[f29904,f21959]) ).

fof(f29906,plain,
    ( ! [X0] :
        ( succ(s441,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(resolution,[],[f29905,f943]) ).

fof(f29908,plain,
    ( until2p7(s442)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(resolution,[],[f29906,f915]) ).

fof(f29909,plain,
    ( xuntil2p8(s442)
    | ~ node4(s442)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(resolution,[],[f29908,f942]) ).

fof(f29910,plain,
    ( xuntil2p8(s442)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698 ),
    inference(forward_subsumption_resolution,[],[f29909,f21986]) ).

fof(f29911,plain,
    ( ! [X0] :
        ( succ(s442,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698 ),
    inference(resolution,[],[f29910,f943]) ).

fof(f29913,plain,
    ( until2p7(s443)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698 ),
    inference(resolution,[],[f29911,f916]) ).

fof(f29914,plain,
    ( xuntil2p8(s443)
    | ~ node4(s443)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698 ),
    inference(resolution,[],[f29913,f942]) ).

fof(f29915,plain,
    ( xuntil2p8(s443)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699 ),
    inference(forward_subsumption_resolution,[],[f29914,f22007]) ).

fof(f29916,plain,
    ( ! [X0] :
        ( succ(s443,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699 ),
    inference(resolution,[],[f29915,f943]) ).

fof(f29918,plain,
    ( until2p7(s444)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699 ),
    inference(resolution,[],[f29916,f917]) ).

fof(f29919,plain,
    ( xuntil2p8(s444)
    | ~ node4(s444)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699 ),
    inference(resolution,[],[f29918,f942]) ).

fof(f29920,plain,
    ( xuntil2p8(s444)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700 ),
    inference(forward_subsumption_resolution,[],[f29919,f22027]) ).

fof(f29921,plain,
    ( ! [X0] :
        ( succ(s444,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700 ),
    inference(resolution,[],[f29920,f943]) ).

fof(f29923,plain,
    ( until2p7(s445)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700 ),
    inference(resolution,[],[f29921,f918]) ).

fof(f29924,plain,
    ( xuntil2p8(s445)
    | ~ node4(s445)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700 ),
    inference(resolution,[],[f29923,f942]) ).

fof(f29925,plain,
    ( xuntil2p8(s445)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(forward_subsumption_resolution,[],[f29924,f22039]) ).

fof(f29926,plain,
    ( ! [X0] :
        ( succ(s445,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(resolution,[],[f29925,f943]) ).

fof(f29928,plain,
    ( until2p7(s446)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(resolution,[],[f29926,f919]) ).

fof(f29929,plain,
    ( xuntil2p8(s446)
    | ~ node4(s446)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701 ),
    inference(resolution,[],[f29928,f942]) ).

fof(f29930,plain,
    ( xuntil2p8(s446)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f29929,f22221]) ).

fof(f29931,plain,
    ( ! [X0] :
        ( succ(s446,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f29930,f943]) ).

fof(f29933,plain,
    ( until2p7(s447)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f29931,f920]) ).

fof(f29934,plain,
    ( xuntil2p8(s447)
    | ~ node4(s447)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2708 ),
    inference(resolution,[],[f29933,f942]) ).

fof(f29935,plain,
    ( xuntil2p8(s447)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f29934,f22189]) ).

fof(f29936,plain,
    ( ! [X0] :
        ( succ(s447,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f29935,f943]) ).

fof(f29938,plain,
    ( until2p7(s448)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f29936,f921]) ).

fof(f29939,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2708 ),
    inference(resolution,[],[f29938,f942]) ).

fof(f29940,plain,
    ( xuntil2p8(s448)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(forward_subsumption_resolution,[],[f29939,f22199]) ).

fof(f29941,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f29940,f943]) ).

fof(f29943,plain,
    ( until2p7(s449)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f29941,f922]) ).

fof(f29944,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708 ),
    inference(resolution,[],[f29943,f942]) ).

fof(f29945,plain,
    ( xuntil2p8(s449)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f29944,f22247]) ).

fof(f29947,plain,
    ( ~ last(s449)
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(resolution,[],[f29945,f472]) ).

fof(f29948,plain,
    ( $false
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(forward_subsumption_resolution,[],[f29947,f450]) ).

fof(f29949,plain,
    ( spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(avatar_contradiction_clause,[],[f29948]) ).

fof(f29950,plain,
    ( spl0_2482
    | ~ spl0_1800 ),
    inference(avatar_split_clause,[],[f12257,f9779,f17123]) ).

fof(f29952,definition,
    ( spl0_2710
  <=> xuntil2p8(s226) ),
    introduced(definition,[new_symbols(definition,[spl0_2710])],[avatar_definition]) ).

fof(f29954,plain,
    ( xuntil2p8(s226)
    | ~ spl0_2710 ),
    inference(avatar_component_clause,[],[f29952]) ).

fof(f30139,definition,
    ( spl0_2711
  <=> xuntil2p8(s408) ),
    introduced(definition,[new_symbols(definition,[spl0_2711])],[avatar_definition]) ).

fof(f30141,plain,
    ( xuntil2p8(s408)
    | ~ spl0_2711 ),
    inference(avatar_component_clause,[],[f30139]) ).

fof(f30143,plain,
    ( spl0_2661
    | ~ spl0_1436 ),
    inference(avatar_split_clause,[],[f11893,f8141,f21298]) ).

fof(f30144,plain,
    ( spl0_2618
    | ~ spl0_1496 ),
    inference(avatar_split_clause,[],[f11953,f8411,f19950]) ).

fof(f30146,definition,
    ( spl0_2712
  <=> xuntil2p8(s378) ),
    introduced(definition,[new_symbols(definition,[spl0_2712])],[avatar_definition]) ).

fof(f30148,plain,
    ( xuntil2p8(s378)
    | ~ spl0_2712 ),
    inference(avatar_component_clause,[],[f30146]) ).

fof(f30150,plain,
    ( spl0_2571
    | ~ spl0_1598 ),
    inference(avatar_split_clause,[],[f12055,f8870,f18939]) ).

fof(f30152,definition,
    ( spl0_2713
  <=> xuntil2p8(s327) ),
    introduced(definition,[new_symbols(definition,[spl0_2713])],[avatar_definition]) ).

fof(f30154,plain,
    ( xuntil2p8(s327)
    | ~ spl0_2713 ),
    inference(avatar_component_clause,[],[f30152]) ).

fof(f30156,plain,
    ( spl0_2446
    | ~ spl0_1872 ),
    inference(avatar_split_clause,[],[f12329,f10103,f16441]) ).

fof(f30158,definition,
    ( spl0_2714
  <=> xuntil2p8(s190) ),
    introduced(definition,[new_symbols(definition,[spl0_2714])],[avatar_definition]) ).

fof(f30160,plain,
    ( xuntil2p8(s190)
    | ~ spl0_2714 ),
    inference(avatar_component_clause,[],[f30158]) ).

fof(f30239,definition,
    ( spl0_2715
  <=> xuntil2p8(s266) ),
    introduced(definition,[new_symbols(definition,[spl0_2715])],[avatar_definition]) ).

fof(f30241,plain,
    ( xuntil2p8(s266)
    | ~ spl0_2715 ),
    inference(avatar_component_clause,[],[f30239]) ).

fof(f30243,plain,
    ( spl0_2542
    | ~ spl0_1720 ),
    inference(avatar_split_clause,[],[f12177,f9419,f18367]) ).

fof(f30244,plain,
    ( spl0_2365
    | ~ spl0_2034 ),
    inference(avatar_split_clause,[],[f12491,f10832,f14883]) ).

fof(f30246,definition,
    ( spl0_2716
  <=> xuntil2p8(s109) ),
    introduced(definition,[new_symbols(definition,[spl0_2716])],[avatar_definition]) ).

fof(f30248,plain,
    ( xuntil2p8(s109)
    | ~ spl0_2716 ),
    inference(avatar_component_clause,[],[f30246]) ).

fof(f30250,plain,
    ( spl0_2363
    | ~ spl0_2038 ),
    inference(avatar_split_clause,[],[f12495,f10850,f14855]) ).

fof(f30252,definition,
    ( spl0_2717
  <=> xuntil2p8(s107) ),
    introduced(definition,[new_symbols(definition,[spl0_2717])],[avatar_definition]) ).

fof(f30254,plain,
    ( xuntil2p8(s107)
    | ~ spl0_2717 ),
    inference(avatar_component_clause,[],[f30252]) ).

fof(f30258,definition,
    ( spl0_2718
  <=> xuntil2p8(s108) ),
    introduced(definition,[new_symbols(definition,[spl0_2718])],[avatar_definition]) ).

fof(f30260,plain,
    ( xuntil2p8(s108)
    | ~ spl0_2718 ),
    inference(avatar_component_clause,[],[f30258]) ).

fof(f30262,plain,
    ( spl0_2364
    | ~ spl0_2036 ),
    inference(avatar_split_clause,[],[f12493,f10841,f14869]) ).

fof(f30268,definition,
    ( spl0_2719
  <=> xuntil2p8(s111) ),
    introduced(definition,[new_symbols(definition,[spl0_2719])],[avatar_definition]) ).

fof(f30270,plain,
    ( xuntil2p8(s111)
    | ~ spl0_2719 ),
    inference(avatar_component_clause,[],[f30268]) ).

fof(f30272,plain,
    ( spl0_2367
    | ~ spl0_2030 ),
    inference(avatar_split_clause,[],[f12487,f10814,f14911]) ).

fof(f30273,plain,
    ( spl0_2366
    | ~ spl0_2032 ),
    inference(avatar_split_clause,[],[f12489,f10823,f14897]) ).

fof(f30275,definition,
    ( spl0_2720
  <=> xuntil2p8(s110) ),
    introduced(definition,[new_symbols(definition,[spl0_2720])],[avatar_definition]) ).

fof(f30277,plain,
    ( xuntil2p8(s110)
    | ~ spl0_2720 ),
    inference(avatar_component_clause,[],[f30275]) ).

fof(f30460,definition,
    ( spl0_2721
  <=> xuntil2p8(s288) ),
    introduced(definition,[new_symbols(definition,[spl0_2721])],[avatar_definition]) ).

fof(f30462,plain,
    ( xuntil2p8(s288)
    | ~ spl0_2721 ),
    inference(avatar_component_clause,[],[f30460]) ).

fof(f30464,plain,
    ( spl0_2655
    | ~ spl0_1676 ),
    inference(avatar_split_clause,[],[f12133,f9221,f20868]) ).

fof(f30465,plain,
    ( spl0_2524
    | ~ spl0_1700 ),
    inference(avatar_split_clause,[],[f12157,f9329,f18016]) ).

fof(f30467,definition,
    ( spl0_2722
  <=> xuntil2p8(s276) ),
    introduced(definition,[new_symbols(definition,[spl0_2722])],[avatar_definition]) ).

fof(f30469,plain,
    ( xuntil2p8(s276)
    | ~ spl0_2722 ),
    inference(avatar_component_clause,[],[f30467]) ).

fof(f30471,plain,
    ( spl0_2522
    | ~ spl0_1730 ),
    inference(avatar_split_clause,[],[f12187,f9464,f17938]) ).

fof(f30473,definition,
    ( spl0_2723
  <=> xuntil2p8(s261) ),
    introduced(definition,[new_symbols(definition,[spl0_2723])],[avatar_definition]) ).

fof(f30475,plain,
    ( xuntil2p8(s261)
    | ~ spl0_2723 ),
    inference(avatar_component_clause,[],[f30473]) ).

fof(f30477,plain,
    ( spl0_2505
    | ~ spl0_1770 ),
    inference(avatar_split_clause,[],[f12227,f9644,f17576]) ).

fof(f30479,definition,
    ( spl0_2724
  <=> xuntil2p8(s241) ),
    introduced(definition,[new_symbols(definition,[spl0_2724])],[avatar_definition]) ).

fof(f30481,plain,
    ( xuntil2p8(s241)
    | ~ spl0_2724 ),
    inference(avatar_component_clause,[],[f30479]) ).

fof(f30528,definition,
    ( spl0_2725
  <=> xuntil2p8(s283) ),
    introduced(definition,[new_symbols(definition,[spl0_2725])],[avatar_definition]) ).

fof(f30530,plain,
    ( xuntil2p8(s283)
    | ~ spl0_2725 ),
    inference(avatar_component_clause,[],[f30528]) ).

fof(f30532,plain,
    ( spl0_2530
    | ~ spl0_1686 ),
    inference(avatar_split_clause,[],[f12143,f9266,f18120]) ).

fof(f30608,definition,
    ( spl0_2726
  <=> xuntil2p8(s355) ),
    introduced(definition,[new_symbols(definition,[spl0_2726])],[avatar_definition]) ).

fof(f30610,plain,
    ( xuntil2p8(s355)
    | ~ spl0_2726 ),
    inference(avatar_component_clause,[],[f30608]) ).

fof(f30612,plain,
    ( spl0_2599
    | ~ spl0_1542 ),
    inference(avatar_split_clause,[],[f11999,f8618,f19621]) ).

fof(f30613,plain,
    ( spl0_2573
    | ~ spl0_1592 ),
    inference(avatar_split_clause,[],[f12049,f8843,f18974]) ).

fof(f30615,definition,
    ( spl0_2727
  <=> xuntil2p8(s330) ),
    introduced(definition,[new_symbols(definition,[spl0_2727])],[avatar_definition]) ).

fof(f30617,plain,
    ( xuntil2p8(s330)
    | ~ spl0_2727 ),
    inference(avatar_component_clause,[],[f30615]) ).

fof(f30652,definition,
    ( spl0_2728
  <=> xuntil2p8(s361) ),
    introduced(definition,[new_symbols(definition,[spl0_2728])],[avatar_definition]) ).

fof(f30654,plain,
    ( xuntil2p8(s361)
    | ~ spl0_2728 ),
    inference(avatar_component_clause,[],[f30652]) ).

fof(f30656,plain,
    ( spl0_2604
    | ~ spl0_1530 ),
    inference(avatar_split_clause,[],[f11987,f8564,f19707]) ).

fof(f30657,plain,
    ( spl0_2587
    | ~ spl0_1584 ),
    inference(avatar_split_clause,[],[f12041,f8807,f19265]) ).

fof(f30659,definition,
    ( spl0_2729
  <=> xuntil2p8(s334) ),
    introduced(definition,[new_symbols(definition,[spl0_2729])],[avatar_definition]) ).

fof(f30661,plain,
    ( xuntil2p8(s334)
    | ~ spl0_2729 ),
    inference(avatar_component_clause,[],[f30659]) ).

fof(f30680,definition,
    ( spl0_2730
  <=> xuntil2p8(s350) ),
    introduced(definition,[new_symbols(definition,[spl0_2730])],[avatar_definition]) ).

fof(f30682,plain,
    ( xuntil2p8(s350)
    | ~ spl0_2730 ),
    inference(avatar_component_clause,[],[f30680]) ).

fof(f30684,plain,
    ( spl0_2658
    | ~ spl0_1552 ),
    inference(avatar_split_clause,[],[f12009,f8663,f21118]) ).

fof(f30685,plain,
    ( spl0_2593
    | ~ spl0_1572 ),
    inference(avatar_split_clause,[],[f12029,f8753,f19464]) ).

fof(f30687,definition,
    ( spl0_2731
  <=> xuntil2p8(s340) ),
    introduced(definition,[new_symbols(definition,[spl0_2731])],[avatar_definition]) ).

fof(f30689,plain,
    ( xuntil2p8(s340)
    | ~ spl0_2731 ),
    inference(avatar_component_clause,[],[f30687]) ).

fof(f30691,plain,
    ( spl0_2545
    | ~ spl0_1670 ),
    inference(avatar_split_clause,[],[f12127,f9194,f18464]) ).

fof(f30693,definition,
    ( spl0_2732
  <=> xuntil2p8(s291) ),
    introduced(definition,[new_symbols(definition,[spl0_2732])],[avatar_definition]) ).

fof(f30695,plain,
    ( xuntil2p8(s291)
    | ~ spl0_2732 ),
    inference(avatar_component_clause,[],[f30693]) ).

fof(f30773,definition,
    ( spl0_2733
  <=> xuntil2p8(s363) ),
    introduced(definition,[new_symbols(definition,[spl0_2733])],[avatar_definition]) ).

fof(f30775,plain,
    ( xuntil2p8(s363)
    | ~ spl0_2733 ),
    inference(avatar_component_clause,[],[f30773]) ).

fof(f30777,plain,
    ( spl0_2605
    | ~ spl0_1526 ),
    inference(avatar_split_clause,[],[f11983,f8546,f19727]) ).

fof(f30815,definition,
    ( spl0_2734
  <=> xuntil2p8(s398) ),
    introduced(definition,[new_symbols(definition,[spl0_2734])],[avatar_definition]) ).

fof(f30817,plain,
    ( xuntil2p8(s398)
    | ~ spl0_2734 ),
    inference(avatar_component_clause,[],[f30815]) ).

fof(f30819,plain,
    ( spl0_2641
    | ~ spl0_1456 ),
    inference(avatar_split_clause,[],[f11913,f8231,f20483]) ).

fof(f30855,definition,
    ( spl0_2735
  <=> xuntil2p8(s431) ),
    introduced(definition,[new_symbols(definition,[spl0_2735])],[avatar_definition]) ).

fof(f30857,plain,
    ( xuntil2p8(s431)
    | ~ spl0_2735 ),
    inference(avatar_component_clause,[],[f30855]) ).

fof(f30859,plain,
    ( spl0_2687
    | ~ spl0_1390 ),
    inference(avatar_split_clause,[],[f11847,f7934,f21794]) ).

fof(f30860,plain,
    ( spl0_2612
    | ~ spl0_1512 ),
    inference(avatar_split_clause,[],[f11969,f8483,f19851]) ).

fof(f30862,definition,
    ( spl0_2736
  <=> xuntil2p8(s370) ),
    introduced(definition,[new_symbols(definition,[spl0_2736])],[avatar_definition]) ).

fof(f30864,plain,
    ( xuntil2p8(s370)
    | ~ spl0_2736 ),
    inference(avatar_component_clause,[],[f30862]) ).

fof(f30925,definition,
    ( spl0_2737
  <=> xuntil2p8(s428) ),
    introduced(definition,[new_symbols(definition,[spl0_2737])],[avatar_definition]) ).

fof(f30927,plain,
    ( xuntil2p8(s428)
    | ~ spl0_2737 ),
    inference(avatar_component_clause,[],[f30925]) ).

fof(f30929,plain,
    ( spl0_2684
    | ~ spl0_1396 ),
    inference(avatar_split_clause,[],[f11853,f7961,f21751]) ).

fof(f30930,plain,
    ( spl0_2671
    | ~ spl0_1408 ),
    inference(avatar_split_clause,[],[f11865,f8015,f21474]) ).

fof(f30932,definition,
    ( spl0_2738
  <=> xuntil2p8(s422) ),
    introduced(definition,[new_symbols(definition,[spl0_2738])],[avatar_definition]) ).

fof(f30934,plain,
    ( xuntil2p8(s422)
    | ~ spl0_2738 ),
    inference(avatar_component_clause,[],[f30932]) ).

fof(f30936,plain,
    ( spl0_2631
    | ~ spl0_1482 ),
    inference(avatar_split_clause,[],[f11939,f8348,f20289]) ).

fof(f30938,definition,
    ( spl0_2739
  <=> xuntil2p8(s385) ),
    introduced(definition,[new_symbols(definition,[spl0_2739])],[avatar_definition]) ).

fof(f30940,plain,
    ( xuntil2p8(s385)
    | ~ spl0_2739 ),
    inference(avatar_component_clause,[],[f30938]) ).

fof(f30970,definition,
    ( spl0_2740
  <=> xuntil2p8(s412) ),
    introduced(definition,[new_symbols(definition,[spl0_2740])],[avatar_definition]) ).

fof(f30972,plain,
    ( xuntil2p8(s412)
    | ~ spl0_2740 ),
    inference(avatar_component_clause,[],[f30970]) ).

fof(f30974,plain,
    ( spl0_2665
    | ~ spl0_1428 ),
    inference(avatar_split_clause,[],[f11885,f8105,f21355]) ).

fof(f30983,definition,
    ( spl0_2741
  <=> xuntil2p8(s419) ),
    introduced(definition,[new_symbols(definition,[spl0_2741])],[avatar_definition]) ).

fof(f30985,plain,
    ( xuntil2p8(s419)
    | ~ spl0_2741 ),
    inference(avatar_component_clause,[],[f30983]) ).

fof(f30987,plain,
    ( spl0_2670
    | ~ spl0_1414 ),
    inference(avatar_split_clause,[],[f11871,f8042,f21446]) ).

fof(f30994,definition,
    ( spl0_2742
  <=> xuntil2p8(s423) ),
    introduced(definition,[new_symbols(definition,[spl0_2742])],[avatar_definition]) ).

fof(f30996,plain,
    ( xuntil2p8(s423)
    | ~ spl0_2742 ),
    inference(avatar_component_clause,[],[f30994]) ).

fof(f30998,plain,
    ( spl0_2672
    | ~ spl0_1406 ),
    inference(avatar_split_clause,[],[f11863,f8006,f21488]) ).

fof(f31017,definition,
    ( spl0_2743
  <=> xuntil2p8(s438) ),
    introduced(definition,[new_symbols(definition,[spl0_2743])],[avatar_definition]) ).

fof(f31019,plain,
    ( xuntil2p8(s438)
    | ~ spl0_2743 ),
    inference(avatar_component_clause,[],[f31017]) ).

fof(f31021,plain,
    ( spl0_2694
    | ~ spl0_1376 ),
    inference(avatar_split_clause,[],[f11833,f7871,f21923]) ).

fof(f31022,plain,
    ( spl0_2686
    | ~ spl0_1392 ),
    inference(avatar_split_clause,[],[f11849,f7943,f21780]) ).

fof(f31024,definition,
    ( spl0_2744
  <=> xuntil2p8(s430) ),
    introduced(definition,[new_symbols(definition,[spl0_2744])],[avatar_definition]) ).

fof(f31026,plain,
    ( xuntil2p8(s430)
    | ~ spl0_2744 ),
    inference(avatar_component_clause,[],[f31024]) ).

fof(f31035,definition,
    ( spl0_2745
  <=> xuntil2p8(s436) ),
    introduced(definition,[new_symbols(definition,[spl0_2745])],[avatar_definition]) ).

fof(f31037,plain,
    ( xuntil2p8(s436)
    | ~ spl0_2745 ),
    inference(avatar_component_clause,[],[f31035]) ).

fof(f31039,plain,
    ( spl0_2691
    | ~ spl0_1380 ),
    inference(avatar_split_clause,[],[f11837,f7889,f21860]) ).

fof(f31047,definition,
    ( spl0_2746
  <=> xuntil2p8(s441) ),
    introduced(definition,[new_symbols(definition,[spl0_2746])],[avatar_definition]) ).

fof(f31049,plain,
    ( xuntil2p8(s441)
    | ~ spl0_2746 ),
    inference(avatar_component_clause,[],[f31047]) ).

fof(f31051,plain,
    ( spl0_2696
    | ~ spl0_1370 ),
    inference(avatar_split_clause,[],[f11827,f7844,f21958]) ).

fof(f31052,plain,
    ( spl0_2688
    | ~ spl0_1388 ),
    inference(avatar_split_clause,[],[f11845,f7925,f21808]) ).

fof(f31054,definition,
    ( spl0_2747
  <=> xuntil2p8(s432) ),
    introduced(definition,[new_symbols(definition,[spl0_2747])],[avatar_definition]) ).

fof(f31056,plain,
    ( xuntil2p8(s432)
    | ~ spl0_2747 ),
    inference(avatar_component_clause,[],[f31054]) ).

fof(f31066,definition,
    ( spl0_2748
  <=> xuntil2p8(s439) ),
    introduced(definition,[new_symbols(definition,[spl0_2748])],[avatar_definition]) ).

fof(f31068,plain,
    ( xuntil2p8(s439)
    | ~ spl0_2748 ),
    inference(avatar_component_clause,[],[f31066]) ).

fof(f31070,plain,
    ( spl0_2695
    | ~ spl0_1374 ),
    inference(avatar_split_clause,[],[f11831,f7862,f21938]) ).

fof(f31077,definition,
    ( spl0_2749
  <=> xuntil2p8(s443) ),
    introduced(definition,[new_symbols(definition,[spl0_2749])],[avatar_definition]) ).

fof(f31079,plain,
    ( xuntil2p8(s443)
    | ~ spl0_2749 ),
    inference(avatar_component_clause,[],[f31077]) ).

fof(f31081,plain,
    ( spl0_2699
    | ~ spl0_1366 ),
    inference(avatar_split_clause,[],[f11823,f7826,f22006]) ).

fof(f31082,plain,
    ( spl0_2268
    | ~ spl0_2196 ),
    inference(avatar_split_clause,[],[f12653,f11561,f13093]) ).

fof(f31084,definition,
    ( spl0_2750
  <=> xuntil2p8(s28) ),
    introduced(definition,[new_symbols(definition,[spl0_2750])],[avatar_definition]) ).

fof(f31085,plain,
    ( ~ xuntil2p8(s28)
    | spl0_2750 ),
    inference(avatar_component_clause,[],[f31084]) ).

fof(f31086,plain,
    ( xuntil2p8(s28)
    | ~ spl0_2750 ),
    inference(avatar_component_clause,[],[f31084]) ).

fof(f31088,plain,
    ( spl0_2269
    | ~ spl0_2198 ),
    inference(avatar_split_clause,[],[f12655,f11570,f13106]) ).

fof(f31090,definition,
    ( spl0_2751
  <=> xuntil2p8(s27) ),
    introduced(definition,[new_symbols(definition,[spl0_2751])],[avatar_definition]) ).

fof(f31091,plain,
    ( ~ xuntil2p8(s27)
    | spl0_2751 ),
    inference(avatar_component_clause,[],[f31090]) ).

fof(f31092,plain,
    ( xuntil2p8(s27)
    | ~ spl0_2751 ),
    inference(avatar_component_clause,[],[f31090]) ).

fof(f31094,plain,
    ( spl0_2270
    | ~ spl0_2200 ),
    inference(avatar_split_clause,[],[f12657,f11579,f13117]) ).

fof(f31096,definition,
    ( spl0_2752
  <=> xuntil2p8(s26) ),
    introduced(definition,[new_symbols(definition,[spl0_2752])],[avatar_definition]) ).

fof(f31097,plain,
    ( ~ xuntil2p8(s26)
    | spl0_2752 ),
    inference(avatar_component_clause,[],[f31096]) ).

fof(f31098,plain,
    ( xuntil2p8(s26)
    | ~ spl0_2752 ),
    inference(avatar_component_clause,[],[f31096]) ).

fof(f31100,plain,
    ( spl0_2271
    | ~ spl0_2202 ),
    inference(avatar_split_clause,[],[f12659,f11588,f13128]) ).

fof(f31102,definition,
    ( spl0_2753
  <=> xuntil2p8(s25) ),
    introduced(definition,[new_symbols(definition,[spl0_2753])],[avatar_definition]) ).

fof(f31103,plain,
    ( ~ xuntil2p8(s25)
    | spl0_2753 ),
    inference(avatar_component_clause,[],[f31102]) ).

fof(f31104,plain,
    ( xuntil2p8(s25)
    | ~ spl0_2753 ),
    inference(avatar_component_clause,[],[f31102]) ).

fof(f31106,plain,
    ( spl0_2272
    | ~ spl0_2204 ),
    inference(avatar_split_clause,[],[f12661,f11597,f13139]) ).

fof(f31108,definition,
    ( spl0_2754
  <=> xuntil2p8(s24) ),
    introduced(definition,[new_symbols(definition,[spl0_2754])],[avatar_definition]) ).

fof(f31109,plain,
    ( ~ xuntil2p8(s24)
    | spl0_2754 ),
    inference(avatar_component_clause,[],[f31108]) ).

fof(f31110,plain,
    ( xuntil2p8(s24)
    | ~ spl0_2754 ),
    inference(avatar_component_clause,[],[f31108]) ).

fof(f31112,plain,
    ( spl0_2273
    | ~ spl0_2206 ),
    inference(avatar_split_clause,[],[f12663,f11606,f13150]) ).

fof(f31114,definition,
    ( spl0_2755
  <=> xuntil2p8(s23) ),
    introduced(definition,[new_symbols(definition,[spl0_2755])],[avatar_definition]) ).

fof(f31115,plain,
    ( ~ xuntil2p8(s23)
    | spl0_2755 ),
    inference(avatar_component_clause,[],[f31114]) ).

fof(f31116,plain,
    ( xuntil2p8(s23)
    | ~ spl0_2755 ),
    inference(avatar_component_clause,[],[f31114]) ).

fof(f31118,plain,
    ( spl0_2274
    | ~ spl0_2208 ),
    inference(avatar_split_clause,[],[f12665,f11615,f13161]) ).

fof(f31120,definition,
    ( spl0_2756
  <=> xuntil2p8(s22) ),
    introduced(definition,[new_symbols(definition,[spl0_2756])],[avatar_definition]) ).

fof(f31121,plain,
    ( ~ xuntil2p8(s22)
    | spl0_2756 ),
    inference(avatar_component_clause,[],[f31120]) ).

fof(f31122,plain,
    ( xuntil2p8(s22)
    | ~ spl0_2756 ),
    inference(avatar_component_clause,[],[f31120]) ).

fof(f31124,plain,
    ( spl0_2275
    | ~ spl0_2210 ),
    inference(avatar_split_clause,[],[f12667,f11624,f13172]) ).

fof(f31126,definition,
    ( spl0_2757
  <=> xuntil2p8(s21) ),
    introduced(definition,[new_symbols(definition,[spl0_2757])],[avatar_definition]) ).

fof(f31127,plain,
    ( ~ xuntil2p8(s21)
    | spl0_2757 ),
    inference(avatar_component_clause,[],[f31126]) ).

fof(f31128,plain,
    ( xuntil2p8(s21)
    | ~ spl0_2757 ),
    inference(avatar_component_clause,[],[f31126]) ).

fof(f31130,plain,
    ( spl0_2276
    | ~ spl0_2212 ),
    inference(avatar_split_clause,[],[f12669,f11633,f13183]) ).

fof(f31132,definition,
    ( spl0_2758
  <=> xuntil2p8(s20) ),
    introduced(definition,[new_symbols(definition,[spl0_2758])],[avatar_definition]) ).

fof(f31133,plain,
    ( ~ xuntil2p8(s20)
    | spl0_2758 ),
    inference(avatar_component_clause,[],[f31132]) ).

fof(f31134,plain,
    ( xuntil2p8(s20)
    | ~ spl0_2758 ),
    inference(avatar_component_clause,[],[f31132]) ).

fof(f31136,plain,
    ( spl0_2277
    | ~ spl0_2214 ),
    inference(avatar_split_clause,[],[f12671,f11642,f13194]) ).

fof(f31138,definition,
    ( spl0_2759
  <=> xuntil2p8(s19) ),
    introduced(definition,[new_symbols(definition,[spl0_2759])],[avatar_definition]) ).

fof(f31139,plain,
    ( ~ xuntil2p8(s19)
    | spl0_2759 ),
    inference(avatar_component_clause,[],[f31138]) ).

fof(f31140,plain,
    ( xuntil2p8(s19)
    | ~ spl0_2759 ),
    inference(avatar_component_clause,[],[f31138]) ).

fof(f31142,plain,
    ( spl0_2278
    | ~ spl0_2216 ),
    inference(avatar_split_clause,[],[f12673,f11651,f13205]) ).

fof(f31144,definition,
    ( spl0_2760
  <=> xuntil2p8(s18) ),
    introduced(definition,[new_symbols(definition,[spl0_2760])],[avatar_definition]) ).

fof(f31145,plain,
    ( ~ xuntil2p8(s18)
    | spl0_2760 ),
    inference(avatar_component_clause,[],[f31144]) ).

fof(f31146,plain,
    ( xuntil2p8(s18)
    | ~ spl0_2760 ),
    inference(avatar_component_clause,[],[f31144]) ).

fof(f31148,plain,
    ( spl0_2279
    | ~ spl0_2218 ),
    inference(avatar_split_clause,[],[f12675,f11660,f13216]) ).

fof(f31150,definition,
    ( spl0_2761
  <=> xuntil2p8(s17) ),
    introduced(definition,[new_symbols(definition,[spl0_2761])],[avatar_definition]) ).

fof(f31151,plain,
    ( ~ xuntil2p8(s17)
    | spl0_2761 ),
    inference(avatar_component_clause,[],[f31150]) ).

fof(f31152,plain,
    ( xuntil2p8(s17)
    | ~ spl0_2761 ),
    inference(avatar_component_clause,[],[f31150]) ).

fof(f31154,plain,
    ( spl0_2280
    | ~ spl0_2220 ),
    inference(avatar_split_clause,[],[f12677,f11669,f13227]) ).

fof(f31156,definition,
    ( spl0_2762
  <=> xuntil2p8(s16) ),
    introduced(definition,[new_symbols(definition,[spl0_2762])],[avatar_definition]) ).

fof(f31157,plain,
    ( ~ xuntil2p8(s16)
    | spl0_2762 ),
    inference(avatar_component_clause,[],[f31156]) ).

fof(f31158,plain,
    ( xuntil2p8(s16)
    | ~ spl0_2762 ),
    inference(avatar_component_clause,[],[f31156]) ).

fof(f31160,plain,
    ( spl0_2281
    | ~ spl0_2222 ),
    inference(avatar_split_clause,[],[f12679,f11678,f13238]) ).

fof(f31162,definition,
    ( spl0_2763
  <=> xuntil2p8(s15) ),
    introduced(definition,[new_symbols(definition,[spl0_2763])],[avatar_definition]) ).

fof(f31163,plain,
    ( ~ xuntil2p8(s15)
    | spl0_2763 ),
    inference(avatar_component_clause,[],[f31162]) ).

fof(f31164,plain,
    ( xuntil2p8(s15)
    | ~ spl0_2763 ),
    inference(avatar_component_clause,[],[f31162]) ).

fof(f31166,plain,
    ( spl0_2282
    | ~ spl0_2224 ),
    inference(avatar_split_clause,[],[f12681,f11687,f13249]) ).

fof(f31168,definition,
    ( spl0_2764
  <=> xuntil2p8(s14) ),
    introduced(definition,[new_symbols(definition,[spl0_2764])],[avatar_definition]) ).

fof(f31169,plain,
    ( ~ xuntil2p8(s14)
    | spl0_2764 ),
    inference(avatar_component_clause,[],[f31168]) ).

fof(f31170,plain,
    ( xuntil2p8(s14)
    | ~ spl0_2764 ),
    inference(avatar_component_clause,[],[f31168]) ).

fof(f31172,plain,
    ( spl0_2283
    | ~ spl0_2226 ),
    inference(avatar_split_clause,[],[f12683,f11696,f13260]) ).

fof(f31174,definition,
    ( spl0_2765
  <=> xuntil2p8(s13) ),
    introduced(definition,[new_symbols(definition,[spl0_2765])],[avatar_definition]) ).

fof(f31175,plain,
    ( ~ xuntil2p8(s13)
    | spl0_2765 ),
    inference(avatar_component_clause,[],[f31174]) ).

fof(f31176,plain,
    ( xuntil2p8(s13)
    | ~ spl0_2765 ),
    inference(avatar_component_clause,[],[f31174]) ).

fof(f31178,plain,
    ( spl0_2284
    | ~ spl0_2228 ),
    inference(avatar_split_clause,[],[f12685,f11705,f13271]) ).

fof(f31180,definition,
    ( spl0_2766
  <=> xuntil2p8(s12) ),
    introduced(definition,[new_symbols(definition,[spl0_2766])],[avatar_definition]) ).

fof(f31181,plain,
    ( ~ xuntil2p8(s12)
    | spl0_2766 ),
    inference(avatar_component_clause,[],[f31180]) ).

fof(f31182,plain,
    ( xuntil2p8(s12)
    | ~ spl0_2766 ),
    inference(avatar_component_clause,[],[f31180]) ).

fof(f31234,definition,
    ( spl0_2767
  <=> xuntil2p8(s45) ),
    introduced(definition,[new_symbols(definition,[spl0_2767])],[avatar_definition]) ).

fof(f31236,plain,
    ( xuntil2p8(s45)
    | ~ spl0_2767 ),
    inference(avatar_component_clause,[],[f31234]) ).

fof(f31238,plain,
    ( spl0_2286
    | ~ spl0_2162 ),
    inference(avatar_split_clause,[],[f12619,f11408,f13441]) ).

fof(f31239,plain,
    ( spl0_2287
    | ~ spl0_2164 ),
    inference(avatar_split_clause,[],[f12621,f11417,f13454]) ).

fof(f31241,definition,
    ( spl0_2768
  <=> xuntil2p8(s44) ),
    introduced(definition,[new_symbols(definition,[spl0_2768])],[avatar_definition]) ).

fof(f31243,plain,
    ( xuntil2p8(s44)
    | ~ spl0_2768 ),
    inference(avatar_component_clause,[],[f31241]) ).

fof(f31245,plain,
    ( spl0_2288
    | ~ spl0_2166 ),
    inference(avatar_split_clause,[],[f12623,f11426,f13465]) ).

fof(f31247,definition,
    ( spl0_2769
  <=> xuntil2p8(s43) ),
    introduced(definition,[new_symbols(definition,[spl0_2769])],[avatar_definition]) ).

fof(f31249,plain,
    ( xuntil2p8(s43)
    | ~ spl0_2769 ),
    inference(avatar_component_clause,[],[f31247]) ).

fof(f31251,plain,
    ( spl0_2289
    | ~ spl0_2168 ),
    inference(avatar_split_clause,[],[f12625,f11435,f13476]) ).

fof(f31253,definition,
    ( spl0_2770
  <=> xuntil2p8(s42) ),
    introduced(definition,[new_symbols(definition,[spl0_2770])],[avatar_definition]) ).

fof(f31255,plain,
    ( xuntil2p8(s42)
    | ~ spl0_2770 ),
    inference(avatar_component_clause,[],[f31253]) ).

fof(f31257,plain,
    ( spl0_2290
    | ~ spl0_2170 ),
    inference(avatar_split_clause,[],[f12627,f11444,f13487]) ).

fof(f31259,definition,
    ( spl0_2771
  <=> xuntil2p8(s41) ),
    introduced(definition,[new_symbols(definition,[spl0_2771])],[avatar_definition]) ).

fof(f31261,plain,
    ( xuntil2p8(s41)
    | ~ spl0_2771 ),
    inference(avatar_component_clause,[],[f31259]) ).

fof(f31263,plain,
    ( spl0_2291
    | ~ spl0_2172 ),
    inference(avatar_split_clause,[],[f12629,f11453,f13498]) ).

fof(f31265,definition,
    ( spl0_2772
  <=> xuntil2p8(s40) ),
    introduced(definition,[new_symbols(definition,[spl0_2772])],[avatar_definition]) ).

fof(f31267,plain,
    ( xuntil2p8(s40)
    | ~ spl0_2772 ),
    inference(avatar_component_clause,[],[f31265]) ).

fof(f31269,plain,
    ( spl0_2292
    | ~ spl0_2174 ),
    inference(avatar_split_clause,[],[f12631,f11462,f13509]) ).

fof(f31271,definition,
    ( spl0_2773
  <=> xuntil2p8(s39) ),
    introduced(definition,[new_symbols(definition,[spl0_2773])],[avatar_definition]) ).

fof(f31273,plain,
    ( xuntil2p8(s39)
    | ~ spl0_2773 ),
    inference(avatar_component_clause,[],[f31271]) ).

fof(f31275,plain,
    ( spl0_2293
    | ~ spl0_2176 ),
    inference(avatar_split_clause,[],[f12633,f11471,f13520]) ).

fof(f31277,definition,
    ( spl0_2774
  <=> xuntil2p8(s38) ),
    introduced(definition,[new_symbols(definition,[spl0_2774])],[avatar_definition]) ).

fof(f31279,plain,
    ( xuntil2p8(s38)
    | ~ spl0_2774 ),
    inference(avatar_component_clause,[],[f31277]) ).

fof(f31281,plain,
    ( spl0_2294
    | ~ spl0_2178 ),
    inference(avatar_split_clause,[],[f12635,f11480,f13531]) ).

fof(f31283,definition,
    ( spl0_2775
  <=> xuntil2p8(s37) ),
    introduced(definition,[new_symbols(definition,[spl0_2775])],[avatar_definition]) ).

fof(f31285,plain,
    ( xuntil2p8(s37)
    | ~ spl0_2775 ),
    inference(avatar_component_clause,[],[f31283]) ).

fof(f31287,plain,
    ( spl0_2295
    | ~ spl0_2180 ),
    inference(avatar_split_clause,[],[f12637,f11489,f13542]) ).

fof(f31289,definition,
    ( spl0_2776
  <=> xuntil2p8(s36) ),
    introduced(definition,[new_symbols(definition,[spl0_2776])],[avatar_definition]) ).

fof(f31291,plain,
    ( xuntil2p8(s36)
    | ~ spl0_2776 ),
    inference(avatar_component_clause,[],[f31289]) ).

fof(f31293,plain,
    ( spl0_2296
    | ~ spl0_2182 ),
    inference(avatar_split_clause,[],[f12639,f11498,f13553]) ).

fof(f31295,definition,
    ( spl0_2777
  <=> xuntil2p8(s35) ),
    introduced(definition,[new_symbols(definition,[spl0_2777])],[avatar_definition]) ).

fof(f31297,plain,
    ( xuntil2p8(s35)
    | ~ spl0_2777 ),
    inference(avatar_component_clause,[],[f31295]) ).

fof(f31299,plain,
    ( spl0_2297
    | ~ spl0_2184 ),
    inference(avatar_split_clause,[],[f12641,f11507,f13564]) ).

fof(f31301,definition,
    ( spl0_2778
  <=> xuntil2p8(s34) ),
    introduced(definition,[new_symbols(definition,[spl0_2778])],[avatar_definition]) ).

fof(f31303,plain,
    ( xuntil2p8(s34)
    | ~ spl0_2778 ),
    inference(avatar_component_clause,[],[f31301]) ).

fof(f31305,plain,
    ( spl0_2298
    | ~ spl0_2186 ),
    inference(avatar_split_clause,[],[f12643,f11516,f13575]) ).

fof(f31307,definition,
    ( spl0_2779
  <=> xuntil2p8(s33) ),
    introduced(definition,[new_symbols(definition,[spl0_2779])],[avatar_definition]) ).

fof(f31309,plain,
    ( xuntil2p8(s33)
    | ~ spl0_2779 ),
    inference(avatar_component_clause,[],[f31307]) ).

fof(f31311,plain,
    ( spl0_2299
    | ~ spl0_2188 ),
    inference(avatar_split_clause,[],[f12645,f11525,f13586]) ).

fof(f31313,definition,
    ( spl0_2780
  <=> xuntil2p8(s32) ),
    introduced(definition,[new_symbols(definition,[spl0_2780])],[avatar_definition]) ).

fof(f31315,plain,
    ( xuntil2p8(s32)
    | ~ spl0_2780 ),
    inference(avatar_component_clause,[],[f31313]) ).

fof(f31317,plain,
    ( spl0_2300
    | ~ spl0_2190 ),
    inference(avatar_split_clause,[],[f12647,f11534,f13597]) ).

fof(f31319,definition,
    ( spl0_2781
  <=> xuntil2p8(s31) ),
    introduced(definition,[new_symbols(definition,[spl0_2781])],[avatar_definition]) ).

fof(f31321,plain,
    ( xuntil2p8(s31)
    | ~ spl0_2781 ),
    inference(avatar_component_clause,[],[f31319]) ).

fof(f31323,plain,
    ( spl0_2301
    | ~ spl0_2192 ),
    inference(avatar_split_clause,[],[f12649,f11543,f13608]) ).

fof(f31325,definition,
    ( spl0_2782
  <=> xuntil2p8(s30) ),
    introduced(definition,[new_symbols(definition,[spl0_2782])],[avatar_definition]) ).

fof(f31327,plain,
    ( xuntil2p8(s30)
    | ~ spl0_2782 ),
    inference(avatar_component_clause,[],[f31325]) ).

fof(f31375,definition,
    ( spl0_2783
  <=> xuntil2p8(s60) ),
    introduced(definition,[new_symbols(definition,[spl0_2783])],[avatar_definition]) ).

fof(f31377,plain,
    ( xuntil2p8(s60)
    | ~ spl0_2783 ),
    inference(avatar_component_clause,[],[f31375]) ).

fof(f31379,plain,
    ( spl0_2303
    | ~ spl0_2132 ),
    inference(avatar_split_clause,[],[f12589,f11273,f13763]) ).

fof(f31380,plain,
    ( spl0_2304
    | ~ spl0_2134 ),
    inference(avatar_split_clause,[],[f12591,f11282,f13776]) ).

fof(f31382,definition,
    ( spl0_2784
  <=> xuntil2p8(s59) ),
    introduced(definition,[new_symbols(definition,[spl0_2784])],[avatar_definition]) ).

fof(f31384,plain,
    ( xuntil2p8(s59)
    | ~ spl0_2784 ),
    inference(avatar_component_clause,[],[f31382]) ).

fof(f31386,plain,
    ( spl0_2305
    | ~ spl0_2136 ),
    inference(avatar_split_clause,[],[f12593,f11291,f13787]) ).

fof(f31388,definition,
    ( spl0_2785
  <=> xuntil2p8(s58) ),
    introduced(definition,[new_symbols(definition,[spl0_2785])],[avatar_definition]) ).

fof(f31390,plain,
    ( xuntil2p8(s58)
    | ~ spl0_2785 ),
    inference(avatar_component_clause,[],[f31388]) ).

fof(f31392,plain,
    ( spl0_2306
    | ~ spl0_2138 ),
    inference(avatar_split_clause,[],[f12595,f11300,f13798]) ).

fof(f31394,definition,
    ( spl0_2786
  <=> xuntil2p8(s57) ),
    introduced(definition,[new_symbols(definition,[spl0_2786])],[avatar_definition]) ).

fof(f31396,plain,
    ( xuntil2p8(s57)
    | ~ spl0_2786 ),
    inference(avatar_component_clause,[],[f31394]) ).

fof(f31398,plain,
    ( spl0_2307
    | ~ spl0_2140 ),
    inference(avatar_split_clause,[],[f12597,f11309,f13809]) ).

fof(f31400,definition,
    ( spl0_2787
  <=> xuntil2p8(s56) ),
    introduced(definition,[new_symbols(definition,[spl0_2787])],[avatar_definition]) ).

fof(f31402,plain,
    ( xuntil2p8(s56)
    | ~ spl0_2787 ),
    inference(avatar_component_clause,[],[f31400]) ).

fof(f31404,plain,
    ( spl0_2308
    | ~ spl0_2142 ),
    inference(avatar_split_clause,[],[f12599,f11318,f13820]) ).

fof(f31406,definition,
    ( spl0_2788
  <=> xuntil2p8(s55) ),
    introduced(definition,[new_symbols(definition,[spl0_2788])],[avatar_definition]) ).

fof(f31408,plain,
    ( xuntil2p8(s55)
    | ~ spl0_2788 ),
    inference(avatar_component_clause,[],[f31406]) ).

fof(f31410,plain,
    ( spl0_2309
    | ~ spl0_2144 ),
    inference(avatar_split_clause,[],[f12601,f11327,f13831]) ).

fof(f31412,definition,
    ( spl0_2789
  <=> xuntil2p8(s54) ),
    introduced(definition,[new_symbols(definition,[spl0_2789])],[avatar_definition]) ).

fof(f31414,plain,
    ( xuntil2p8(s54)
    | ~ spl0_2789 ),
    inference(avatar_component_clause,[],[f31412]) ).

fof(f31416,plain,
    ( spl0_2310
    | ~ spl0_2146 ),
    inference(avatar_split_clause,[],[f12603,f11336,f13842]) ).

fof(f31418,definition,
    ( spl0_2790
  <=> xuntil2p8(s53) ),
    introduced(definition,[new_symbols(definition,[spl0_2790])],[avatar_definition]) ).

fof(f31420,plain,
    ( xuntil2p8(s53)
    | ~ spl0_2790 ),
    inference(avatar_component_clause,[],[f31418]) ).

fof(f31422,plain,
    ( spl0_2311
    | ~ spl0_2148 ),
    inference(avatar_split_clause,[],[f12605,f11345,f13853]) ).

fof(f31424,definition,
    ( spl0_2791
  <=> xuntil2p8(s52) ),
    introduced(definition,[new_symbols(definition,[spl0_2791])],[avatar_definition]) ).

fof(f31426,plain,
    ( xuntil2p8(s52)
    | ~ spl0_2791 ),
    inference(avatar_component_clause,[],[f31424]) ).

fof(f31428,plain,
    ( spl0_2312
    | ~ spl0_2150 ),
    inference(avatar_split_clause,[],[f12607,f11354,f13864]) ).

fof(f31430,definition,
    ( spl0_2792
  <=> xuntil2p8(s51) ),
    introduced(definition,[new_symbols(definition,[spl0_2792])],[avatar_definition]) ).

fof(f31432,plain,
    ( xuntil2p8(s51)
    | ~ spl0_2792 ),
    inference(avatar_component_clause,[],[f31430]) ).

fof(f31434,plain,
    ( spl0_2313
    | ~ spl0_2152 ),
    inference(avatar_split_clause,[],[f12609,f11363,f13875]) ).

fof(f31436,definition,
    ( spl0_2793
  <=> xuntil2p8(s50) ),
    introduced(definition,[new_symbols(definition,[spl0_2793])],[avatar_definition]) ).

fof(f31438,plain,
    ( xuntil2p8(s50)
    | ~ spl0_2793 ),
    inference(avatar_component_clause,[],[f31436]) ).

fof(f31440,plain,
    ( spl0_2314
    | ~ spl0_2154 ),
    inference(avatar_split_clause,[],[f12611,f11372,f13886]) ).

fof(f31442,definition,
    ( spl0_2794
  <=> xuntil2p8(s49) ),
    introduced(definition,[new_symbols(definition,[spl0_2794])],[avatar_definition]) ).

fof(f31444,plain,
    ( xuntil2p8(s49)
    | ~ spl0_2794 ),
    inference(avatar_component_clause,[],[f31442]) ).

fof(f31446,plain,
    ( spl0_2315
    | ~ spl0_2156 ),
    inference(avatar_split_clause,[],[f12613,f11381,f13897]) ).

fof(f31448,definition,
    ( spl0_2795
  <=> xuntil2p8(s48) ),
    introduced(definition,[new_symbols(definition,[spl0_2795])],[avatar_definition]) ).

fof(f31450,plain,
    ( xuntil2p8(s48)
    | ~ spl0_2795 ),
    inference(avatar_component_clause,[],[f31448]) ).

fof(f31492,definition,
    ( spl0_2796
  <=> xuntil2p8(s75) ),
    introduced(definition,[new_symbols(definition,[spl0_2796])],[avatar_definition]) ).

fof(f31494,plain,
    ( xuntil2p8(s75)
    | ~ spl0_2796 ),
    inference(avatar_component_clause,[],[f31492]) ).

fof(f31496,plain,
    ( spl0_2318
    | ~ spl0_2102 ),
    inference(avatar_split_clause,[],[f12559,f11138,f14059]) ).

fof(f31497,plain,
    ( spl0_2319
    | ~ spl0_2104 ),
    inference(avatar_split_clause,[],[f12561,f11147,f14072]) ).

fof(f31499,definition,
    ( spl0_2797
  <=> xuntil2p8(s74) ),
    introduced(definition,[new_symbols(definition,[spl0_2797])],[avatar_definition]) ).

fof(f31501,plain,
    ( xuntil2p8(s74)
    | ~ spl0_2797 ),
    inference(avatar_component_clause,[],[f31499]) ).

fof(f31503,plain,
    ( spl0_2320
    | ~ spl0_2106 ),
    inference(avatar_split_clause,[],[f12563,f11156,f14083]) ).

fof(f31505,definition,
    ( spl0_2798
  <=> xuntil2p8(s73) ),
    introduced(definition,[new_symbols(definition,[spl0_2798])],[avatar_definition]) ).

fof(f31507,plain,
    ( xuntil2p8(s73)
    | ~ spl0_2798 ),
    inference(avatar_component_clause,[],[f31505]) ).

fof(f31509,plain,
    ( spl0_2321
    | ~ spl0_2108 ),
    inference(avatar_split_clause,[],[f12565,f11165,f14094]) ).

fof(f31511,definition,
    ( spl0_2799
  <=> xuntil2p8(s72) ),
    introduced(definition,[new_symbols(definition,[spl0_2799])],[avatar_definition]) ).

fof(f31513,plain,
    ( xuntil2p8(s72)
    | ~ spl0_2799 ),
    inference(avatar_component_clause,[],[f31511]) ).

fof(f31515,plain,
    ( spl0_2322
    | ~ spl0_2110 ),
    inference(avatar_split_clause,[],[f12567,f11174,f14105]) ).

fof(f31517,definition,
    ( spl0_2800
  <=> xuntil2p8(s71) ),
    introduced(definition,[new_symbols(definition,[spl0_2800])],[avatar_definition]) ).

fof(f31519,plain,
    ( xuntil2p8(s71)
    | ~ spl0_2800 ),
    inference(avatar_component_clause,[],[f31517]) ).

fof(f31521,plain,
    ( spl0_2323
    | ~ spl0_2112 ),
    inference(avatar_split_clause,[],[f12569,f11183,f14116]) ).

fof(f31523,definition,
    ( spl0_2801
  <=> xuntil2p8(s70) ),
    introduced(definition,[new_symbols(definition,[spl0_2801])],[avatar_definition]) ).

fof(f31525,plain,
    ( xuntil2p8(s70)
    | ~ spl0_2801 ),
    inference(avatar_component_clause,[],[f31523]) ).

fof(f31527,plain,
    ( spl0_2324
    | ~ spl0_2114 ),
    inference(avatar_split_clause,[],[f12571,f11192,f14127]) ).

fof(f31529,definition,
    ( spl0_2802
  <=> xuntil2p8(s69) ),
    introduced(definition,[new_symbols(definition,[spl0_2802])],[avatar_definition]) ).

fof(f31531,plain,
    ( xuntil2p8(s69)
    | ~ spl0_2802 ),
    inference(avatar_component_clause,[],[f31529]) ).

fof(f31533,plain,
    ( spl0_2325
    | ~ spl0_2116 ),
    inference(avatar_split_clause,[],[f12573,f11201,f14138]) ).

fof(f31535,definition,
    ( spl0_2803
  <=> xuntil2p8(s68) ),
    introduced(definition,[new_symbols(definition,[spl0_2803])],[avatar_definition]) ).

fof(f31537,plain,
    ( xuntil2p8(s68)
    | ~ spl0_2803 ),
    inference(avatar_component_clause,[],[f31535]) ).

fof(f31539,plain,
    ( spl0_2326
    | ~ spl0_2118 ),
    inference(avatar_split_clause,[],[f12575,f11210,f14149]) ).

fof(f31541,definition,
    ( spl0_2804
  <=> xuntil2p8(s67) ),
    introduced(definition,[new_symbols(definition,[spl0_2804])],[avatar_definition]) ).

fof(f31543,plain,
    ( xuntil2p8(s67)
    | ~ spl0_2804 ),
    inference(avatar_component_clause,[],[f31541]) ).

fof(f31545,plain,
    ( spl0_2327
    | ~ spl0_2120 ),
    inference(avatar_split_clause,[],[f12577,f11219,f14160]) ).

fof(f31547,definition,
    ( spl0_2805
  <=> xuntil2p8(s66) ),
    introduced(definition,[new_symbols(definition,[spl0_2805])],[avatar_definition]) ).

fof(f31549,plain,
    ( xuntil2p8(s66)
    | ~ spl0_2805 ),
    inference(avatar_component_clause,[],[f31547]) ).

fof(f31551,plain,
    ( spl0_2328
    | ~ spl0_2122 ),
    inference(avatar_split_clause,[],[f12579,f11228,f14171]) ).

fof(f31553,definition,
    ( spl0_2806
  <=> xuntil2p8(s65) ),
    introduced(definition,[new_symbols(definition,[spl0_2806])],[avatar_definition]) ).

fof(f31555,plain,
    ( xuntil2p8(s65)
    | ~ spl0_2806 ),
    inference(avatar_component_clause,[],[f31553]) ).

fof(f31557,plain,
    ( spl0_2329
    | ~ spl0_2124 ),
    inference(avatar_split_clause,[],[f12581,f11237,f14182]) ).

fof(f31559,definition,
    ( spl0_2807
  <=> xuntil2p8(s64) ),
    introduced(definition,[new_symbols(definition,[spl0_2807])],[avatar_definition]) ).

fof(f31561,plain,
    ( xuntil2p8(s64)
    | ~ spl0_2807 ),
    inference(avatar_component_clause,[],[f31559]) ).

fof(f31563,plain,
    ( spl0_2330
    | ~ spl0_2126 ),
    inference(avatar_split_clause,[],[f12583,f11246,f14193]) ).

fof(f31565,definition,
    ( spl0_2808
  <=> xuntil2p8(s63) ),
    introduced(definition,[new_symbols(definition,[spl0_2808])],[avatar_definition]) ).

fof(f31567,plain,
    ( xuntil2p8(s63)
    | ~ spl0_2808 ),
    inference(avatar_component_clause,[],[f31565]) ).

fof(f31610,definition,
    ( spl0_2809
  <=> xuntil2p8(s91) ),
    introduced(definition,[new_symbols(definition,[spl0_2809])],[avatar_definition]) ).

fof(f31612,plain,
    ( xuntil2p8(s91)
    | ~ spl0_2809 ),
    inference(avatar_component_clause,[],[f31610]) ).

fof(f31614,plain,
    ( spl0_2333
    | ~ spl0_2070 ),
    inference(avatar_split_clause,[],[f12527,f10994,f14361]) ).

fof(f31615,plain,
    ( spl0_2334
    | ~ spl0_2072 ),
    inference(avatar_split_clause,[],[f12529,f11003,f14374]) ).

fof(f31617,definition,
    ( spl0_2810
  <=> xuntil2p8(s90) ),
    introduced(definition,[new_symbols(definition,[spl0_2810])],[avatar_definition]) ).

fof(f31619,plain,
    ( xuntil2p8(s90)
    | ~ spl0_2810 ),
    inference(avatar_component_clause,[],[f31617]) ).

fof(f31621,plain,
    ( spl0_2335
    | ~ spl0_2074 ),
    inference(avatar_split_clause,[],[f12531,f11012,f14385]) ).

fof(f31623,definition,
    ( spl0_2811
  <=> xuntil2p8(s89) ),
    introduced(definition,[new_symbols(definition,[spl0_2811])],[avatar_definition]) ).

fof(f31625,plain,
    ( xuntil2p8(s89)
    | ~ spl0_2811 ),
    inference(avatar_component_clause,[],[f31623]) ).

fof(f31627,plain,
    ( spl0_2336
    | ~ spl0_2076 ),
    inference(avatar_split_clause,[],[f12533,f11021,f14396]) ).

fof(f31629,definition,
    ( spl0_2812
  <=> xuntil2p8(s88) ),
    introduced(definition,[new_symbols(definition,[spl0_2812])],[avatar_definition]) ).

fof(f31631,plain,
    ( xuntil2p8(s88)
    | ~ spl0_2812 ),
    inference(avatar_component_clause,[],[f31629]) ).

fof(f31633,plain,
    ( spl0_2337
    | ~ spl0_2078 ),
    inference(avatar_split_clause,[],[f12535,f11030,f14407]) ).

fof(f31635,definition,
    ( spl0_2813
  <=> xuntil2p8(s87) ),
    introduced(definition,[new_symbols(definition,[spl0_2813])],[avatar_definition]) ).

fof(f31637,plain,
    ( xuntil2p8(s87)
    | ~ spl0_2813 ),
    inference(avatar_component_clause,[],[f31635]) ).

fof(f31639,plain,
    ( spl0_2338
    | ~ spl0_2080 ),
    inference(avatar_split_clause,[],[f12537,f11039,f14418]) ).

fof(f31641,definition,
    ( spl0_2814
  <=> xuntil2p8(s86) ),
    introduced(definition,[new_symbols(definition,[spl0_2814])],[avatar_definition]) ).

fof(f31643,plain,
    ( xuntil2p8(s86)
    | ~ spl0_2814 ),
    inference(avatar_component_clause,[],[f31641]) ).

fof(f31645,plain,
    ( spl0_2339
    | ~ spl0_2082 ),
    inference(avatar_split_clause,[],[f12539,f11048,f14429]) ).

fof(f31647,definition,
    ( spl0_2815
  <=> xuntil2p8(s85) ),
    introduced(definition,[new_symbols(definition,[spl0_2815])],[avatar_definition]) ).

fof(f31649,plain,
    ( xuntil2p8(s85)
    | ~ spl0_2815 ),
    inference(avatar_component_clause,[],[f31647]) ).

fof(f31651,plain,
    ( spl0_2340
    | ~ spl0_2084 ),
    inference(avatar_split_clause,[],[f12541,f11057,f14440]) ).

fof(f31653,definition,
    ( spl0_2816
  <=> xuntil2p8(s84) ),
    introduced(definition,[new_symbols(definition,[spl0_2816])],[avatar_definition]) ).

fof(f31655,plain,
    ( xuntil2p8(s84)
    | ~ spl0_2816 ),
    inference(avatar_component_clause,[],[f31653]) ).

fof(f31657,plain,
    ( spl0_2341
    | ~ spl0_2086 ),
    inference(avatar_split_clause,[],[f12543,f11066,f14451]) ).

fof(f31659,definition,
    ( spl0_2817
  <=> xuntil2p8(s83) ),
    introduced(definition,[new_symbols(definition,[spl0_2817])],[avatar_definition]) ).

fof(f31661,plain,
    ( xuntil2p8(s83)
    | ~ spl0_2817 ),
    inference(avatar_component_clause,[],[f31659]) ).

fof(f31663,plain,
    ( spl0_2342
    | ~ spl0_2088 ),
    inference(avatar_split_clause,[],[f12545,f11075,f14462]) ).

fof(f31665,definition,
    ( spl0_2818
  <=> xuntil2p8(s82) ),
    introduced(definition,[new_symbols(definition,[spl0_2818])],[avatar_definition]) ).

fof(f31667,plain,
    ( xuntil2p8(s82)
    | ~ spl0_2818 ),
    inference(avatar_component_clause,[],[f31665]) ).

fof(f31669,plain,
    ( spl0_2343
    | ~ spl0_2090 ),
    inference(avatar_split_clause,[],[f12547,f11084,f14473]) ).

fof(f31671,definition,
    ( spl0_2819
  <=> xuntil2p8(s81) ),
    introduced(definition,[new_symbols(definition,[spl0_2819])],[avatar_definition]) ).

fof(f31673,plain,
    ( xuntil2p8(s81)
    | ~ spl0_2819 ),
    inference(avatar_component_clause,[],[f31671]) ).

fof(f31675,plain,
    ( spl0_2344
    | ~ spl0_2092 ),
    inference(avatar_split_clause,[],[f12549,f11093,f14484]) ).

fof(f31677,definition,
    ( spl0_2820
  <=> xuntil2p8(s80) ),
    introduced(definition,[new_symbols(definition,[spl0_2820])],[avatar_definition]) ).

fof(f31679,plain,
    ( xuntil2p8(s80)
    | ~ spl0_2820 ),
    inference(avatar_component_clause,[],[f31677]) ).

fof(f31681,plain,
    ( spl0_2345
    | ~ spl0_2094 ),
    inference(avatar_split_clause,[],[f12551,f11102,f14495]) ).

fof(f31683,definition,
    ( spl0_2821
  <=> xuntil2p8(s79) ),
    introduced(definition,[new_symbols(definition,[spl0_2821])],[avatar_definition]) ).

fof(f31685,plain,
    ( xuntil2p8(s79)
    | ~ spl0_2821 ),
    inference(avatar_component_clause,[],[f31683]) ).

fof(f31687,plain,
    ( spl0_2346
    | ~ spl0_2096 ),
    inference(avatar_split_clause,[],[f12553,f11111,f14506]) ).

fof(f31689,definition,
    ( spl0_2822
  <=> xuntil2p8(s78) ),
    introduced(definition,[new_symbols(definition,[spl0_2822])],[avatar_definition]) ).

fof(f31691,plain,
    ( xuntil2p8(s78)
    | ~ spl0_2822 ),
    inference(avatar_component_clause,[],[f31689]) ).

fof(f31728,definition,
    ( spl0_2823
  <=> xuntil2p8(s99) ),
    introduced(definition,[new_symbols(definition,[spl0_2823])],[avatar_definition]) ).

fof(f31730,plain,
    ( xuntil2p8(s99)
    | ~ spl0_2823 ),
    inference(avatar_component_clause,[],[f31728]) ).

fof(f31732,plain,
    ( spl0_2349
    | ~ spl0_2054 ),
    inference(avatar_split_clause,[],[f12511,f10922,f14629]) ).

fof(f31733,plain,
    ( spl0_2350
    | ~ spl0_2056 ),
    inference(avatar_split_clause,[],[f12513,f10931,f14642]) ).

fof(f31735,definition,
    ( spl0_2824
  <=> xuntil2p8(s98) ),
    introduced(definition,[new_symbols(definition,[spl0_2824])],[avatar_definition]) ).

fof(f31737,plain,
    ( xuntil2p8(s98)
    | ~ spl0_2824 ),
    inference(avatar_component_clause,[],[f31735]) ).

fof(f31739,plain,
    ( spl0_2351
    | ~ spl0_2058 ),
    inference(avatar_split_clause,[],[f12515,f10940,f14653]) ).

fof(f31741,definition,
    ( spl0_2825
  <=> xuntil2p8(s97) ),
    introduced(definition,[new_symbols(definition,[spl0_2825])],[avatar_definition]) ).

fof(f31743,plain,
    ( xuntil2p8(s97)
    | ~ spl0_2825 ),
    inference(avatar_component_clause,[],[f31741]) ).

fof(f31745,plain,
    ( spl0_2352
    | ~ spl0_2060 ),
    inference(avatar_split_clause,[],[f12517,f10949,f14664]) ).

fof(f31747,definition,
    ( spl0_2826
  <=> xuntil2p8(s96) ),
    introduced(definition,[new_symbols(definition,[spl0_2826])],[avatar_definition]) ).

fof(f31749,plain,
    ( xuntil2p8(s96)
    | ~ spl0_2826 ),
    inference(avatar_component_clause,[],[f31747]) ).

fof(f31751,plain,
    ( spl0_2353
    | ~ spl0_2062 ),
    inference(avatar_split_clause,[],[f12519,f10958,f14675]) ).

fof(f31753,definition,
    ( spl0_2827
  <=> xuntil2p8(s95) ),
    introduced(definition,[new_symbols(definition,[spl0_2827])],[avatar_definition]) ).

fof(f31755,plain,
    ( xuntil2p8(s95)
    | ~ spl0_2827 ),
    inference(avatar_component_clause,[],[f31753]) ).

fof(f31757,plain,
    ( spl0_2354
    | ~ spl0_2064 ),
    inference(avatar_split_clause,[],[f12521,f10967,f14686]) ).

fof(f31759,definition,
    ( spl0_2828
  <=> xuntil2p8(s94) ),
    introduced(definition,[new_symbols(definition,[spl0_2828])],[avatar_definition]) ).

fof(f31761,plain,
    ( xuntil2p8(s94)
    | ~ spl0_2828 ),
    inference(avatar_component_clause,[],[f31759]) ).

fof(f31778,definition,
    ( spl0_2829
  <=> xuntil2p8(s103) ),
    introduced(definition,[new_symbols(definition,[spl0_2829])],[avatar_definition]) ).

fof(f31780,plain,
    ( xuntil2p8(s103)
    | ~ spl0_2829 ),
    inference(avatar_component_clause,[],[f31778]) ).

fof(f31782,plain,
    ( spl0_2357
    | ~ spl0_2046 ),
    inference(avatar_split_clause,[],[f12503,f10886,f14761]) ).

fof(f31783,plain,
    ( spl0_2358
    | ~ spl0_2048 ),
    inference(avatar_split_clause,[],[f12505,f10895,f14774]) ).

fof(f31785,definition,
    ( spl0_2830
  <=> xuntil2p8(s102) ),
    introduced(definition,[new_symbols(definition,[spl0_2830])],[avatar_definition]) ).

fof(f31787,plain,
    ( xuntil2p8(s102)
    | ~ spl0_2830 ),
    inference(avatar_component_clause,[],[f31785]) ).

fof(f31812,definition,
    ( spl0_2831
  <=> xuntil2p8(s123) ),
    introduced(definition,[new_symbols(definition,[spl0_2831])],[avatar_definition]) ).

fof(f31814,plain,
    ( xuntil2p8(s123)
    | ~ spl0_2831 ),
    inference(avatar_component_clause,[],[f31812]) ).

fof(f31816,plain,
    ( spl0_2368
    | ~ spl0_2006 ),
    inference(avatar_split_clause,[],[f12463,f10706,f14997]) ).

fof(f31817,plain,
    ( spl0_2369
    | ~ spl0_2008 ),
    inference(avatar_split_clause,[],[f12465,f10715,f15010]) ).

fof(f31819,definition,
    ( spl0_2832
  <=> xuntil2p8(s122) ),
    introduced(definition,[new_symbols(definition,[spl0_2832])],[avatar_definition]) ).

fof(f31821,plain,
    ( xuntil2p8(s122)
    | ~ spl0_2832 ),
    inference(avatar_component_clause,[],[f31819]) ).

fof(f31823,plain,
    ( spl0_2370
    | ~ spl0_2010 ),
    inference(avatar_split_clause,[],[f12467,f10724,f15021]) ).

fof(f31825,definition,
    ( spl0_2833
  <=> xuntil2p8(s121) ),
    introduced(definition,[new_symbols(definition,[spl0_2833])],[avatar_definition]) ).

fof(f31827,plain,
    ( xuntil2p8(s121)
    | ~ spl0_2833 ),
    inference(avatar_component_clause,[],[f31825]) ).

fof(f31829,plain,
    ( spl0_2371
    | ~ spl0_2012 ),
    inference(avatar_split_clause,[],[f12469,f10733,f15032]) ).

fof(f31831,definition,
    ( spl0_2834
  <=> xuntil2p8(s120) ),
    introduced(definition,[new_symbols(definition,[spl0_2834])],[avatar_definition]) ).

fof(f31833,plain,
    ( xuntil2p8(s120)
    | ~ spl0_2834 ),
    inference(avatar_component_clause,[],[f31831]) ).

fof(f31835,plain,
    ( spl0_2372
    | ~ spl0_2014 ),
    inference(avatar_split_clause,[],[f12471,f10742,f15043]) ).

fof(f31837,definition,
    ( spl0_2835
  <=> xuntil2p8(s119) ),
    introduced(definition,[new_symbols(definition,[spl0_2835])],[avatar_definition]) ).

fof(f31839,plain,
    ( xuntil2p8(s119)
    | ~ spl0_2835 ),
    inference(avatar_component_clause,[],[f31837]) ).

fof(f31841,plain,
    ( spl0_2373
    | ~ spl0_2016 ),
    inference(avatar_split_clause,[],[f12473,f10751,f15054]) ).

fof(f31843,definition,
    ( spl0_2836
  <=> xuntil2p8(s118) ),
    introduced(definition,[new_symbols(definition,[spl0_2836])],[avatar_definition]) ).

fof(f31845,plain,
    ( xuntil2p8(s118)
    | ~ spl0_2836 ),
    inference(avatar_component_clause,[],[f31843]) ).

fof(f31847,plain,
    ( spl0_2374
    | ~ spl0_2018 ),
    inference(avatar_split_clause,[],[f12475,f10760,f15065]) ).

fof(f31849,definition,
    ( spl0_2837
  <=> xuntil2p8(s117) ),
    introduced(definition,[new_symbols(definition,[spl0_2837])],[avatar_definition]) ).

fof(f31851,plain,
    ( xuntil2p8(s117)
    | ~ spl0_2837 ),
    inference(avatar_component_clause,[],[f31849]) ).

fof(f31853,plain,
    ( spl0_2375
    | ~ spl0_2020 ),
    inference(avatar_split_clause,[],[f12477,f10769,f15076]) ).

fof(f31855,definition,
    ( spl0_2838
  <=> xuntil2p8(s116) ),
    introduced(definition,[new_symbols(definition,[spl0_2838])],[avatar_definition]) ).

fof(f31857,plain,
    ( xuntil2p8(s116)
    | ~ spl0_2838 ),
    inference(avatar_component_clause,[],[f31855]) ).

fof(f31859,plain,
    ( spl0_2376
    | ~ spl0_2022 ),
    inference(avatar_split_clause,[],[f12479,f10778,f15087]) ).

fof(f31861,definition,
    ( spl0_2839
  <=> xuntil2p8(s115) ),
    introduced(definition,[new_symbols(definition,[spl0_2839])],[avatar_definition]) ).

fof(f31863,plain,
    ( xuntil2p8(s115)
    | ~ spl0_2839 ),
    inference(avatar_component_clause,[],[f31861]) ).

fof(f31865,plain,
    ( spl0_2377
    | ~ spl0_2024 ),
    inference(avatar_split_clause,[],[f12481,f10787,f15098]) ).

fof(f31867,definition,
    ( spl0_2840
  <=> xuntil2p8(s114) ),
    introduced(definition,[new_symbols(definition,[spl0_2840])],[avatar_definition]) ).

fof(f31869,plain,
    ( xuntil2p8(s114)
    | ~ spl0_2840 ),
    inference(avatar_component_clause,[],[f31867]) ).

fof(f31871,plain,
    ( spl0_2378
    | ~ spl0_2026 ),
    inference(avatar_split_clause,[],[f12483,f10796,f15109]) ).

fof(f31873,definition,
    ( spl0_2841
  <=> xuntil2p8(s113) ),
    introduced(definition,[new_symbols(definition,[spl0_2841])],[avatar_definition]) ).

fof(f31875,plain,
    ( xuntil2p8(s113)
    | ~ spl0_2841 ),
    inference(avatar_component_clause,[],[f31873]) ).

fof(f31904,definition,
    ( spl0_2842
  <=> xuntil2p8(s129) ),
    introduced(definition,[new_symbols(definition,[spl0_2842])],[avatar_definition]) ).

fof(f31906,plain,
    ( xuntil2p8(s129)
    | ~ spl0_2842 ),
    inference(avatar_component_clause,[],[f31904]) ).

fof(f31908,plain,
    ( spl0_2381
    | ~ spl0_1994 ),
    inference(avatar_split_clause,[],[f12451,f10652,f15211]) ).

fof(f31909,plain,
    ( spl0_2382
    | ~ spl0_1996 ),
    inference(avatar_split_clause,[],[f12453,f10661,f15224]) ).

fof(f31911,definition,
    ( spl0_2843
  <=> xuntil2p8(s128) ),
    introduced(definition,[new_symbols(definition,[spl0_2843])],[avatar_definition]) ).

fof(f31913,plain,
    ( xuntil2p8(s128)
    | ~ spl0_2843 ),
    inference(avatar_component_clause,[],[f31911]) ).

fof(f31915,plain,
    ( spl0_2383
    | ~ spl0_1998 ),
    inference(avatar_split_clause,[],[f12455,f10670,f15235]) ).

fof(f31917,definition,
    ( spl0_2844
  <=> xuntil2p8(s127) ),
    introduced(definition,[new_symbols(definition,[spl0_2844])],[avatar_definition]) ).

fof(f31919,plain,
    ( xuntil2p8(s127)
    | ~ spl0_2844 ),
    inference(avatar_component_clause,[],[f31917]) ).

fof(f31921,plain,
    ( spl0_2384
    | ~ spl0_2000 ),
    inference(avatar_split_clause,[],[f12457,f10679,f15246]) ).

fof(f31923,definition,
    ( spl0_2845
  <=> xuntil2p8(s126) ),
    introduced(definition,[new_symbols(definition,[spl0_2845])],[avatar_definition]) ).

fof(f31925,plain,
    ( xuntil2p8(s126)
    | ~ spl0_2845 ),
    inference(avatar_component_clause,[],[f31923]) ).

fof(f31938,definition,
    ( spl0_2846
  <=> xuntil2p8(s133) ),
    introduced(definition,[new_symbols(definition,[spl0_2846])],[avatar_definition]) ).

fof(f31940,plain,
    ( xuntil2p8(s133)
    | ~ spl0_2846 ),
    inference(avatar_component_clause,[],[f31938]) ).

fof(f31942,plain,
    ( spl0_2387
    | ~ spl0_1986 ),
    inference(avatar_split_clause,[],[f12443,f10616,f15315]) ).

fof(f31943,plain,
    ( spl0_2388
    | ~ spl0_1988 ),
    inference(avatar_split_clause,[],[f12445,f10625,f15328]) ).

fof(f31945,definition,
    ( spl0_2847
  <=> xuntil2p8(s132) ),
    introduced(definition,[new_symbols(definition,[spl0_2847])],[avatar_definition]) ).

fof(f31947,plain,
    ( xuntil2p8(s132)
    | ~ spl0_2847 ),
    inference(avatar_component_clause,[],[f31945]) ).

fof(f31960,definition,
    ( spl0_2848
  <=> xuntil2p8(s141) ),
    introduced(definition,[new_symbols(definition,[spl0_2848])],[avatar_definition]) ).

fof(f31962,plain,
    ( xuntil2p8(s141)
    | ~ spl0_2848 ),
    inference(avatar_component_clause,[],[f31960]) ).

fof(f31964,plain,
    ( spl0_2391
    | ~ spl0_1970 ),
    inference(avatar_split_clause,[],[f12427,f10544,f15415]) ).

fof(f31965,plain,
    ( spl0_2392
    | ~ spl0_1972 ),
    inference(avatar_split_clause,[],[f12429,f10553,f15428]) ).

fof(f31967,definition,
    ( spl0_2849
  <=> xuntil2p8(s140) ),
    introduced(definition,[new_symbols(definition,[spl0_2849])],[avatar_definition]) ).

fof(f31969,plain,
    ( xuntil2p8(s140)
    | ~ spl0_2849 ),
    inference(avatar_component_clause,[],[f31967]) ).

fof(f31971,plain,
    ( spl0_2393
    | ~ spl0_1974 ),
    inference(avatar_split_clause,[],[f12431,f10562,f15439]) ).

fof(f31973,definition,
    ( spl0_2850
  <=> xuntil2p8(s139) ),
    introduced(definition,[new_symbols(definition,[spl0_2850])],[avatar_definition]) ).

fof(f31975,plain,
    ( xuntil2p8(s139)
    | ~ spl0_2850 ),
    inference(avatar_component_clause,[],[f31973]) ).

fof(f31977,plain,
    ( spl0_2394
    | ~ spl0_1976 ),
    inference(avatar_split_clause,[],[f12433,f10571,f15450]) ).

fof(f31979,definition,
    ( spl0_2851
  <=> xuntil2p8(s138) ),
    introduced(definition,[new_symbols(definition,[spl0_2851])],[avatar_definition]) ).

fof(f31981,plain,
    ( xuntil2p8(s138)
    | ~ spl0_2851 ),
    inference(avatar_component_clause,[],[f31979]) ).

fof(f31983,plain,
    ( spl0_2395
    | ~ spl0_1978 ),
    inference(avatar_split_clause,[],[f12435,f10580,f15461]) ).

fof(f31985,definition,
    ( spl0_2852
  <=> xuntil2p8(s137) ),
    introduced(definition,[new_symbols(definition,[spl0_2852])],[avatar_definition]) ).

fof(f31987,plain,
    ( xuntil2p8(s137)
    | ~ spl0_2852 ),
    inference(avatar_component_clause,[],[f31985]) ).

fof(f31989,plain,
    ( spl0_2396
    | ~ spl0_1980 ),
    inference(avatar_split_clause,[],[f12437,f10589,f15472]) ).

fof(f31991,definition,
    ( spl0_2853
  <=> xuntil2p8(s136) ),
    introduced(definition,[new_symbols(definition,[spl0_2853])],[avatar_definition]) ).

fof(f31993,plain,
    ( xuntil2p8(s136)
    | ~ spl0_2853 ),
    inference(avatar_component_clause,[],[f31991]) ).

fof(f32015,definition,
    ( spl0_2854
  <=> xuntil2p8(s150) ),
    introduced(definition,[new_symbols(definition,[spl0_2854])],[avatar_definition]) ).

fof(f32017,plain,
    ( xuntil2p8(s150)
    | ~ spl0_2854 ),
    inference(avatar_component_clause,[],[f32015]) ).

fof(f32019,plain,
    ( spl0_2401
    | ~ spl0_1952 ),
    inference(avatar_split_clause,[],[f12409,f10463,f15601]) ).

fof(f32020,plain,
    ( spl0_2402
    | ~ spl0_1954 ),
    inference(avatar_split_clause,[],[f12411,f10472,f15614]) ).

fof(f32022,definition,
    ( spl0_2855
  <=> xuntil2p8(s149) ),
    introduced(definition,[new_symbols(definition,[spl0_2855])],[avatar_definition]) ).

fof(f32024,plain,
    ( xuntil2p8(s149)
    | ~ spl0_2855 ),
    inference(avatar_component_clause,[],[f32022]) ).

fof(f32026,plain,
    ( spl0_2403
    | ~ spl0_1956 ),
    inference(avatar_split_clause,[],[f12413,f10481,f15625]) ).

fof(f32028,definition,
    ( spl0_2856
  <=> xuntil2p8(s148) ),
    introduced(definition,[new_symbols(definition,[spl0_2856])],[avatar_definition]) ).

fof(f32030,plain,
    ( xuntil2p8(s148)
    | ~ spl0_2856 ),
    inference(avatar_component_clause,[],[f32028]) ).

fof(f32032,plain,
    ( spl0_2404
    | ~ spl0_1958 ),
    inference(avatar_split_clause,[],[f12415,f10490,f15636]) ).

fof(f32034,definition,
    ( spl0_2857
  <=> xuntil2p8(s147) ),
    introduced(definition,[new_symbols(definition,[spl0_2857])],[avatar_definition]) ).

fof(f32036,plain,
    ( xuntil2p8(s147)
    | ~ spl0_2857 ),
    inference(avatar_component_clause,[],[f32034]) ).

fof(f32038,plain,
    ( spl0_2405
    | ~ spl0_1960 ),
    inference(avatar_split_clause,[],[f12417,f10499,f15647]) ).

fof(f32040,definition,
    ( spl0_2858
  <=> xuntil2p8(s146) ),
    introduced(definition,[new_symbols(definition,[spl0_2858])],[avatar_definition]) ).

fof(f32042,plain,
    ( xuntil2p8(s146)
    | ~ spl0_2858 ),
    inference(avatar_component_clause,[],[f32040]) ).

fof(f32060,definition,
    ( spl0_2859
  <=> xuntil2p8(s157) ),
    introduced(definition,[new_symbols(definition,[spl0_2859])],[avatar_definition]) ).

fof(f32062,plain,
    ( xuntil2p8(s157)
    | ~ spl0_2859 ),
    inference(avatar_component_clause,[],[f32060]) ).

fof(f32064,plain,
    ( spl0_2408
    | ~ spl0_1938 ),
    inference(avatar_split_clause,[],[f12395,f10400,f15737]) ).

fof(f32065,plain,
    ( spl0_2409
    | ~ spl0_1940 ),
    inference(avatar_split_clause,[],[f12397,f10409,f15750]) ).

fof(f32067,definition,
    ( spl0_2860
  <=> xuntil2p8(s156) ),
    introduced(definition,[new_symbols(definition,[spl0_2860])],[avatar_definition]) ).

fof(f32069,plain,
    ( xuntil2p8(s156)
    | ~ spl0_2860 ),
    inference(avatar_component_clause,[],[f32067]) ).

fof(f32071,plain,
    ( spl0_2410
    | ~ spl0_1942 ),
    inference(avatar_split_clause,[],[f12399,f10418,f15761]) ).

fof(f32073,definition,
    ( spl0_2861
  <=> xuntil2p8(s155) ),
    introduced(definition,[new_symbols(definition,[spl0_2861])],[avatar_definition]) ).

fof(f32075,plain,
    ( xuntil2p8(s155)
    | ~ spl0_2861 ),
    inference(avatar_component_clause,[],[f32073]) ).

fof(f32077,plain,
    ( spl0_2411
    | ~ spl0_1944 ),
    inference(avatar_split_clause,[],[f12401,f10427,f15772]) ).

fof(f32079,definition,
    ( spl0_2862
  <=> xuntil2p8(s154) ),
    introduced(definition,[new_symbols(definition,[spl0_2862])],[avatar_definition]) ).

fof(f32081,plain,
    ( xuntil2p8(s154)
    | ~ spl0_2862 ),
    inference(avatar_component_clause,[],[f32079]) ).

fof(f32083,plain,
    ( spl0_2412
    | ~ spl0_1946 ),
    inference(avatar_split_clause,[],[f12403,f10436,f15783]) ).

fof(f32085,definition,
    ( spl0_2863
  <=> xuntil2p8(s153) ),
    introduced(definition,[new_symbols(definition,[spl0_2863])],[avatar_definition]) ).

fof(f32087,plain,
    ( xuntil2p8(s153)
    | ~ spl0_2863 ),
    inference(avatar_component_clause,[],[f32085]) ).

fof(f32103,definition,
    ( spl0_2864
  <=> xuntil2p8(s162) ),
    introduced(definition,[new_symbols(definition,[spl0_2864])],[avatar_definition]) ).

fof(f32105,plain,
    ( xuntil2p8(s162)
    | ~ spl0_2864 ),
    inference(avatar_component_clause,[],[f32103]) ).

fof(f32107,plain,
    ( spl0_2415
    | ~ spl0_1928 ),
    inference(avatar_split_clause,[],[f12385,f10355,f15861]) ).

fof(f32108,plain,
    ( spl0_2416
    | ~ spl0_1930 ),
    inference(avatar_split_clause,[],[f12387,f10364,f15874]) ).

fof(f32110,definition,
    ( spl0_2865
  <=> xuntil2p8(s161) ),
    introduced(definition,[new_symbols(definition,[spl0_2865])],[avatar_definition]) ).

fof(f32112,plain,
    ( xuntil2p8(s161)
    | ~ spl0_2865 ),
    inference(avatar_component_clause,[],[f32110]) ).

fof(f32114,plain,
    ( spl0_2417
    | ~ spl0_1932 ),
    inference(avatar_split_clause,[],[f12389,f10373,f15885]) ).

fof(f32116,definition,
    ( spl0_2866
  <=> xuntil2p8(s160) ),
    introduced(definition,[new_symbols(definition,[spl0_2866])],[avatar_definition]) ).

fof(f32118,plain,
    ( xuntil2p8(s160)
    | ~ spl0_2866 ),
    inference(avatar_component_clause,[],[f32116]) ).

fof(f32136,definition,
    ( spl0_2867
  <=> xuntil2p8(s173) ),
    introduced(definition,[new_symbols(definition,[spl0_2867])],[avatar_definition]) ).

fof(f32138,plain,
    ( xuntil2p8(s173)
    | ~ spl0_2867 ),
    inference(avatar_component_clause,[],[f32136]) ).

fof(f32140,plain,
    ( spl0_2420
    | ~ spl0_1906 ),
    inference(avatar_split_clause,[],[f12363,f10256,f15993]) ).

fof(f32141,plain,
    ( spl0_2421
    | ~ spl0_1908 ),
    inference(avatar_split_clause,[],[f12365,f10265,f16006]) ).

fof(f32143,definition,
    ( spl0_2868
  <=> xuntil2p8(s172) ),
    introduced(definition,[new_symbols(definition,[spl0_2868])],[avatar_definition]) ).

fof(f32145,plain,
    ( xuntil2p8(s172)
    | ~ spl0_2868 ),
    inference(avatar_component_clause,[],[f32143]) ).

fof(f32147,plain,
    ( spl0_2422
    | ~ spl0_1910 ),
    inference(avatar_split_clause,[],[f12367,f10274,f16017]) ).

fof(f32149,definition,
    ( spl0_2869
  <=> xuntil2p8(s171) ),
    introduced(definition,[new_symbols(definition,[spl0_2869])],[avatar_definition]) ).

fof(f32151,plain,
    ( xuntil2p8(s171)
    | ~ spl0_2869 ),
    inference(avatar_component_clause,[],[f32149]) ).

fof(f32153,plain,
    ( spl0_2423
    | ~ spl0_1912 ),
    inference(avatar_split_clause,[],[f12369,f10283,f16028]) ).

fof(f32155,definition,
    ( spl0_2870
  <=> xuntil2p8(s170) ),
    introduced(definition,[new_symbols(definition,[spl0_2870])],[avatar_definition]) ).

fof(f32157,plain,
    ( xuntil2p8(s170)
    | ~ spl0_2870 ),
    inference(avatar_component_clause,[],[f32155]) ).

fof(f32159,plain,
    ( spl0_2424
    | ~ spl0_1914 ),
    inference(avatar_split_clause,[],[f12371,f10292,f16039]) ).

fof(f32161,definition,
    ( spl0_2871
  <=> xuntil2p8(s169) ),
    introduced(definition,[new_symbols(definition,[spl0_2871])],[avatar_definition]) ).

fof(f32163,plain,
    ( xuntil2p8(s169)
    | ~ spl0_2871 ),
    inference(avatar_component_clause,[],[f32161]) ).

fof(f32165,plain,
    ( spl0_2425
    | ~ spl0_1916 ),
    inference(avatar_split_clause,[],[f12373,f10301,f16050]) ).

fof(f32167,definition,
    ( spl0_2872
  <=> xuntil2p8(s168) ),
    introduced(definition,[new_symbols(definition,[spl0_2872])],[avatar_definition]) ).

fof(f32169,plain,
    ( xuntil2p8(s168)
    | ~ spl0_2872 ),
    inference(avatar_component_clause,[],[f32167]) ).

fof(f32171,plain,
    ( spl0_2426
    | ~ spl0_1918 ),
    inference(avatar_split_clause,[],[f12375,f10310,f16061]) ).

fof(f32173,definition,
    ( spl0_2873
  <=> xuntil2p8(s167) ),
    introduced(definition,[new_symbols(definition,[spl0_2873])],[avatar_definition]) ).

fof(f32175,plain,
    ( xuntil2p8(s167)
    | ~ spl0_2873 ),
    inference(avatar_component_clause,[],[f32173]) ).

fof(f32177,plain,
    ( spl0_2427
    | ~ spl0_1920 ),
    inference(avatar_split_clause,[],[f12377,f10319,f16072]) ).

fof(f32179,definition,
    ( spl0_2874
  <=> xuntil2p8(s166) ),
    introduced(definition,[new_symbols(definition,[spl0_2874])],[avatar_definition]) ).

fof(f32181,plain,
    ( xuntil2p8(s166)
    | ~ spl0_2874 ),
    inference(avatar_component_clause,[],[f32179]) ).

fof(f32183,plain,
    ( spl0_2428
    | ~ spl0_1922 ),
    inference(avatar_split_clause,[],[f12379,f10328,f16083]) ).

fof(f32185,definition,
    ( spl0_2875
  <=> xuntil2p8(s165) ),
    introduced(definition,[new_symbols(definition,[spl0_2875])],[avatar_definition]) ).

fof(f32187,plain,
    ( xuntil2p8(s165)
    | ~ spl0_2875 ),
    inference(avatar_component_clause,[],[f32185]) ).

fof(f32219,definition,
    ( spl0_2876
  <=> xuntil2p8(s186) ),
    introduced(definition,[new_symbols(definition,[spl0_2876])],[avatar_definition]) ).

fof(f32221,plain,
    ( xuntil2p8(s186)
    | ~ spl0_2876 ),
    inference(avatar_component_clause,[],[f32219]) ).

fof(f32223,plain,
    ( spl0_2431
    | ~ spl0_1880 ),
    inference(avatar_split_clause,[],[f12337,f10139,f16221]) ).

fof(f32224,plain,
    ( spl0_2432
    | ~ spl0_1882 ),
    inference(avatar_split_clause,[],[f12339,f10148,f16234]) ).

fof(f32226,definition,
    ( spl0_2877
  <=> xuntil2p8(s185) ),
    introduced(definition,[new_symbols(definition,[spl0_2877])],[avatar_definition]) ).

fof(f32228,plain,
    ( xuntil2p8(s185)
    | ~ spl0_2877 ),
    inference(avatar_component_clause,[],[f32226]) ).

fof(f32230,plain,
    ( spl0_2433
    | ~ spl0_1884 ),
    inference(avatar_split_clause,[],[f12341,f10157,f16245]) ).

fof(f32232,definition,
    ( spl0_2878
  <=> xuntil2p8(s184) ),
    introduced(definition,[new_symbols(definition,[spl0_2878])],[avatar_definition]) ).

fof(f32234,plain,
    ( xuntil2p8(s184)
    | ~ spl0_2878 ),
    inference(avatar_component_clause,[],[f32232]) ).

fof(f32236,plain,
    ( spl0_2434
    | ~ spl0_1886 ),
    inference(avatar_split_clause,[],[f12343,f10166,f16256]) ).

fof(f32238,definition,
    ( spl0_2879
  <=> xuntil2p8(s183) ),
    introduced(definition,[new_symbols(definition,[spl0_2879])],[avatar_definition]) ).

fof(f32240,plain,
    ( xuntil2p8(s183)
    | ~ spl0_2879 ),
    inference(avatar_component_clause,[],[f32238]) ).

fof(f32242,plain,
    ( spl0_2435
    | ~ spl0_1888 ),
    inference(avatar_split_clause,[],[f12345,f10175,f16267]) ).

fof(f32244,definition,
    ( spl0_2880
  <=> xuntil2p8(s182) ),
    introduced(definition,[new_symbols(definition,[spl0_2880])],[avatar_definition]) ).

fof(f32246,plain,
    ( xuntil2p8(s182)
    | ~ spl0_2880 ),
    inference(avatar_component_clause,[],[f32244]) ).

fof(f32248,plain,
    ( spl0_2436
    | ~ spl0_1890 ),
    inference(avatar_split_clause,[],[f12347,f10184,f16278]) ).

fof(f32250,definition,
    ( spl0_2881
  <=> xuntil2p8(s181) ),
    introduced(definition,[new_symbols(definition,[spl0_2881])],[avatar_definition]) ).

fof(f32252,plain,
    ( xuntil2p8(s181)
    | ~ spl0_2881 ),
    inference(avatar_component_clause,[],[f32250]) ).

fof(f32254,plain,
    ( spl0_2437
    | ~ spl0_1892 ),
    inference(avatar_split_clause,[],[f12349,f10193,f16289]) ).

fof(f32256,definition,
    ( spl0_2882
  <=> xuntil2p8(s180) ),
    introduced(definition,[new_symbols(definition,[spl0_2882])],[avatar_definition]) ).

fof(f32258,plain,
    ( xuntil2p8(s180)
    | ~ spl0_2882 ),
    inference(avatar_component_clause,[],[f32256]) ).

fof(f32260,plain,
    ( spl0_2438
    | ~ spl0_1894 ),
    inference(avatar_split_clause,[],[f12351,f10202,f16300]) ).

fof(f32262,definition,
    ( spl0_2883
  <=> xuntil2p8(s179) ),
    introduced(definition,[new_symbols(definition,[spl0_2883])],[avatar_definition]) ).

fof(f32264,plain,
    ( xuntil2p8(s179)
    | ~ spl0_2883 ),
    inference(avatar_component_clause,[],[f32262]) ).

fof(f32266,plain,
    ( spl0_2439
    | ~ spl0_1896 ),
    inference(avatar_split_clause,[],[f12353,f10211,f16311]) ).

fof(f32268,definition,
    ( spl0_2884
  <=> xuntil2p8(s178) ),
    introduced(definition,[new_symbols(definition,[spl0_2884])],[avatar_definition]) ).

fof(f32270,plain,
    ( xuntil2p8(s178)
    | ~ spl0_2884 ),
    inference(avatar_component_clause,[],[f32268]) ).

fof(f32272,plain,
    ( spl0_2440
    | ~ spl0_1898 ),
    inference(avatar_split_clause,[],[f12355,f10220,f16322]) ).

fof(f32274,definition,
    ( spl0_2885
  <=> xuntil2p8(s177) ),
    introduced(definition,[new_symbols(definition,[spl0_2885])],[avatar_definition]) ).

fof(f32276,plain,
    ( xuntil2p8(s177)
    | ~ spl0_2885 ),
    inference(avatar_component_clause,[],[f32274]) ).

fof(f32278,plain,
    ( spl0_2441
    | ~ spl0_1900 ),
    inference(avatar_split_clause,[],[f12357,f10229,f16333]) ).

fof(f32280,definition,
    ( spl0_2886
  <=> xuntil2p8(s176) ),
    introduced(definition,[new_symbols(definition,[spl0_2886])],[avatar_definition]) ).

fof(f32282,plain,
    ( xuntil2p8(s176)
    | ~ spl0_2886 ),
    inference(avatar_component_clause,[],[f32280]) ).

fof(f32314,definition,
    ( spl0_2887
  <=> xuntil2p8(s195) ),
    introduced(definition,[new_symbols(definition,[spl0_2887])],[avatar_definition]) ).

fof(f32316,plain,
    ( xuntil2p8(s195)
    | ~ spl0_2887 ),
    inference(avatar_component_clause,[],[f32314]) ).

fof(f32318,plain,
    ( spl0_2447
    | ~ spl0_1862 ),
    inference(avatar_split_clause,[],[f12319,f10058,f16485]) ).

fof(f32319,plain,
    ( spl0_2448
    | ~ spl0_1864 ),
    inference(avatar_split_clause,[],[f12321,f10067,f16498]) ).

fof(f32321,definition,
    ( spl0_2888
  <=> xuntil2p8(s194) ),
    introduced(definition,[new_symbols(definition,[spl0_2888])],[avatar_definition]) ).

fof(f32323,plain,
    ( xuntil2p8(s194)
    | ~ spl0_2888 ),
    inference(avatar_component_clause,[],[f32321]) ).

fof(f32325,plain,
    ( spl0_2449
    | ~ spl0_1866 ),
    inference(avatar_split_clause,[],[f12323,f10076,f16509]) ).

fof(f32327,definition,
    ( spl0_2889
  <=> xuntil2p8(s193) ),
    introduced(definition,[new_symbols(definition,[spl0_2889])],[avatar_definition]) ).

fof(f32329,plain,
    ( xuntil2p8(s193)
    | ~ spl0_2889 ),
    inference(avatar_component_clause,[],[f32327]) ).

fof(f32331,plain,
    ( spl0_2450
    | ~ spl0_1868 ),
    inference(avatar_split_clause,[],[f12325,f10085,f16520]) ).

fof(f32333,definition,
    ( spl0_2890
  <=> xuntil2p8(s192) ),
    introduced(definition,[new_symbols(definition,[spl0_2890])],[avatar_definition]) ).

fof(f32335,plain,
    ( xuntil2p8(s192)
    | ~ spl0_2890 ),
    inference(avatar_component_clause,[],[f32333]) ).

fof(f32350,definition,
    ( spl0_2891
  <=> xuntil2p8(s201) ),
    introduced(definition,[new_symbols(definition,[spl0_2891])],[avatar_definition]) ).

fof(f32352,plain,
    ( xuntil2p8(s201)
    | ~ spl0_2891 ),
    inference(avatar_component_clause,[],[f32350]) ).

fof(f32354,plain,
    ( spl0_2453
    | ~ spl0_1850 ),
    inference(avatar_split_clause,[],[f12307,f10004,f16601]) ).

fof(f32355,plain,
    ( spl0_2454
    | ~ spl0_1852 ),
    inference(avatar_split_clause,[],[f12309,f10013,f16614]) ).

fof(f32357,definition,
    ( spl0_2892
  <=> xuntil2p8(s200) ),
    introduced(definition,[new_symbols(definition,[spl0_2892])],[avatar_definition]) ).

fof(f32359,plain,
    ( xuntil2p8(s200)
    | ~ spl0_2892 ),
    inference(avatar_component_clause,[],[f32357]) ).

fof(f32361,plain,
    ( spl0_2455
    | ~ spl0_1854 ),
    inference(avatar_split_clause,[],[f12311,f10022,f16625]) ).

fof(f32363,definition,
    ( spl0_2893
  <=> xuntil2p8(s199) ),
    introduced(definition,[new_symbols(definition,[spl0_2893])],[avatar_definition]) ).

fof(f32365,plain,
    ( xuntil2p8(s199)
    | ~ spl0_2893 ),
    inference(avatar_component_clause,[],[f32363]) ).

fof(f32367,plain,
    ( spl0_2456
    | ~ spl0_1856 ),
    inference(avatar_split_clause,[],[f12313,f10031,f16636]) ).

fof(f32369,definition,
    ( spl0_2894
  <=> xuntil2p8(s198) ),
    introduced(definition,[new_symbols(definition,[spl0_2894])],[avatar_definition]) ).

fof(f32371,plain,
    ( xuntil2p8(s198)
    | ~ spl0_2894 ),
    inference(avatar_component_clause,[],[f32369]) ).

fof(f32386,definition,
    ( spl0_2895
  <=> xuntil2p8(s207) ),
    introduced(definition,[new_symbols(definition,[spl0_2895])],[avatar_definition]) ).

fof(f32388,plain,
    ( xuntil2p8(s207)
    | ~ spl0_2895 ),
    inference(avatar_component_clause,[],[f32386]) ).

fof(f32390,plain,
    ( spl0_2459
    | ~ spl0_1838 ),
    inference(avatar_split_clause,[],[f12295,f9950,f16717]) ).

fof(f32391,plain,
    ( spl0_2460
    | ~ spl0_1840 ),
    inference(avatar_split_clause,[],[f12297,f9959,f16730]) ).

fof(f32393,definition,
    ( spl0_2896
  <=> xuntil2p8(s206) ),
    introduced(definition,[new_symbols(definition,[spl0_2896])],[avatar_definition]) ).

fof(f32395,plain,
    ( xuntil2p8(s206)
    | ~ spl0_2896 ),
    inference(avatar_component_clause,[],[f32393]) ).

fof(f32397,plain,
    ( spl0_2461
    | ~ spl0_1842 ),
    inference(avatar_split_clause,[],[f12299,f9968,f16741]) ).

fof(f32399,definition,
    ( spl0_2897
  <=> xuntil2p8(s205) ),
    introduced(definition,[new_symbols(definition,[spl0_2897])],[avatar_definition]) ).

fof(f32401,plain,
    ( xuntil2p8(s205)
    | ~ spl0_2897 ),
    inference(avatar_component_clause,[],[f32399]) ).

fof(f32403,plain,
    ( spl0_2462
    | ~ spl0_1844 ),
    inference(avatar_split_clause,[],[f12301,f9977,f16752]) ).

fof(f32405,definition,
    ( spl0_2898
  <=> xuntil2p8(s204) ),
    introduced(definition,[new_symbols(definition,[spl0_2898])],[avatar_definition]) ).

fof(f32407,plain,
    ( xuntil2p8(s204)
    | ~ spl0_2898 ),
    inference(avatar_component_clause,[],[f32405]) ).

fof(f32409,plain,
    ( spl0_2463
    | ~ spl0_1846 ),
    inference(avatar_split_clause,[],[f12303,f9986,f16763]) ).

fof(f32411,definition,
    ( spl0_2899
  <=> xuntil2p8(s203) ),
    introduced(definition,[new_symbols(definition,[spl0_2899])],[avatar_definition]) ).

fof(f32413,plain,
    ( xuntil2p8(s203)
    | ~ spl0_2899 ),
    inference(avatar_component_clause,[],[f32411]) ).

fof(f32429,definition,
    ( spl0_2900
  <=> xuntil2p8(s212) ),
    introduced(definition,[new_symbols(definition,[spl0_2900])],[avatar_definition]) ).

fof(f32431,plain,
    ( xuntil2p8(s212)
    | ~ spl0_2900 ),
    inference(avatar_component_clause,[],[f32429]) ).

fof(f32433,plain,
    ( spl0_2465
    | ~ spl0_1828 ),
    inference(avatar_split_clause,[],[f12285,f9905,f16825]) ).

fof(f32434,plain,
    ( spl0_2466
    | ~ spl0_1830 ),
    inference(avatar_split_clause,[],[f12287,f9914,f16838]) ).

fof(f32436,definition,
    ( spl0_2901
  <=> xuntil2p8(s211) ),
    introduced(definition,[new_symbols(definition,[spl0_2901])],[avatar_definition]) ).

fof(f32438,plain,
    ( xuntil2p8(s211)
    | ~ spl0_2901 ),
    inference(avatar_component_clause,[],[f32436]) ).

fof(f32440,plain,
    ( spl0_2467
    | ~ spl0_1832 ),
    inference(avatar_split_clause,[],[f12289,f9923,f16849]) ).

fof(f32442,definition,
    ( spl0_2902
  <=> xuntil2p8(s210) ),
    introduced(definition,[new_symbols(definition,[spl0_2902])],[avatar_definition]) ).

fof(f32444,plain,
    ( xuntil2p8(s210)
    | ~ spl0_2902 ),
    inference(avatar_component_clause,[],[f32442]) ).

fof(f32446,plain,
    ( spl0_2468
    | ~ spl0_1834 ),
    inference(avatar_split_clause,[],[f12291,f9932,f16860]) ).

fof(f32448,definition,
    ( spl0_2903
  <=> xuntil2p8(s209) ),
    introduced(definition,[new_symbols(definition,[spl0_2903])],[avatar_definition]) ).

fof(f32450,plain,
    ( xuntil2p8(s209)
    | ~ spl0_2903 ),
    inference(avatar_component_clause,[],[f32448]) ).

fof(f32464,definition,
    ( spl0_2904
  <=> xuntil2p8(s217) ),
    introduced(definition,[new_symbols(definition,[spl0_2904])],[avatar_definition]) ).

fof(f32466,plain,
    ( xuntil2p8(s217)
    | ~ spl0_2904 ),
    inference(avatar_component_clause,[],[f32464]) ).

fof(f32468,plain,
    ( spl0_2470
    | ~ spl0_1818 ),
    inference(avatar_split_clause,[],[f12275,f9860,f16919]) ).

fof(f32469,plain,
    ( spl0_2471
    | ~ spl0_1820 ),
    inference(avatar_split_clause,[],[f12277,f9869,f16932]) ).

fof(f32471,definition,
    ( spl0_2905
  <=> xuntil2p8(s216) ),
    introduced(definition,[new_symbols(definition,[spl0_2905])],[avatar_definition]) ).

fof(f32473,plain,
    ( xuntil2p8(s216)
    | ~ spl0_2905 ),
    inference(avatar_component_clause,[],[f32471]) ).

fof(f32475,plain,
    ( spl0_2472
    | ~ spl0_1822 ),
    inference(avatar_split_clause,[],[f12279,f9878,f16943]) ).

fof(f32477,definition,
    ( spl0_2906
  <=> xuntil2p8(s215) ),
    introduced(definition,[new_symbols(definition,[spl0_2906])],[avatar_definition]) ).

fof(f32479,plain,
    ( xuntil2p8(s215)
    | ~ spl0_2906 ),
    inference(avatar_component_clause,[],[f32477]) ).

fof(f32481,plain,
    ( spl0_2473
    | ~ spl0_1824 ),
    inference(avatar_split_clause,[],[f12281,f9887,f16954]) ).

fof(f32483,definition,
    ( spl0_2907
  <=> xuntil2p8(s214) ),
    introduced(definition,[new_symbols(definition,[spl0_2907])],[avatar_definition]) ).

fof(f32485,plain,
    ( xuntil2p8(s214)
    | ~ spl0_2907 ),
    inference(avatar_component_clause,[],[f32483]) ).

fof(f32501,definition,
    ( spl0_2908
  <=> xuntil2p8(s224) ),
    introduced(definition,[new_symbols(definition,[spl0_2908])],[avatar_definition]) ).

fof(f32503,plain,
    ( xuntil2p8(s224)
    | ~ spl0_2908 ),
    inference(avatar_component_clause,[],[f32501]) ).

fof(f32505,plain,
    ( spl0_2475
    | ~ spl0_1804 ),
    inference(avatar_split_clause,[],[f12261,f9797,f17025]) ).

fof(f32506,plain,
    ( spl0_2476
    | ~ spl0_1806 ),
    inference(avatar_split_clause,[],[f12263,f9806,f17038]) ).

fof(f32508,definition,
    ( spl0_2909
  <=> xuntil2p8(s223) ),
    introduced(definition,[new_symbols(definition,[spl0_2909])],[avatar_definition]) ).

fof(f32510,plain,
    ( xuntil2p8(s223)
    | ~ spl0_2909 ),
    inference(avatar_component_clause,[],[f32508]) ).

fof(f32512,plain,
    ( spl0_2477
    | ~ spl0_1808 ),
    inference(avatar_split_clause,[],[f12265,f9815,f17049]) ).

fof(f32514,definition,
    ( spl0_2910
  <=> xuntil2p8(s222) ),
    introduced(definition,[new_symbols(definition,[spl0_2910])],[avatar_definition]) ).

fof(f32516,plain,
    ( xuntil2p8(s222)
    | ~ spl0_2910 ),
    inference(avatar_component_clause,[],[f32514]) ).

fof(f32518,plain,
    ( spl0_2478
    | ~ spl0_1810 ),
    inference(avatar_split_clause,[],[f12267,f9824,f17060]) ).

fof(f32520,definition,
    ( spl0_2911
  <=> xuntil2p8(s221) ),
    introduced(definition,[new_symbols(definition,[spl0_2911])],[avatar_definition]) ).

fof(f32522,plain,
    ( xuntil2p8(s221)
    | ~ spl0_2911 ),
    inference(avatar_component_clause,[],[f32520]) ).

fof(f32524,plain,
    ( spl0_2479
    | ~ spl0_1812 ),
    inference(avatar_split_clause,[],[f12269,f9833,f17071]) ).

fof(f32526,definition,
    ( spl0_2912
  <=> xuntil2p8(s220) ),
    introduced(definition,[new_symbols(definition,[spl0_2912])],[avatar_definition]) ).

fof(f32528,plain,
    ( xuntil2p8(s220)
    | ~ spl0_2912 ),
    inference(avatar_component_clause,[],[f32526]) ).

fof(f32530,plain,
    ( spl0_2480
    | ~ spl0_1814 ),
    inference(avatar_split_clause,[],[f12271,f9842,f17082]) ).

fof(f32532,definition,
    ( spl0_2913
  <=> xuntil2p8(s219) ),
    introduced(definition,[new_symbols(definition,[spl0_2913])],[avatar_definition]) ).

fof(f32534,plain,
    ( xuntil2p8(s219)
    | ~ spl0_2913 ),
    inference(avatar_component_clause,[],[f32532]) ).

fof(f32550,definition,
    ( spl0_2914
  <=> xuntil2p8(s227) ),
    introduced(definition,[new_symbols(definition,[spl0_2914])],[avatar_definition]) ).

fof(f32552,plain,
    ( xuntil2p8(s227)
    | ~ spl0_2914 ),
    inference(avatar_component_clause,[],[f32550]) ).

fof(f32554,plain,
    ( spl0_2483
    | ~ spl0_1798 ),
    inference(avatar_split_clause,[],[f12255,f9770,f17143]) ).

fof(f32567,definition,
    ( spl0_2915
  <=> xuntil2p8(s238) ),
    introduced(definition,[new_symbols(definition,[spl0_2915])],[avatar_definition]) ).

fof(f32569,plain,
    ( xuntil2p8(s238)
    | ~ spl0_2915 ),
    inference(avatar_component_clause,[],[f32567]) ).

fof(f32571,plain,
    ( spl0_2485
    | ~ spl0_1776 ),
    inference(avatar_split_clause,[],[f12233,f9671,f17231]) ).

fof(f32572,plain,
    ( spl0_2486
    | ~ spl0_1778 ),
    inference(avatar_split_clause,[],[f12235,f9680,f17244]) ).

fof(f32574,definition,
    ( spl0_2916
  <=> xuntil2p8(s237) ),
    introduced(definition,[new_symbols(definition,[spl0_2916])],[avatar_definition]) ).

fof(f32576,plain,
    ( xuntil2p8(s237)
    | ~ spl0_2916 ),
    inference(avatar_component_clause,[],[f32574]) ).

fof(f32578,plain,
    ( spl0_2487
    | ~ spl0_1780 ),
    inference(avatar_split_clause,[],[f12237,f9689,f17255]) ).

fof(f32580,definition,
    ( spl0_2917
  <=> xuntil2p8(s236) ),
    introduced(definition,[new_symbols(definition,[spl0_2917])],[avatar_definition]) ).

fof(f32582,plain,
    ( xuntil2p8(s236)
    | ~ spl0_2917 ),
    inference(avatar_component_clause,[],[f32580]) ).

fof(f32584,plain,
    ( spl0_2488
    | ~ spl0_1782 ),
    inference(avatar_split_clause,[],[f12239,f9698,f17266]) ).

fof(f32586,definition,
    ( spl0_2918
  <=> xuntil2p8(s235) ),
    introduced(definition,[new_symbols(definition,[spl0_2918])],[avatar_definition]) ).

fof(f32588,plain,
    ( xuntil2p8(s235)
    | ~ spl0_2918 ),
    inference(avatar_component_clause,[],[f32586]) ).

fof(f32590,plain,
    ( spl0_2491
    | ~ spl0_1788 ),
    inference(avatar_split_clause,[],[f12245,f9725,f17304]) ).

fof(f32592,definition,
    ( spl0_2919
  <=> xuntil2p8(s232) ),
    introduced(definition,[new_symbols(definition,[spl0_2919])],[avatar_definition]) ).

fof(f32594,plain,
    ( xuntil2p8(s232)
    | ~ spl0_2919 ),
    inference(avatar_component_clause,[],[f32592]) ).

fof(f32596,plain,
    ( spl0_2492
    | ~ spl0_1790 ),
    inference(avatar_split_clause,[],[f12247,f9734,f17318]) ).

fof(f32598,definition,
    ( spl0_2920
  <=> xuntil2p8(s231) ),
    introduced(definition,[new_symbols(definition,[spl0_2920])],[avatar_definition]) ).

fof(f32600,plain,
    ( xuntil2p8(s231)
    | ~ spl0_2920 ),
    inference(avatar_component_clause,[],[f32598]) ).

fof(f32602,plain,
    ( spl0_2493
    | ~ spl0_1792 ),
    inference(avatar_split_clause,[],[f12249,f9743,f17329]) ).

fof(f32604,definition,
    ( spl0_2921
  <=> xuntil2p8(s230) ),
    introduced(definition,[new_symbols(definition,[spl0_2921])],[avatar_definition]) ).

fof(f32606,plain,
    ( xuntil2p8(s230)
    | ~ spl0_2921 ),
    inference(avatar_component_clause,[],[f32604]) ).

fof(f32608,plain,
    ( spl0_2494
    | ~ spl0_1794 ),
    inference(avatar_split_clause,[],[f12251,f9752,f17340]) ).

fof(f32610,definition,
    ( spl0_2922
  <=> xuntil2p8(s229) ),
    introduced(definition,[new_symbols(definition,[spl0_2922])],[avatar_definition]) ).

fof(f32612,plain,
    ( xuntil2p8(s229)
    | ~ spl0_2922 ),
    inference(avatar_component_clause,[],[f32610]) ).

fof(f32641,definition,
    ( spl0_2923
  <=> xuntil2p8(s248) ),
    introduced(definition,[new_symbols(definition,[spl0_2923])],[avatar_definition]) ).

fof(f32643,plain,
    ( xuntil2p8(s248)
    | ~ spl0_2923 ),
    inference(avatar_component_clause,[],[f32641]) ).

fof(f32645,plain,
    ( spl0_2496
    | ~ spl0_1756 ),
    inference(avatar_split_clause,[],[f12213,f9581,f17447]) ).

fof(f32646,plain,
    ( spl0_2498
    | ~ spl0_1760 ),
    inference(avatar_split_clause,[],[f12217,f9599,f17472]) ).

fof(f32648,definition,
    ( spl0_2924
  <=> xuntil2p8(s246) ),
    introduced(definition,[new_symbols(definition,[spl0_2924])],[avatar_definition]) ).

fof(f32650,plain,
    ( xuntil2p8(s246)
    | ~ spl0_2924 ),
    inference(avatar_component_clause,[],[f32648]) ).

fof(f32652,plain,
    ( spl0_2499
    | ~ spl0_1762 ),
    inference(avatar_split_clause,[],[f12219,f9608,f17486]) ).

fof(f32654,definition,
    ( spl0_2925
  <=> xuntil2p8(s245) ),
    introduced(definition,[new_symbols(definition,[spl0_2925])],[avatar_definition]) ).

fof(f32656,plain,
    ( xuntil2p8(s245)
    | ~ spl0_2925 ),
    inference(avatar_component_clause,[],[f32654]) ).

fof(f32658,plain,
    ( spl0_2502
    | ~ spl0_1772 ),
    inference(avatar_split_clause,[],[f12229,f9653,f17535]) ).

fof(f32660,definition,
    ( spl0_2926
  <=> xuntil2p8(s240) ),
    introduced(definition,[new_symbols(definition,[spl0_2926])],[avatar_definition]) ).

fof(f32662,plain,
    ( xuntil2p8(s240)
    | ~ spl0_2926 ),
    inference(avatar_component_clause,[],[f32660]) ).

fof(f32681,definition,
    ( spl0_2927
  <=> xuntil2p8(s253) ),
    introduced(definition,[new_symbols(definition,[spl0_2927])],[avatar_definition]) ).

fof(f32683,plain,
    ( xuntil2p8(s253)
    | ~ spl0_2927 ),
    inference(avatar_component_clause,[],[f32681]) ).

fof(f32685,plain,
    ( spl0_2506
    | ~ spl0_1746 ),
    inference(avatar_split_clause,[],[f12203,f9536,f17631]) ).

fof(f32686,plain,
    ( spl0_2507
    | ~ spl0_1748 ),
    inference(avatar_split_clause,[],[f12205,f9545,f17644]) ).

fof(f32688,definition,
    ( spl0_2928
  <=> xuntil2p8(s252) ),
    introduced(definition,[new_symbols(definition,[spl0_2928])],[avatar_definition]) ).

fof(f32690,plain,
    ( xuntil2p8(s252)
    | ~ spl0_2928 ),
    inference(avatar_component_clause,[],[f32688]) ).

fof(f32692,plain,
    ( spl0_2508
    | ~ spl0_1750 ),
    inference(avatar_split_clause,[],[f12207,f9554,f17655]) ).

fof(f32694,definition,
    ( spl0_2929
  <=> xuntil2p8(s251) ),
    introduced(definition,[new_symbols(definition,[spl0_2929])],[avatar_definition]) ).

fof(f32696,plain,
    ( xuntil2p8(s251)
    | ~ spl0_2929 ),
    inference(avatar_component_clause,[],[f32694]) ).

fof(f32698,plain,
    ( spl0_2509
    | ~ spl0_1752 ),
    inference(avatar_split_clause,[],[f12209,f9563,f17666]) ).

fof(f32700,definition,
    ( spl0_2930
  <=> xuntil2p8(s250) ),
    introduced(definition,[new_symbols(definition,[spl0_2930])],[avatar_definition]) ).

fof(f32702,plain,
    ( xuntil2p8(s250)
    | ~ spl0_2930 ),
    inference(avatar_component_clause,[],[f32700]) ).

fof(f32716,definition,
    ( spl0_2931
  <=> xuntil2p8(s258) ),
    introduced(definition,[new_symbols(definition,[spl0_2931])],[avatar_definition]) ).

fof(f32718,plain,
    ( xuntil2p8(s258)
    | ~ spl0_2931 ),
    inference(avatar_component_clause,[],[f32716]) ).

fof(f32720,plain,
    ( spl0_2511
    | ~ spl0_1736 ),
    inference(avatar_split_clause,[],[f12193,f9491,f17725]) ).

fof(f32721,plain,
    ( spl0_2512
    | ~ spl0_1738 ),
    inference(avatar_split_clause,[],[f12195,f9500,f17738]) ).

fof(f32723,definition,
    ( spl0_2932
  <=> xuntil2p8(s257) ),
    introduced(definition,[new_symbols(definition,[spl0_2932])],[avatar_definition]) ).

fof(f32725,plain,
    ( xuntil2p8(s257)
    | ~ spl0_2932 ),
    inference(avatar_component_clause,[],[f32723]) ).

fof(f32727,plain,
    ( spl0_2513
    | ~ spl0_1740 ),
    inference(avatar_split_clause,[],[f12197,f9509,f17749]) ).

fof(f32729,definition,
    ( spl0_2933
  <=> xuntil2p8(s256) ),
    introduced(definition,[new_symbols(definition,[spl0_2933])],[avatar_definition]) ).

fof(f32731,plain,
    ( xuntil2p8(s256)
    | ~ spl0_2933 ),
    inference(avatar_component_clause,[],[f32729]) ).

fof(f32733,plain,
    ( spl0_2514
    | ~ spl0_1742 ),
    inference(avatar_split_clause,[],[f12199,f9518,f17760]) ).

fof(f32735,definition,
    ( spl0_2934
  <=> xuntil2p8(s255) ),
    introduced(definition,[new_symbols(definition,[spl0_2934])],[avatar_definition]) ).

fof(f32737,plain,
    ( xuntil2p8(s255)
    | ~ spl0_2934 ),
    inference(avatar_component_clause,[],[f32735]) ).

fof(f32748,definition,
    ( spl0_2935
  <=> xuntil2p8(s260) ),
    introduced(definition,[new_symbols(definition,[spl0_2935])],[avatar_definition]) ).

fof(f32750,plain,
    ( xuntil2p8(s260)
    | ~ spl0_2935 ),
    inference(avatar_component_clause,[],[f32748]) ).

fof(f32752,plain,
    ( spl0_2521
    | ~ spl0_1732 ),
    inference(avatar_split_clause,[],[f12189,f9473,f17909]) ).

fof(f32775,definition,
    ( spl0_2936
  <=> xuntil2p8(s281) ),
    introduced(definition,[new_symbols(definition,[spl0_2936])],[avatar_definition]) ).

fof(f32777,plain,
    ( xuntil2p8(s281)
    | ~ spl0_2936 ),
    inference(avatar_component_clause,[],[f32775]) ).

fof(f32779,plain,
    ( spl0_2531
    | ~ spl0_1690 ),
    inference(avatar_split_clause,[],[f12147,f9284,f18132]) ).

fof(f32786,definition,
    ( spl0_2937
  <=> xuntil2p8(s286) ),
    introduced(definition,[new_symbols(definition,[spl0_2937])],[avatar_definition]) ).

fof(f32788,plain,
    ( xuntil2p8(s286)
    | ~ spl0_2937 ),
    inference(avatar_component_clause,[],[f32786]) ).

fof(f32790,plain,
    ( spl0_2532
    | ~ spl0_1680 ),
    inference(avatar_split_clause,[],[f12137,f9239,f18170]) ).

fof(f32791,plain,
    ( spl0_2523
    | ~ spl0_1702 ),
    inference(avatar_split_clause,[],[f12159,f9338,f18006]) ).

fof(f32793,definition,
    ( spl0_2938
  <=> xuntil2p8(s275) ),
    introduced(definition,[new_symbols(definition,[spl0_2938])],[avatar_definition]) ).

fof(f32795,plain,
    ( xuntil2p8(s275)
    | ~ spl0_2938 ),
    inference(avatar_component_clause,[],[f32793]) ).

fof(f32797,plain,
    ( spl0_2534
    | ~ spl0_1704 ),
    inference(avatar_split_clause,[],[f12161,f9347,f18203]) ).

fof(f32799,definition,
    ( spl0_2939
  <=> xuntil2p8(s274) ),
    introduced(definition,[new_symbols(definition,[spl0_2939])],[avatar_definition]) ).

fof(f32801,plain,
    ( xuntil2p8(s274)
    | ~ spl0_2939 ),
    inference(avatar_component_clause,[],[f32799]) ).

fof(f32803,plain,
    ( spl0_2535
    | ~ spl0_1706 ),
    inference(avatar_split_clause,[],[f12163,f9356,f18229]) ).

fof(f32805,definition,
    ( spl0_2940
  <=> xuntil2p8(s273) ),
    introduced(definition,[new_symbols(definition,[spl0_2940])],[avatar_definition]) ).

fof(f32807,plain,
    ( xuntil2p8(s273)
    | ~ spl0_2940 ),
    inference(avatar_component_clause,[],[f32805]) ).

fof(f32809,plain,
    ( spl0_2538
    | ~ spl0_1714 ),
    inference(avatar_split_clause,[],[f12171,f9392,f18269]) ).

fof(f32811,definition,
    ( spl0_2941
  <=> xuntil2p8(s269) ),
    introduced(definition,[new_symbols(definition,[spl0_2941])],[avatar_definition]) ).

fof(f32813,plain,
    ( xuntil2p8(s269)
    | ~ spl0_2941 ),
    inference(avatar_component_clause,[],[f32811]) ).

fof(f32815,plain,
    ( spl0_2539
    | ~ spl0_1724 ),
    inference(avatar_split_clause,[],[f12181,f9437,f18296]) ).

fof(f32817,definition,
    ( spl0_2942
  <=> xuntil2p8(s264) ),
    introduced(definition,[new_symbols(definition,[spl0_2942])],[avatar_definition]) ).

fof(f32819,plain,
    ( xuntil2p8(s264)
    | ~ spl0_2942 ),
    inference(avatar_component_clause,[],[f32817]) ).

fof(f32853,definition,
    ( spl0_2943
  <=> xuntil2p8(s290) ),
    introduced(definition,[new_symbols(definition,[spl0_2943])],[avatar_definition]) ).

fof(f32855,plain,
    ( xuntil2p8(s290)
    | ~ spl0_2943 ),
    inference(avatar_component_clause,[],[f32853]) ).

fof(f32857,plain,
    ( spl0_2544
    | ~ spl0_1672 ),
    inference(avatar_split_clause,[],[f12129,f9203,f18454]) ).

fof(f32875,definition,
    ( spl0_2944
  <=> xuntil2p8(s306) ),
    introduced(definition,[new_symbols(definition,[spl0_2944])],[avatar_definition]) ).

fof(f32877,plain,
    ( xuntil2p8(s306)
    | ~ spl0_2944 ),
    inference(avatar_component_clause,[],[f32875]) ).

fof(f32879,plain,
    ( spl0_2556
    | ~ spl0_1640 ),
    inference(avatar_split_clause,[],[f12097,f9059,f18652]) ).

fof(f32884,definition,
    ( spl0_2945
  <=> xuntil2p8(s309) ),
    introduced(definition,[new_symbols(definition,[spl0_2945])],[avatar_definition]) ).

fof(f32886,plain,
    ( xuntil2p8(s309)
    | ~ spl0_2945 ),
    inference(avatar_component_clause,[],[f32884]) ).

fof(f32888,plain,
    ( spl0_2558
    | ~ spl0_1634 ),
    inference(avatar_split_clause,[],[f12091,f9032,f18689]) ).

fof(f32899,definition,
    ( spl0_2946
  <=> xuntil2p8(s318) ),
    introduced(definition,[new_symbols(definition,[spl0_2946])],[avatar_definition]) ).

fof(f32901,plain,
    ( xuntil2p8(s318)
    | ~ spl0_2946 ),
    inference(avatar_component_clause,[],[f32899]) ).

fof(f32903,plain,
    ( spl0_2568
    | ~ spl0_1616 ),
    inference(avatar_split_clause,[],[f12073,f8951,f18853]) ).

fof(f32916,definition,
    ( spl0_2947
  <=> xuntil2p8(s329) ),
    introduced(definition,[new_symbols(definition,[spl0_2947])],[avatar_definition]) ).

fof(f32918,plain,
    ( xuntil2p8(s329)
    | ~ spl0_2947 ),
    inference(avatar_component_clause,[],[f32916]) ).

fof(f32920,plain,
    ( spl0_2577
    | ~ spl0_1594 ),
    inference(avatar_split_clause,[],[f12051,f8852,f19044]) ).

fof(f32921,plain,
    ( spl0_2578
    | ~ spl0_1600 ),
    inference(avatar_split_clause,[],[f12057,f8879,f19058]) ).

fof(f32923,definition,
    ( spl0_2948
  <=> xuntil2p8(s326) ),
    introduced(definition,[new_symbols(definition,[spl0_2948])],[avatar_definition]) ).

fof(f32925,plain,
    ( xuntil2p8(s326)
    | ~ spl0_2948 ),
    inference(avatar_component_clause,[],[f32923]) ).

fof(f32927,plain,
    ( spl0_2579
    | ~ spl0_1602 ),
    inference(avatar_split_clause,[],[f12059,f8888,f19071]) ).

fof(f32929,definition,
    ( spl0_2949
  <=> xuntil2p8(s325) ),
    introduced(definition,[new_symbols(definition,[spl0_2949])],[avatar_definition]) ).

fof(f32931,plain,
    ( xuntil2p8(s325)
    | ~ spl0_2949 ),
    inference(avatar_component_clause,[],[f32929]) ).

fof(f32933,plain,
    ( spl0_2569
    | ~ spl0_1606 ),
    inference(avatar_split_clause,[],[f12063,f8906,f18894]) ).

fof(f32935,definition,
    ( spl0_2950
  <=> xuntil2p8(s323) ),
    introduced(definition,[new_symbols(definition,[spl0_2950])],[avatar_definition]) ).

fof(f32937,plain,
    ( xuntil2p8(s323)
    | ~ spl0_2950 ),
    inference(avatar_component_clause,[],[f32935]) ).

fof(f32939,plain,
    ( spl0_2580
    | ~ spl0_1626 ),
    inference(avatar_split_clause,[],[f12083,f8996,f19082]) ).

fof(f32941,definition,
    ( spl0_2951
  <=> xuntil2p8(s313) ),
    introduced(definition,[new_symbols(definition,[spl0_2951])],[avatar_definition]) ).

fof(f32943,plain,
    ( xuntil2p8(s313)
    | ~ spl0_2951 ),
    inference(avatar_component_clause,[],[f32941]) ).

fof(f32945,plain,
    ( spl0_2581
    | ~ spl0_1628 ),
    inference(avatar_split_clause,[],[f12085,f9005,f19110]) ).

fof(f32947,definition,
    ( spl0_2952
  <=> xuntil2p8(s312) ),
    introduced(definition,[new_symbols(definition,[spl0_2952])],[avatar_definition]) ).

fof(f32949,plain,
    ( xuntil2p8(s312)
    | ~ spl0_2952 ),
    inference(avatar_component_clause,[],[f32947]) ).

fof(f32951,plain,
    ( spl0_2582
    | ~ spl0_1632 ),
    inference(avatar_split_clause,[],[f12089,f9023,f19121]) ).

fof(f32953,definition,
    ( spl0_2953
  <=> xuntil2p8(s310) ),
    introduced(definition,[new_symbols(definition,[spl0_2953])],[avatar_definition]) ).

fof(f32955,plain,
    ( xuntil2p8(s310)
    | ~ spl0_2953 ),
    inference(avatar_component_clause,[],[f32953]) ).

fof(f32957,plain,
    ( spl0_2584
    | ~ spl0_1660 ),
    inference(avatar_split_clause,[],[f12117,f9149,f19167]) ).

fof(f32959,definition,
    ( spl0_2954
  <=> xuntil2p8(s296) ),
    introduced(definition,[new_symbols(definition,[spl0_2954])],[avatar_definition]) ).

fof(f32961,plain,
    ( xuntil2p8(s296)
    | ~ spl0_2954 ),
    inference(avatar_component_clause,[],[f32959]) ).

fof(f32963,plain,
    ( spl0_2585
    | ~ spl0_1664 ),
    inference(avatar_split_clause,[],[f12121,f9167,f19195]) ).

fof(f32965,definition,
    ( spl0_2955
  <=> xuntil2p8(s294) ),
    introduced(definition,[new_symbols(definition,[spl0_2955])],[avatar_definition]) ).

fof(f32967,plain,
    ( xuntil2p8(s294)
    | ~ spl0_2955 ),
    inference(avatar_component_clause,[],[f32965]) ).

fof(f33019,definition,
    ( spl0_2956
  <=> xuntil2p8(s335) ),
    introduced(definition,[new_symbols(definition,[spl0_2956])],[avatar_definition]) ).

fof(f33021,plain,
    ( xuntil2p8(s335)
    | ~ spl0_2956 ),
    inference(avatar_component_clause,[],[f33019]) ).

fof(f33023,plain,
    ( spl0_2589
    | ~ spl0_1582 ),
    inference(avatar_split_clause,[],[f12039,f8798,f19382]) ).

fof(f33026,definition,
    ( spl0_2957
  <=> xuntil2p8(s336) ),
    introduced(definition,[new_symbols(definition,[spl0_2957])],[avatar_definition]) ).

fof(f33028,plain,
    ( xuntil2p8(s336)
    | ~ spl0_2957 ),
    inference(avatar_component_clause,[],[f33026]) ).

fof(f33030,plain,
    ( spl0_2590
    | ~ spl0_1580 ),
    inference(avatar_split_clause,[],[f12037,f8789,f19401]) ).

fof(f33033,definition,
    ( spl0_2958
  <=> xuntil2p8(s337) ),
    introduced(definition,[new_symbols(definition,[spl0_2958])],[avatar_definition]) ).

fof(f33035,plain,
    ( xuntil2p8(s337)
    | ~ spl0_2958 ),
    inference(avatar_component_clause,[],[f33033]) ).

fof(f33037,plain,
    ( spl0_2591
    | ~ spl0_1578 ),
    inference(avatar_split_clause,[],[f12035,f8780,f19427]) ).

fof(f33045,definition,
    ( spl0_2959
  <=> xuntil2p8(s343) ),
    introduced(definition,[new_symbols(definition,[spl0_2959])],[avatar_definition]) ).

fof(f33047,plain,
    ( xuntil2p8(s343)
    | ~ spl0_2959 ),
    inference(avatar_component_clause,[],[f33045]) ).

fof(f33049,plain,
    ( spl0_2596
    | ~ spl0_1566 ),
    inference(avatar_split_clause,[],[f12023,f8726,f19523]) ).

fof(f33066,definition,
    ( spl0_2960
  <=> xuntil2p8(s358) ),
    introduced(definition,[new_symbols(definition,[spl0_2960])],[avatar_definition]) ).

fof(f33068,plain,
    ( xuntil2p8(s358)
    | ~ spl0_2960 ),
    inference(avatar_component_clause,[],[f33066]) ).

fof(f33070,plain,
    ( spl0_2602
    | ~ spl0_1536 ),
    inference(avatar_split_clause,[],[f11993,f8591,f19667]) ).

fof(f33078,definition,
    ( spl0_2961
  <=> xuntil2p8(s364) ),
    introduced(definition,[new_symbols(definition,[spl0_2961])],[avatar_definition]) ).

fof(f33080,plain,
    ( xuntil2p8(s364)
    | ~ spl0_2961 ),
    inference(avatar_component_clause,[],[f33078]) ).

fof(f33082,plain,
    ( spl0_2607
    | ~ spl0_1524 ),
    inference(avatar_split_clause,[],[f11981,f8537,f19757]) ).

fof(f33088,definition,
    ( spl0_2962
  <=> xuntil2p8(s368) ),
    introduced(definition,[new_symbols(definition,[spl0_2962])],[avatar_definition]) ).

fof(f33090,plain,
    ( xuntil2p8(s368)
    | ~ spl0_2962 ),
    inference(avatar_component_clause,[],[f33088]) ).

fof(f33092,plain,
    ( spl0_2610
    | ~ spl0_1516 ),
    inference(avatar_split_clause,[],[f11973,f8501,f19817]) ).

fof(f33103,definition,
    ( spl0_2963
  <=> xuntil2p8(s377) ),
    introduced(definition,[new_symbols(definition,[spl0_2963])],[avatar_definition]) ).

fof(f33105,plain,
    ( xuntil2p8(s377)
    | ~ spl0_2963 ),
    inference(avatar_component_clause,[],[f33103]) ).

fof(f33107,plain,
    ( spl0_2617
    | ~ spl0_1498 ),
    inference(avatar_split_clause,[],[f11955,f8420,f19940]) ).

fof(f33112,definition,
    ( spl0_2964
  <=> xuntil2p8(s380) ),
    introduced(definition,[new_symbols(definition,[spl0_2964])],[avatar_definition]) ).

fof(f33114,plain,
    ( xuntil2p8(s380)
    | ~ spl0_2964 ),
    inference(avatar_component_clause,[],[f33112]) ).

fof(f33116,plain,
    ( spl0_2621
    | ~ spl0_1492 ),
    inference(avatar_split_clause,[],[f11949,f8393,f20005]) ).

fof(f33117,plain,
    ( spl0_2623
    | ~ spl0_1504 ),
    inference(avatar_split_clause,[],[f11961,f8447,f20046]) ).

fof(f33119,definition,
    ( spl0_2965
  <=> xuntil2p8(s374) ),
    introduced(definition,[new_symbols(definition,[spl0_2965])],[avatar_definition]) ).

fof(f33121,plain,
    ( xuntil2p8(s374)
    | ~ spl0_2965 ),
    inference(avatar_component_clause,[],[f33119]) ).

fof(f33123,plain,
    ( spl0_2624
    | ~ spl0_1528 ),
    inference(avatar_split_clause,[],[f11985,f8555,f20061]) ).

fof(f33125,definition,
    ( spl0_2966
  <=> xuntil2p8(s362) ),
    introduced(definition,[new_symbols(definition,[spl0_2966])],[avatar_definition]) ).

fof(f33127,plain,
    ( xuntil2p8(s362)
    | ~ spl0_2966 ),
    inference(avatar_component_clause,[],[f33125]) ).

fof(f33129,plain,
    ( spl0_2625
    | ~ spl0_1532 ),
    inference(avatar_split_clause,[],[f11989,f8573,f20087]) ).

fof(f33131,definition,
    ( spl0_2967
  <=> xuntil2p8(s360) ),
    introduced(definition,[new_symbols(definition,[spl0_2967])],[avatar_definition]) ).

fof(f33133,plain,
    ( xuntil2p8(s360)
    | ~ spl0_2967 ),
    inference(avatar_component_clause,[],[f33131]) ).

fof(f33135,plain,
    ( spl0_2626
    | ~ spl0_1546 ),
    inference(avatar_split_clause,[],[f12003,f8636,f20098]) ).

fof(f33137,definition,
    ( spl0_2968
  <=> xuntil2p8(s353) ),
    introduced(definition,[new_symbols(definition,[spl0_2968])],[avatar_definition]) ).

fof(f33139,plain,
    ( xuntil2p8(s353)
    | ~ spl0_2968 ),
    inference(avatar_component_clause,[],[f33137]) ).

fof(f33179,definition,
    ( spl0_2969
  <=> xuntil2p8(s386) ),
    introduced(definition,[new_symbols(definition,[spl0_2969])],[avatar_definition]) ).

fof(f33181,plain,
    ( xuntil2p8(s386)
    | ~ spl0_2969 ),
    inference(avatar_component_clause,[],[f33179]) ).

fof(f33183,plain,
    ( spl0_2633
    | ~ spl0_1480 ),
    inference(avatar_split_clause,[],[f11937,f8339,f20333]) ).

fof(f33189,definition,
    ( spl0_2970
  <=> xuntil2p8(s390) ),
    introduced(definition,[new_symbols(definition,[spl0_2970])],[avatar_definition]) ).

fof(f33191,plain,
    ( xuntil2p8(s390)
    | ~ spl0_2970 ),
    inference(avatar_component_clause,[],[f33189]) ).

fof(f33193,plain,
    ( spl0_2637
    | ~ spl0_1472 ),
    inference(avatar_split_clause,[],[f11929,f8303,f20400]) ).

fof(f33206,definition,
    ( spl0_2971
  <=> xuntil2p8(s401) ),
    introduced(definition,[new_symbols(definition,[spl0_2971])],[avatar_definition]) ).

fof(f33208,plain,
    ( xuntil2p8(s401)
    | ~ spl0_2971 ),
    inference(avatar_component_clause,[],[f33206]) ).

fof(f33210,plain,
    ( spl0_2644
    | ~ spl0_1450 ),
    inference(avatar_split_clause,[],[f11907,f8204,f20531]) ).

fof(f33211,plain,
    ( spl0_2645
    | ~ spl0_1462 ),
    inference(avatar_split_clause,[],[f11919,f8258,f20547]) ).

fof(f33213,definition,
    ( spl0_2972
  <=> xuntil2p8(s395) ),
    introduced(definition,[new_symbols(definition,[spl0_2972])],[avatar_definition]) ).

fof(f33215,plain,
    ( xuntil2p8(s395)
    | ~ spl0_2972 ),
    inference(avatar_component_clause,[],[f33213]) ).

fof(f33217,plain,
    ( spl0_2647
    | ~ spl0_1470 ),
    inference(avatar_split_clause,[],[f11927,f8294,f20589]) ).

fof(f33219,definition,
    ( spl0_2973
  <=> xuntil2p8(s391) ),
    introduced(definition,[new_symbols(definition,[spl0_2973])],[avatar_definition]) ).

fof(f33221,plain,
    ( xuntil2p8(s391)
    | ~ spl0_2973 ),
    inference(avatar_component_clause,[],[f33219]) ).

fof(f33223,plain,
    ( spl0_2651
    | ~ spl0_1568 ),
    inference(avatar_split_clause,[],[f12025,f8735,f20676]) ).

fof(f33225,definition,
    ( spl0_2974
  <=> xuntil2p8(s342) ),
    introduced(definition,[new_symbols(definition,[spl0_2974])],[avatar_definition]) ).

fof(f33227,plain,
    ( xuntil2p8(s342)
    | ~ spl0_2974 ),
    inference(avatar_component_clause,[],[f33225]) ).

fof(f33229,plain,
    ( spl0_2652
    | ~ spl0_1574 ),
    inference(avatar_split_clause,[],[f12031,f8762,f20693]) ).

fof(f33231,definition,
    ( spl0_2975
  <=> xuntil2p8(s339) ),
    introduced(definition,[new_symbols(definition,[spl0_2975])],[avatar_definition]) ).

fof(f33233,plain,
    ( xuntil2p8(s339)
    | ~ spl0_2975 ),
    inference(avatar_component_clause,[],[f33231]) ).

fof(f33308,definition,
    ( spl0_2976
  <=> xuntil2p8(s407) ),
    introduced(definition,[new_symbols(definition,[spl0_2976])],[avatar_definition]) ).

fof(f33310,plain,
    ( xuntil2p8(s407)
    | ~ spl0_2976 ),
    inference(avatar_component_clause,[],[f33308]) ).

fof(f33312,plain,
    ( spl0_2660
    | ~ spl0_1438 ),
    inference(avatar_split_clause,[],[f11895,f8150,f21280]) ).

fof(f33328,definition,
    ( spl0_2977
  <=> xuntil2p8(s421) ),
    introduced(definition,[new_symbols(definition,[spl0_2977])],[avatar_definition]) ).

fof(f33330,plain,
    ( xuntil2p8(s421)
    | ~ spl0_2977 ),
    inference(avatar_component_clause,[],[f33328]) ).

fof(f33332,plain,
    ( spl0_2673
    | ~ spl0_1410 ),
    inference(avatar_split_clause,[],[f11867,f8024,f21498]) ).

fof(f33333,plain,
    ( spl0_2674
    | ~ spl0_1412 ),
    inference(avatar_split_clause,[],[f11869,f8033,f21509]) ).

fof(f33335,definition,
    ( spl0_2978
  <=> xuntil2p8(s420) ),
    introduced(definition,[new_symbols(definition,[spl0_2978])],[avatar_definition]) ).

fof(f33337,plain,
    ( xuntil2p8(s420)
    | ~ spl0_2978 ),
    inference(avatar_component_clause,[],[f33335]) ).

fof(f33339,plain,
    ( spl0_2675
    | ~ spl0_1422 ),
    inference(avatar_split_clause,[],[f11879,f8078,f21521]) ).

fof(f33341,definition,
    ( spl0_2979
  <=> xuntil2p8(s415) ),
    introduced(definition,[new_symbols(definition,[spl0_2979])],[avatar_definition]) ).

fof(f33343,plain,
    ( xuntil2p8(s415)
    | ~ spl0_2979 ),
    inference(avatar_component_clause,[],[f33341]) ).

fof(f33345,plain,
    ( spl0_2676
    | ~ spl0_1424 ),
    inference(avatar_split_clause,[],[f11881,f8087,f21540]) ).

fof(f33347,definition,
    ( spl0_2980
  <=> xuntil2p8(s414) ),
    introduced(definition,[new_symbols(definition,[spl0_2980])],[avatar_definition]) ).

fof(f33349,plain,
    ( xuntil2p8(s414)
    | ~ spl0_2980 ),
    inference(avatar_component_clause,[],[f33347]) ).

fof(f33351,plain,
    ( spl0_2677
    | ~ spl0_1442 ),
    inference(avatar_split_clause,[],[f11899,f8168,f21552]) ).

fof(f33353,definition,
    ( spl0_2981
  <=> xuntil2p8(s405) ),
    introduced(definition,[new_symbols(definition,[spl0_2981])],[avatar_definition]) ).

fof(f33355,plain,
    ( xuntil2p8(s405)
    | ~ spl0_2981 ),
    inference(avatar_component_clause,[],[f33353]) ).

fof(f33357,plain,
    ( spl0_2678
    | ~ spl0_1444 ),
    inference(avatar_split_clause,[],[f11901,f8177,f21575]) ).

fof(f33359,definition,
    ( spl0_2982
  <=> xuntil2p8(s404) ),
    introduced(definition,[new_symbols(definition,[spl0_2982])],[avatar_definition]) ).

fof(f33361,plain,
    ( xuntil2p8(s404)
    | ~ spl0_2982 ),
    inference(avatar_component_clause,[],[f33359]) ).

fof(f33363,plain,
    ( spl0_2679
    | ~ spl0_1446 ),
    inference(avatar_split_clause,[],[f11903,f8186,f21586]) ).

fof(f33365,definition,
    ( spl0_2983
  <=> xuntil2p8(s403) ),
    introduced(definition,[new_symbols(definition,[spl0_2983])],[avatar_definition]) ).

fof(f33367,plain,
    ( xuntil2p8(s403)
    | ~ spl0_2983 ),
    inference(avatar_component_clause,[],[f33365]) ).

fof(f33399,definition,
    ( spl0_2984
  <=> xuntil2p8(s426) ),
    introduced(definition,[new_symbols(definition,[spl0_2984])],[avatar_definition]) ).

fof(f33401,plain,
    ( xuntil2p8(s426)
    | ~ spl0_2984 ),
    inference(avatar_component_clause,[],[f33399]) ).

fof(f33403,plain,
    ( spl0_2680
    | ~ spl0_1400 ),
    inference(avatar_split_clause,[],[f11857,f7979,f21694]) ).

fof(f33404,plain,
    ( spl0_2681
    | ~ spl0_1402 ),
    inference(avatar_split_clause,[],[f11859,f7988,f21707]) ).

fof(f33406,definition,
    ( spl0_2985
  <=> xuntil2p8(s425) ),
    introduced(definition,[new_symbols(definition,[spl0_2985])],[avatar_definition]) ).

fof(f33408,plain,
    ( xuntil2p8(s425)
    | ~ spl0_2985 ),
    inference(avatar_component_clause,[],[f33406]) ).

fof(f33410,plain,
    ( spl0_2682
    | ~ spl0_1404 ),
    inference(avatar_split_clause,[],[f11861,f7997,f21718]) ).

fof(f33412,definition,
    ( spl0_2986
  <=> xuntil2p8(s424) ),
    introduced(definition,[new_symbols(definition,[spl0_2986])],[avatar_definition]) ).

fof(f33414,plain,
    ( xuntil2p8(s424)
    | ~ spl0_2986 ),
    inference(avatar_component_clause,[],[f33412]) ).

fof(f33429,definition,
    ( spl0_2987
  <=> xuntil2p8(s434) ),
    introduced(definition,[new_symbols(definition,[spl0_2987])],[avatar_definition]) ).

fof(f33431,plain,
    ( xuntil2p8(s434)
    | ~ spl0_2987 ),
    inference(avatar_component_clause,[],[f33429]) ).

fof(f33433,plain,
    ( spl0_2690
    | ~ spl0_1384 ),
    inference(avatar_split_clause,[],[f11841,f7907,f21849]) ).

fof(f33434,plain,
    ( spl0_2701
    | ~ spl0_1363 ),
    inference(avatar_split_clause,[],[f22022,f7812,f22038]) ).

fof(f33448,definition,
    ( spl0_2988
  <=> xuntil2p8(s445) ),
    introduced(definition,[new_symbols(definition,[spl0_2988])],[avatar_definition]) ).

fof(f33450,plain,
    ( xuntil2p8(s445)
    | ~ spl0_2988 ),
    inference(avatar_component_clause,[],[f33448]) ).

fof(f33452,plain,
    ( ~ spl0_2709
    | ~ spl0_456
    | ~ spl0_1354 ),
    inference(avatar_split_clause,[],[f22204,f7258,f2769,f22246]) ).

fof(f33454,plain,
    ( spl0_1358
    | spl0_1359
    | spl0_441 ),
    inference(avatar_split_clause,[],[f27439,f2705,f7307,f7303]) ).

fof(f33800,definition,
    ( spl0_2989
  <=> xuntil2p8(s356) ),
    introduced(definition,[new_symbols(definition,[spl0_2989])],[avatar_definition]) ).

fof(f33802,plain,
    ( xuntil2p8(s356)
    | ~ spl0_2989 ),
    inference(avatar_component_clause,[],[f33800]) ).

fof(f33804,plain,
    ( spl0_2709
    | ~ spl0_1358 ),
    inference(avatar_split_clause,[],[f7315,f7303,f22246]) ).

fof(f33809,plain,
    ( spl0_2600
    | ~ spl0_1541 ),
    inference(avatar_split_clause,[],[f19635,f8613,f19639]) ).

fof(f33810,plain,
    ( spl0_1361
    | ~ spl0_2705 ),
    inference(avatar_split_clause,[],[f23681,f22175,f7803]) ).

fof(f33811,plain,
    ( spl0_2705
    | ~ spl0_1358 ),
    inference(avatar_split_clause,[],[f7342,f7303,f22175]) ).

fof(f33814,definition,
    ( spl0_2990
  <=> xuntil2p8(s239) ),
    introduced(definition,[new_symbols(definition,[spl0_2990])],[avatar_definition]) ).

fof(f33816,plain,
    ( xuntil2p8(s239)
    | ~ spl0_2990 ),
    inference(avatar_component_clause,[],[f33814]) ).

fof(f33818,plain,
    ( spl0_2495
    | ~ spl0_1775 ),
    inference(avatar_split_clause,[],[f17227,f9666,f17359]) ).

fof(f33927,definition,
    ( spl0_2991
  <=> xuntil2p8(s346) ),
    introduced(definition,[new_symbols(definition,[spl0_2991])],[avatar_definition]) ).

fof(f33929,plain,
    ( xuntil2p8(s346)
    | ~ spl0_2991 ),
    inference(avatar_component_clause,[],[f33927]) ).

fof(f33931,plain,
    ( spl0_2654
    | ~ spl0_1561 ),
    inference(avatar_split_clause,[],[f20672,f8703,f20857]) ).

fof(f34004,definition,
    ( spl0_2992
  <=> xuntil2p8(s416) ),
    introduced(definition,[new_symbols(definition,[spl0_2992])],[avatar_definition]) ).

fof(f34006,plain,
    ( xuntil2p8(s416)
    | ~ spl0_2992 ),
    inference(avatar_component_clause,[],[f34004]) ).

fof(f34008,plain,
    ( spl0_2667
    | ~ spl0_1421 ),
    inference(avatar_split_clause,[],[f21391,f8073,f21395]) ).

fof(f34009,plain,
    ( spl0_2563
    | ~ spl0_1619 ),
    inference(avatar_split_clause,[],[f18772,f8964,f18776]) ).

fof(f34011,definition,
    ( spl0_2993
  <=> xuntil2p8(s317) ),
    introduced(definition,[new_symbols(definition,[spl0_2993])],[avatar_definition]) ).

fof(f34013,plain,
    ( xuntil2p8(s317)
    | ~ spl0_2993 ),
    inference(avatar_component_clause,[],[f34011]) ).

fof(f34078,definition,
    ( spl0_2994
  <=> xuntil2p8(s379) ),
    introduced(definition,[new_symbols(definition,[spl0_2994])],[avatar_definition]) ).

fof(f34080,plain,
    ( xuntil2p8(s379)
    | ~ spl0_2994 ),
    inference(avatar_component_clause,[],[f34078]) ).

fof(f34082,plain,
    ( spl0_2619
    | ~ spl0_1495 ),
    inference(avatar_split_clause,[],[f19962,f8406,f19966]) ).

fof(f34083,plain,
    ( spl0_2616
    | ~ spl0_1501 ),
    inference(avatar_split_clause,[],[f19917,f8433,f19921]) ).

fof(f34085,definition,
    ( spl0_2995
  <=> xuntil2p8(s376) ),
    introduced(definition,[new_symbols(definition,[spl0_2995])],[avatar_definition]) ).

fof(f34087,plain,
    ( xuntil2p8(s376)
    | ~ spl0_2995 ),
    inference(avatar_component_clause,[],[f34085]) ).

fof(f34090,definition,
    ( spl0_2996
  <=> xuntil2p8(s142) ),
    introduced(definition,[new_symbols(definition,[spl0_2996])],[avatar_definition]) ).

fof(f34092,plain,
    ( xuntil2p8(s142)
    | ~ spl0_2996 ),
    inference(avatar_component_clause,[],[f34090]) ).

fof(f34094,plain,
    ( spl0_2398
    | ~ spl0_1969 ),
    inference(avatar_split_clause,[],[f15411,f10539,f15499]) ).

fof(f34117,definition,
    ( spl0_2997
  <=> xuntil2p8(s163) ),
    introduced(definition,[new_symbols(definition,[spl0_2997])],[avatar_definition]) ).

fof(f34119,plain,
    ( xuntil2p8(s163)
    | ~ spl0_2997 ),
    inference(avatar_component_clause,[],[f34117]) ).

fof(f34121,plain,
    ( spl0_2419
    | ~ spl0_1927 ),
    inference(avatar_split_clause,[],[f15857,f10350,f15909]) ).

fof(f34123,definition,
    ( spl0_2998
  <=> xuntil2p8(s61) ),
    introduced(definition,[new_symbols(definition,[spl0_2998])],[avatar_definition]) ).

fof(f34125,plain,
    ( xuntil2p8(s61)
    | ~ spl0_2998 ),
    inference(avatar_component_clause,[],[f34123]) ).

fof(f34127,plain,
    ( spl0_2317
    | ~ spl0_2131 ),
    inference(avatar_split_clause,[],[f13759,f11268,f13931]) ).

fof(f34174,definition,
    ( spl0_2999
  <=> xuntil2p8(s106) ),
    introduced(definition,[new_symbols(definition,[spl0_2999])],[avatar_definition]) ).

fof(f34176,plain,
    ( xuntil2p8(s106)
    | ~ spl0_2999 ),
    inference(avatar_component_clause,[],[f34174]) ).

fof(f34178,plain,
    ( spl0_2362
    | ~ spl0_2041 ),
    inference(avatar_split_clause,[],[f14821,f10863,f14837]) ).

fof(f34179,plain,
    ( spl0_2360
    | ~ spl0_2045 ),
    inference(avatar_split_clause,[],[f14757,f10881,f14797]) ).

fof(f34181,definition,
    ( spl0_3000
  <=> xuntil2p8(s104) ),
    introduced(definition,[new_symbols(definition,[spl0_3000])],[avatar_definition]) ).

fof(f34183,plain,
    ( xuntil2p8(s104)
    | ~ spl0_3000 ),
    inference(avatar_component_clause,[],[f34181]) ).

fof(f34400,definition,
    ( spl0_3001
  <=> xuntil2p8(s316) ),
    introduced(definition,[new_symbols(definition,[spl0_3001])],[avatar_definition]) ).

fof(f34402,plain,
    ( xuntil2p8(s316)
    | ~ spl0_3001 ),
    inference(avatar_component_clause,[],[f34400]) ).

fof(f34404,plain,
    ( spl0_2562
    | ~ spl0_1621 ),
    inference(avatar_split_clause,[],[f18759,f8973,f18763]) ).

fof(f34406,definition,
    ( spl0_3002
  <=> xuntil2p8(s46) ),
    introduced(definition,[new_symbols(definition,[spl0_3002])],[avatar_definition]) ).

fof(f34408,plain,
    ( xuntil2p8(s46)
    | ~ spl0_3002 ),
    inference(avatar_component_clause,[],[f34406]) ).

fof(f34410,plain,
    ( spl0_2302
    | ~ spl0_2161 ),
    inference(avatar_split_clause,[],[f13437,f11403,f13633]) ).

fof(f34412,definition,
    ( spl0_3003
  <=> xuntil2p8(s29) ),
    introduced(definition,[new_symbols(definition,[spl0_3003])],[avatar_definition]) ).

fof(f34413,plain,
    ( ~ xuntil2p8(s29)
    | spl0_3003 ),
    inference(avatar_component_clause,[],[f34412]) ).

fof(f34414,plain,
    ( xuntil2p8(s29)
    | ~ spl0_3003 ),
    inference(avatar_component_clause,[],[f34412]) ).

fof(f34416,plain,
    ( spl0_2285
    | ~ spl0_2195 ),
    inference(avatar_split_clause,[],[f13089,f11556,f13297]) ).

fof(f34541,definition,
    ( spl0_3004
  <=> xuntil2p8(s151) ),
    introduced(definition,[new_symbols(definition,[spl0_3004])],[avatar_definition]) ).

fof(f34543,plain,
    ( xuntil2p8(s151)
    | ~ spl0_3004 ),
    inference(avatar_component_clause,[],[f34541]) ).

fof(f34545,plain,
    ( spl0_2407
    | ~ spl0_1951 ),
    inference(avatar_split_clause,[],[f15597,f10458,f15673]) ).

fof(f34614,definition,
    ( spl0_3005
  <=> xuntil2p8(s218) ),
    introduced(definition,[new_symbols(definition,[spl0_3005])],[avatar_definition]) ).

fof(f34616,plain,
    ( xuntil2p8(s218)
    | ~ spl0_3005 ),
    inference(avatar_component_clause,[],[f34614]) ).

fof(f34618,plain,
    ( spl0_2474
    | ~ spl0_1817 ),
    inference(avatar_split_clause,[],[f16915,f9855,f16967]) ).

fof(f34701,definition,
    ( spl0_3006
  <=> xuntil2p8(s299) ),
    introduced(definition,[new_symbols(definition,[spl0_3006])],[avatar_definition]) ).

fof(f34703,plain,
    ( xuntil2p8(s299)
    | ~ spl0_3006 ),
    inference(avatar_component_clause,[],[f34701]) ).

fof(f34705,plain,
    ( spl0_2550
    | ~ spl0_1655 ),
    inference(avatar_split_clause,[],[f18548,f9126,f18552]) ).

fof(f34706,plain,
    ( spl0_2588
    | ~ spl0_1663 ),
    inference(avatar_split_clause,[],[f19209,f9162,f19270]) ).

fof(f34708,definition,
    ( spl0_3007
  <=> xuntil2p8(s295) ),
    introduced(definition,[new_symbols(definition,[spl0_3007])],[avatar_definition]) ).

fof(f34710,plain,
    ( xuntil2p8(s295)
    | ~ spl0_3007 ),
    inference(avatar_component_clause,[],[f34708]) ).

fof(f34734,definition,
    ( spl0_3008
  <=> xuntil2p8(s315) ),
    introduced(definition,[new_symbols(definition,[spl0_3008])],[avatar_definition]) ).

fof(f34736,plain,
    ( xuntil2p8(s315)
    | ~ spl0_3008 ),
    inference(avatar_component_clause,[],[f34734]) ).

fof(f34738,plain,
    ( spl0_2561
    | ~ spl0_1623 ),
    inference(avatar_split_clause,[],[f18746,f8982,f18750]) ).

fof(f34739,plain,
    ( spl0_2332
    | ~ spl0_2101 ),
    inference(avatar_split_clause,[],[f14055,f11133,f14227]) ).

fof(f34741,definition,
    ( spl0_3009
  <=> xuntil2p8(s76) ),
    introduced(definition,[new_symbols(definition,[spl0_3009])],[avatar_definition]) ).

fof(f34743,plain,
    ( xuntil2p8(s76)
    | ~ spl0_3009 ),
    inference(avatar_component_clause,[],[f34741]) ).

fof(f34800,definition,
    ( spl0_3010
  <=> xuntil2p8(s130) ),
    introduced(definition,[new_symbols(definition,[spl0_3010])],[avatar_definition]) ).

fof(f34802,plain,
    ( xuntil2p8(s130)
    | ~ spl0_3010 ),
    inference(avatar_component_clause,[],[f34800]) ).

fof(f34804,plain,
    ( spl0_2386
    | ~ spl0_1993 ),
    inference(avatar_split_clause,[],[f15207,f10647,f15271]) ).

fof(f34973,definition,
    ( spl0_3011
  <=> xuntil2p8(s297) ),
    introduced(definition,[new_symbols(definition,[spl0_3011])],[avatar_definition]) ).

fof(f34975,plain,
    ( xuntil2p8(s297)
    | ~ spl0_3011 ),
    inference(avatar_component_clause,[],[f34973]) ).

fof(f34977,plain,
    ( spl0_2548
    | ~ spl0_1659 ),
    inference(avatar_split_clause,[],[f18522,f9144,f18526]) ).

fof(f34978,plain,
    ( spl0_2348
    | ~ spl0_2069 ),
    inference(avatar_split_clause,[],[f14357,f10989,f14541]) ).

fof(f34980,definition,
    ( spl0_3012
  <=> xuntil2p8(s92) ),
    introduced(definition,[new_symbols(definition,[spl0_3012])],[avatar_definition]) ).

fof(f34982,plain,
    ( xuntil2p8(s92)
    | ~ spl0_3012 ),
    inference(avatar_component_clause,[],[f34980]) ).

fof(f35248,definition,
    ( spl0_3013
  <=> xuntil2p8(s352) ),
    introduced(definition,[new_symbols(definition,[spl0_3013])],[avatar_definition]) ).

fof(f35250,plain,
    ( xuntil2p8(s352)
    | ~ spl0_3013 ),
    inference(avatar_component_clause,[],[f35248]) ).

fof(f35252,plain,
    ( spl0_2629
    | ~ spl0_1549 ),
    inference(avatar_split_clause,[],[f20135,f8649,f20182]) ).

fof(f35253,plain,
    ( spl0_2414
    | ~ spl0_1937 ),
    inference(avatar_split_clause,[],[f15733,f10395,f15809]) ).

fof(f35255,definition,
    ( spl0_3014
  <=> xuntil2p8(s158) ),
    introduced(definition,[new_symbols(definition,[spl0_3014])],[avatar_definition]) ).

fof(f35257,plain,
    ( xuntil2p8(s158)
    | ~ spl0_3014 ),
    inference(avatar_component_clause,[],[f35255]) ).

fof(f35400,definition,
    ( spl0_3015
  <=> xuntil2p8(s298) ),
    introduced(definition,[new_symbols(definition,[spl0_3015])],[avatar_definition]) ).

fof(f35402,plain,
    ( xuntil2p8(s298)
    | ~ spl0_3015 ),
    inference(avatar_component_clause,[],[f35400]) ).

fof(f35404,plain,
    ( spl0_2549
    | ~ spl0_1657 ),
    inference(avatar_split_clause,[],[f18535,f9135,f18539]) ).

fof(f35405,plain,
    ( spl0_2504
    | ~ spl0_1755 ),
    inference(avatar_split_clause,[],[f17443,f9576,f17571]) ).

fof(f35407,definition,
    ( spl0_3016
  <=> xuntil2p8(s249) ),
    introduced(definition,[new_symbols(definition,[spl0_3016])],[avatar_definition]) ).

fof(f35409,plain,
    ( xuntil2p8(s249)
    | ~ spl0_3016 ),
    inference(avatar_component_clause,[],[f35407]) ).

fof(f35443,definition,
    ( spl0_3017
  <=> xuntil2p8(s280) ),
    introduced(definition,[new_symbols(definition,[spl0_3017])],[avatar_definition]) ).

fof(f35445,plain,
    ( xuntil2p8(s280)
    | ~ spl0_3017 ),
    inference(avatar_component_clause,[],[f35443]) ).

fof(f35447,plain,
    ( spl0_2528
    | ~ spl0_1693 ),
    inference(avatar_split_clause,[],[f18080,f9297,f18085]) ).

fof(f35448,plain,
    ( spl0_2430
    | ~ spl0_1905 ),
    inference(avatar_split_clause,[],[f15989,f10251,f16113]) ).

fof(f35450,definition,
    ( spl0_3018
  <=> xuntil2p8(s174) ),
    introduced(definition,[new_symbols(definition,[spl0_3018])],[avatar_definition]) ).

fof(f35452,plain,
    ( xuntil2p8(s174)
    | ~ spl0_3018 ),
    inference(avatar_component_clause,[],[f35450]) ).

fof(f35454,plain,
    ( spl0_2400
    | ~ spl0_1965 ),
    inference(avatar_split_clause,[],[f15531,f10521,f15547]) ).

fof(f35456,definition,
    ( spl0_3019
  <=> xuntil2p8(s144) ),
    introduced(definition,[new_symbols(definition,[spl0_3019])],[avatar_definition]) ).

fof(f35458,plain,
    ( xuntil2p8(s144)
    | ~ spl0_3019 ),
    inference(avatar_component_clause,[],[f35456]) ).

fof(f35661,definition,
    ( spl0_3020
  <=> xuntil2p8(s341) ),
    introduced(definition,[new_symbols(definition,[spl0_3020])],[avatar_definition]) ).

fof(f35663,plain,
    ( xuntil2p8(s341)
    | ~ spl0_3020 ),
    inference(avatar_component_clause,[],[f35661]) ).

fof(f35665,plain,
    ( spl0_2594
    | ~ spl0_1571 ),
    inference(avatar_split_clause,[],[f19474,f8748,f19478]) ).

fof(f35666,plain,
    ( spl0_2546
    | ~ spl0_1669 ),
    inference(avatar_split_clause,[],[f18476,f9189,f18480]) ).

fof(f35668,definition,
    ( spl0_3021
  <=> xuntil2p8(s292) ),
    introduced(definition,[new_symbols(definition,[spl0_3021])],[avatar_definition]) ).

fof(f35670,plain,
    ( xuntil2p8(s292)
    | ~ spl0_3021 ),
    inference(avatar_component_clause,[],[f35668]) ).

fof(f35705,definition,
    ( spl0_3022
  <=> xuntil2p8(s324) ),
    introduced(definition,[new_symbols(definition,[spl0_3022])],[avatar_definition]) ).

fof(f35707,plain,
    ( xuntil2p8(s324)
    | ~ spl0_3022 ),
    inference(avatar_component_clause,[],[f35705]) ).

fof(f35709,plain,
    ( spl0_2570
    | ~ spl0_1605 ),
    inference(avatar_split_clause,[],[f18909,f8901,f18913]) ).

fof(f35710,plain,
    ( spl0_2445
    | ~ spl0_1875 ),
    inference(avatar_split_clause,[],[f16407,f10116,f16423]) ).

fof(f35712,definition,
    ( spl0_3023
  <=> xuntil2p8(s189) ),
    introduced(definition,[new_symbols(definition,[spl0_3023])],[avatar_definition]) ).

fof(f35714,plain,
    ( xuntil2p8(s189)
    | ~ spl0_3023 ),
    inference(avatar_component_clause,[],[f35712]) ).

fof(f35736,definition,
    ( spl0_3024
  <=> xuntil2p8(s208) ),
    introduced(definition,[new_symbols(definition,[spl0_3024])],[avatar_definition]) ).

fof(f35738,plain,
    ( xuntil2p8(s208)
    | ~ spl0_3024 ),
    inference(avatar_component_clause,[],[f35736]) ).

fof(f35740,plain,
    ( spl0_2464
    | ~ spl0_1837 ),
    inference(avatar_split_clause,[],[f16713,f9945,f16777]) ).

fof(f35838,definition,
    ( spl0_3025
  <=> xuntil2p8(s304) ),
    introduced(definition,[new_symbols(definition,[spl0_3025])],[avatar_definition]) ).

fof(f35840,plain,
    ( xuntil2p8(s304)
    | ~ spl0_3025 ),
    inference(avatar_component_clause,[],[f35838]) ).

fof(f35842,plain,
    ( spl0_2553
    | ~ spl0_1645 ),
    inference(avatar_split_clause,[],[f18603,f9081,f18607]) ).

fof(f35843,plain,
    ( spl0_2541
    | ~ spl0_1683 ),
    inference(avatar_split_clause,[],[f18198,f9252,f18359]) ).

fof(f35845,definition,
    ( spl0_3026
  <=> xuntil2p8(s285) ),
    introduced(definition,[new_symbols(definition,[spl0_3026])],[avatar_definition]) ).

fof(f35847,plain,
    ( xuntil2p8(s285)
    | ~ spl0_3026 ),
    inference(avatar_component_clause,[],[f35845]) ).

fof(f35849,plain,
    ( spl0_2540
    | ~ spl0_1711 ),
    inference(avatar_split_clause,[],[f18292,f9378,f18334]) ).

fof(f35851,definition,
    ( spl0_3027
  <=> xuntil2p8(s271) ),
    introduced(definition,[new_symbols(definition,[spl0_3027])],[avatar_definition]) ).

fof(f35853,plain,
    ( xuntil2p8(s271)
    | ~ spl0_3027 ),
    inference(avatar_component_clause,[],[f35851]) ).

fof(f35855,plain,
    ( spl0_2443
    | ~ spl0_1879 ),
    inference(avatar_split_clause,[],[f16217,f10134,f16365]) ).

fof(f35857,definition,
    ( spl0_3028
  <=> xuntil2p8(s187) ),
    introduced(definition,[new_symbols(definition,[spl0_3028])],[avatar_definition]) ).

fof(f35859,plain,
    ( xuntil2p8(s187)
    | ~ spl0_3028 ),
    inference(avatar_component_clause,[],[f35857]) ).

fof(f36017,definition,
    ( spl0_3029
  <=> xuntil2p8(s338) ),
    introduced(definition,[new_symbols(definition,[spl0_3029])],[avatar_definition]) ).

fof(f36019,plain,
    ( xuntil2p8(s338)
    | ~ spl0_3029 ),
    inference(avatar_component_clause,[],[f36017]) ).

fof(f36021,plain,
    ( spl0_2592
    | ~ spl0_1577 ),
    inference(avatar_split_clause,[],[f19442,f8775,f19447]) ).

fof(f36022,plain,
    ( spl0_2452
    | ~ spl0_1861 ),
    inference(avatar_split_clause,[],[f16481,f10053,f16545]) ).

fof(f36024,definition,
    ( spl0_3030
  <=> xuntil2p8(s196) ),
    introduced(definition,[new_symbols(definition,[spl0_3030])],[avatar_definition]) ).

fof(f36026,plain,
    ( xuntil2p8(s196)
    | ~ spl0_3030 ),
    inference(avatar_component_clause,[],[f36024]) ).

fof(f36046,definition,
    ( spl0_3031
  <=> xuntil2p8(s213) ),
    introduced(definition,[new_symbols(definition,[spl0_3031])],[avatar_definition]) ).

fof(f36048,plain,
    ( xuntil2p8(s213)
    | ~ spl0_3031 ),
    inference(avatar_component_clause,[],[f36046]) ).

fof(f36050,plain,
    ( spl0_2469
    | ~ spl0_1827 ),
    inference(avatar_split_clause,[],[f16821,f9900,f16873]) ).

fof(f36153,definition,
    ( spl0_3032
  <=> xuntil2p8(s314) ),
    introduced(definition,[new_symbols(definition,[spl0_3032])],[avatar_definition]) ).

fof(f36155,plain,
    ( xuntil2p8(s314)
    | ~ spl0_3032 ),
    inference(avatar_component_clause,[],[f36153]) ).

fof(f36157,plain,
    ( spl0_2560
    | ~ spl0_1625 ),
    inference(avatar_split_clause,[],[f18733,f8991,f18737]) ).

fof(f36158,plain,
    ( spl0_2458
    | ~ spl0_1849 ),
    inference(avatar_split_clause,[],[f16597,f9999,f16661]) ).

fof(f36160,definition,
    ( spl0_3033
  <=> xuntil2p8(s202) ),
    introduced(definition,[new_symbols(definition,[spl0_3033])],[avatar_definition]) ).

fof(f36162,plain,
    ( xuntil2p8(s202)
    | ~ spl0_3033 ),
    inference(avatar_component_clause,[],[f36160]) ).

fof(f36252,definition,
    ( spl0_3034
  <=> xuntil2p8(s289) ),
    introduced(definition,[new_symbols(definition,[spl0_3034])],[avatar_definition]) ).

fof(f36254,plain,
    ( xuntil2p8(s289)
    | ~ spl0_3034 ),
    inference(avatar_component_clause,[],[f36252]) ).

fof(f36256,plain,
    ( spl0_2543
    | ~ spl0_1675 ),
    inference(avatar_split_clause,[],[f18431,f9216,f18435]) ).

fof(f36257,plain,
    ( spl0_2484
    | ~ spl0_1797 ),
    inference(avatar_split_clause,[],[f17139,f9765,f17155]) ).

fof(f36259,definition,
    ( spl0_3035
  <=> xuntil2p8(s228) ),
    introduced(definition,[new_symbols(definition,[spl0_3035])],[avatar_definition]) ).

fof(f36261,plain,
    ( xuntil2p8(s228)
    | ~ spl0_3035 ),
    inference(avatar_component_clause,[],[f36259]) ).

fof(f36348,definition,
    ( spl0_3036
  <=> xuntil2p8(s311) ),
    introduced(definition,[new_symbols(definition,[spl0_3036])],[avatar_definition]) ).

fof(f36350,plain,
    ( xuntil2p8(s311)
    | ~ spl0_3036 ),
    inference(avatar_component_clause,[],[f36348]) ).

fof(f36352,plain,
    ( spl0_2559
    | ~ spl0_1631 ),
    inference(avatar_split_clause,[],[f18708,f9018,f18712]) ).

fof(f36353,plain,
    ( spl0_2481
    | ~ spl0_1803 ),
    inference(avatar_split_clause,[],[f17021,f9792,f17097]) ).

fof(f36355,definition,
    ( spl0_3037
  <=> xuntil2p8(s225) ),
    introduced(definition,[new_symbols(definition,[spl0_3037])],[avatar_definition]) ).

fof(f36357,plain,
    ( xuntil2p8(s225)
    | ~ spl0_3037 ),
    inference(avatar_component_clause,[],[f36355]) ).

fof(f36379,definition,
    ( spl0_3038
  <=> xuntil2p8(s244) ),
    introduced(definition,[new_symbols(definition,[spl0_3038])],[avatar_definition]) ).

fof(f36381,plain,
    ( xuntil2p8(s244)
    | ~ spl0_3038 ),
    inference(avatar_component_clause,[],[f36379]) ).

fof(f36383,plain,
    ( spl0_2503
    | ~ spl0_1765 ),
    inference(avatar_split_clause,[],[f17516,f9621,f17561]) ).

fof(f36395,definition,
    ( spl0_3039
  <=> xuntil2p8(s254) ),
    introduced(definition,[new_symbols(definition,[spl0_3039])],[avatar_definition]) ).

fof(f36397,plain,
    ( xuntil2p8(s254)
    | ~ spl0_3039 ),
    inference(avatar_component_clause,[],[f36395]) ).

fof(f36399,plain,
    ( spl0_2510
    | ~ spl0_1745 ),
    inference(avatar_split_clause,[],[f17627,f9531,f17679]) ).

fof(f36452,definition,
    ( spl0_3040
  <=> xuntil2p8(s305) ),
    introduced(definition,[new_symbols(definition,[spl0_3040])],[avatar_definition]) ).

fof(f36454,plain,
    ( xuntil2p8(s305)
    | ~ spl0_3040 ),
    inference(avatar_component_clause,[],[f36452]) ).

fof(f36456,plain,
    ( spl0_2554
    | ~ spl0_1643 ),
    inference(avatar_split_clause,[],[f18616,f9072,f18620]) ).

fof(f36457,plain,
    ( spl0_2586
    | ~ spl0_1647 ),
    inference(avatar_split_clause,[],[f19162,f9090,f19220]) ).

fof(f36459,definition,
    ( spl0_3041
  <=> xuntil2p8(s303) ),
    introduced(definition,[new_symbols(definition,[spl0_3041])],[avatar_definition]) ).

fof(f36461,plain,
    ( xuntil2p8(s303)
    | ~ spl0_3041 ),
    inference(avatar_component_clause,[],[f36459]) ).

fof(f36463,plain,
    ( spl0_2515
    | ~ spl0_1735 ),
    inference(avatar_split_clause,[],[f17721,f9486,f17773]) ).

fof(f36465,definition,
    ( spl0_3042
  <=> xuntil2p8(s259) ),
    introduced(definition,[new_symbols(definition,[spl0_3042])],[avatar_definition]) ).

fof(f36467,plain,
    ( xuntil2p8(s259)
    | ~ spl0_3042 ),
    inference(avatar_component_clause,[],[f36465]) ).

fof(f36521,definition,
    ( spl0_3043
  <=> xuntil2p8(s308) ),
    introduced(definition,[new_symbols(definition,[spl0_3043])],[avatar_definition]) ).

fof(f36523,plain,
    ( xuntil2p8(s308)
    | ~ spl0_3043 ),
    inference(avatar_component_clause,[],[f36521]) ).

fof(f36525,plain,
    ( spl0_2557
    | ~ spl0_1637 ),
    inference(avatar_split_clause,[],[f18669,f9045,f18673]) ).

fof(f36526,plain,
    ( spl0_2380
    | ~ spl0_2005 ),
    inference(avatar_split_clause,[],[f14993,f10701,f15141]) ).

fof(f36528,definition,
    ( spl0_3044
  <=> xuntil2p8(s124) ),
    introduced(definition,[new_symbols(definition,[spl0_3044])],[avatar_definition]) ).

fof(f36530,plain,
    ( xuntil2p8(s124)
    | ~ spl0_3044 ),
    inference(avatar_component_clause,[],[f36528]) ).

fof(f36543,definition,
    ( spl0_3045
  <=> xuntil2p8(s134) ),
    introduced(definition,[new_symbols(definition,[spl0_3045])],[avatar_definition]) ).

fof(f36545,plain,
    ( xuntil2p8(s134)
    | ~ spl0_3045 ),
    inference(avatar_component_clause,[],[f36543]) ).

fof(f36547,plain,
    ( spl0_2390
    | ~ spl0_1985 ),
    inference(avatar_split_clause,[],[f15311,f10611,f15351]) ).

fof(f36548,plain,
    ( spl0_2356
    | ~ spl0_2053 ),
    inference(avatar_split_clause,[],[f14625,f10917,f14713]) ).

fof(f36550,definition,
    ( spl0_3046
  <=> xuntil2p8(s100) ),
    introduced(definition,[new_symbols(definition,[spl0_3046])],[avatar_definition]) ).

fof(f36552,plain,
    ( xuntil2p8(s100)
    | ~ spl0_3046 ),
    inference(avatar_component_clause,[],[f36550]) ).

fof(f36554,plain,
    ( spl0_2601
    | ~ spl0_1539 ),
    inference(avatar_split_clause,[],[f19648,f8604,f19652]) ).

fof(f36820,definition,
    ( spl0_3047
  <=> xuntil2p8(s357) ),
    introduced(definition,[new_symbols(definition,[spl0_3047])],[avatar_definition]) ).

fof(f36822,plain,
    ( xuntil2p8(s357)
    | ~ spl0_3047 ),
    inference(avatar_component_clause,[],[f36820]) ).

fof(f36824,plain,
    ( spl0_2683
    | ~ spl0_1399 ),
    inference(avatar_split_clause,[],[f21690,f7974,f21731]) ).

fof(f36899,definition,
    ( spl0_3048
  <=> xuntil2p8(s427) ),
    introduced(definition,[new_symbols(definition,[spl0_3048])],[avatar_definition]) ).

fof(f36901,plain,
    ( xuntil2p8(s427)
    | ~ spl0_3048 ),
    inference(avatar_component_clause,[],[f36899]) ).

fof(f36903,plain,
    ( spl0_2609
    | ~ spl0_1519 ),
    inference(avatar_split_clause,[],[f19797,f8514,f19801]) ).

fof(f36905,definition,
    ( spl0_3049
  <=> xuntil2p8(s367) ),
    introduced(definition,[new_symbols(definition,[spl0_3049])],[avatar_definition]) ).

fof(f36907,plain,
    ( xuntil2p8(s367)
    | ~ spl0_3049 ),
    inference(avatar_component_clause,[],[f36905]) ).

fof(f36909,plain,
    ( spl0_2628
    | ~ spl0_1491 ),
    inference(avatar_split_clause,[],[f20022,f8388,f20174]) ).

fof(f36925,definition,
    ( spl0_3050
  <=> xuntil2p8(s381) ),
    introduced(definition,[new_symbols(definition,[spl0_3050])],[avatar_definition]) ).

fof(f36927,plain,
    ( xuntil2p8(s381)
    | ~ spl0_3050 ),
    inference(avatar_component_clause,[],[f36925]) ).

fof(f36936,definition,
    ( spl0_3051
  <=> xuntil2p8(s387) ),
    introduced(definition,[new_symbols(definition,[spl0_3051])],[avatar_definition]) ).

fof(f36938,plain,
    ( xuntil2p8(s387)
    | ~ spl0_3051 ),
    inference(avatar_component_clause,[],[f36936]) ).

fof(f36940,plain,
    ( spl0_2634
    | ~ spl0_1479 ),
    inference(avatar_split_clause,[],[f20329,f8334,f20344]) ).

fof(f36944,definition,
    ( spl0_3052
  <=> xuntil2p8(s389) ),
    introduced(definition,[new_symbols(definition,[spl0_3052])],[avatar_definition]) ).

fof(f36946,plain,
    ( xuntil2p8(s389)
    | ~ spl0_3052 ),
    inference(avatar_component_clause,[],[f36944]) ).

fof(f36948,plain,
    ( spl0_2636
    | ~ spl0_1475 ),
    inference(avatar_split_clause,[],[f20380,f8316,f20384]) ).

fof(f36955,definition,
    ( spl0_3053
  <=> xuntil2p8(s394) ),
    introduced(definition,[new_symbols(definition,[spl0_3053])],[avatar_definition]) ).

fof(f36957,plain,
    ( xuntil2p8(s394)
    | ~ spl0_3053 ),
    inference(avatar_component_clause,[],[f36955]) ).

fof(f36959,plain,
    ( spl0_2638
    | ~ spl0_1465 ),
    inference(avatar_split_clause,[],[f20431,f8271,f20435]) ).

fof(f36969,definition,
    ( spl0_3054
  <=> xuntil2p8(s402) ),
    introduced(definition,[new_symbols(definition,[spl0_3054])],[avatar_definition]) ).

fof(f36971,plain,
    ( xuntil2p8(s402)
    | ~ spl0_3054 ),
    inference(avatar_component_clause,[],[f36969]) ).

fof(f36973,plain,
    ( spl0_2657
    | ~ spl0_1449 ),
    inference(avatar_split_clause,[],[f20527,f8199,f21113]) ).

fof(f36974,plain,
    ( spl0_2656
    | ~ spl0_1467 ),
    inference(avatar_split_clause,[],[f20585,f8280,f21099]) ).

fof(f36976,definition,
    ( spl0_3055
  <=> xuntil2p8(s393) ),
    introduced(definition,[new_symbols(definition,[spl0_3055])],[avatar_definition]) ).

fof(f36978,plain,
    ( xuntil2p8(s393)
    | ~ spl0_3055 ),
    inference(avatar_component_clause,[],[f36976]) ).

fof(f36999,definition,
    ( spl0_3056
  <=> xuntil2p8(s410) ),
    introduced(definition,[new_symbols(definition,[spl0_3056])],[avatar_definition]) ).

fof(f37001,plain,
    ( xuntil2p8(s410)
    | ~ spl0_3056 ),
    inference(avatar_component_clause,[],[f36999]) ).

fof(f37003,plain,
    ( spl0_2663
    | ~ spl0_1433 ),
    inference(avatar_split_clause,[],[f21323,f8127,f21327]) ).

fof(f37004,plain,
    ( spl0_2659
    | ~ spl0_1441 ),
    inference(avatar_split_clause,[],[f21261,f8163,f21265]) ).

fof(f37006,definition,
    ( spl0_3057
  <=> xuntil2p8(s406) ),
    introduced(definition,[new_symbols(definition,[spl0_3057])],[avatar_definition]) ).

fof(f37008,plain,
    ( xuntil2p8(s406)
    | ~ spl0_3057 ),
    inference(avatar_component_clause,[],[f37006]) ).

fof(f37010,plain,
    ( spl0_2698
    | ~ spl0_1369 ),
    inference(avatar_split_clause,[],[f21968,f7839,f21985]) ).

fof(f37050,definition,
    ( spl0_3058
  <=> xuntil2p8(s442) ),
    introduced(definition,[new_symbols(definition,[spl0_3058])],[avatar_definition]) ).

fof(f37052,plain,
    ( xuntil2p8(s442)
    | ~ spl0_3058 ),
    inference(avatar_component_clause,[],[f37050]) ).

fof(f37053,plain,
    ( ~ spl0_2698
    | spl0_3058
    | spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(avatar_split_clause,[],[f29909,f21972,f21958,f21938,f21923,f21892,f21880,f21860,f21849,f21822,f21808,f21794,f21780,f21765,f21751,f21731,f21718,f21707,f21694,f21586,f21575,f21552,f21540,f21521,f21509,f21498,f21488,f21474,f21446,f21435,f21410,f21395,f21369,f21355,f21340,f21327,f21313,f21298,f21280,f21265,f21118,f21113,f21099,f20868,f20857,f20708,f20693,f20676,f20651,f20634,f20603,f20589,f20566,f20547,f20531,f20511,f20497,f20483,f20468,f20454,f20435,f20400,f20384,f20364,f20344,f20333,f20305,f20289,f20268,f20182,f20174,f20119,f20098,f20087,f20061,f20046,f20026,f20005,f19993,f19966,f19950,f19940,f19921,f19894,f19879,f19865,f19851,f19835,f19817,f19801,f19780,f19757,f19747,f19727,f19707,f19685,f19667,f19652,f19639,f19621,f19611,f19561,f19523,f19511,f19478,f19464,f19447,f19427,f19401,f19382,f19270,f19265,f19220,f19195,f19167,f19137,f19121,f19110,f19082,f19071,f19058,f19044,f19027,f19015,f18994,f18974,f18953,f18939,f18913,f18894,f18853,f18842,f18825,f18810,f18795,f18776,f18763,f18750,f18737,f18712,f18689,f18673,f18652,f18641,f18620,f18607,f18580,f18565,f18552,f18539,f18526,f18493,f18480,f18464,f18454,f18435,f18367,f18359,f18334,f18296,f18269,f18252,f18240,f18229,f18203,f18181,f18170,f18132,f18120,f18110,f18085,f18069,f18048,f18032,f18016,f18006,f17938,f17909,f17894,f17879,f17867,f17856,f17845,f17773,f17760,f17749,f17738,f17725,f17679,f17666,f17655,f17644,f17631,f17576,f17571,f17561,f17535,f17520,f17497,f17486,f17472,f17460,f17447,f17359,f17340,f17329,f17318,f17304,f17289,f17277,f17266,f17255,f17244,f17231,f17155,f17143,f17123,f17097,f17082,f17071,f17060,f17049,f17038,f17025,f16967,f16954,f16943,f16932,f16919,f16873,f16860,f16849,f16838,f16825,f16777,f16763,f16752,f16741,f16730,f16717,f16661,f16647,f16636,f16625,f16614,f16601,f16545,f16531,f16520,f16509,f16498,f16485,f16441,f16423,f16411,f16365,f16344,f16333,f16322,f16311,f16300,f16289,f16278,f16267,f16256,f16245,f16234,f16221,f16113,f16094,f16083,f16072,f16061,f16050,f16039,f16028,f16017,f16006,f15993,f15909,f15896,f15885,f15874,f15861,f15809,f15794,f15783,f15772,f15761,f15750,f15737,f15673,f15658,f15647,f15636,f15625,f15614,f15601,f15547,f15535,f15499,f15483,f15472,f15461,f15450,f15439,f15428,f15415,f15351,f15339,f15328,f15315,f15271,f15257,f15246,f15235,f15224,f15211,f15141,f15120,f15109,f15098,f15087,f15076,f15065,f15054,f15043,f15032,f15021,f15010,f14997,f14911,f14897,f14883,f14869,f14855,f14837,f14825,f14797,f14785,f14774,f14761,f14713,f14697,f14686,f14675,f14664,f14653,f14642,f14629,f14541,f14517,f14506,f14495,f14484,f14473,f14462,f14451,f14440,f14429,f14418,f14407,f14396,f14385,f14374,f14361,f14227,f14204,f14193,f14182,f14171,f14160,f14149,f14138,f14127,f14116,f14105,f14094,f14083,f14072,f14059,f13931,f13908,f13897,f13886,f13875,f13864,f13853,f13842,f13831,f13820,f13809,f13798,f13787,f13776,f13763,f13633,f13608,f13597,f13586,f13575,f13564,f13553,f13542,f13531,f13520,f13509,f13498,f13487,f13476,f13465,f13454,f13441,f13297,f13271,f13260,f13249,f13238,f13227,f13216,f13205,f13194,f13183,f13172,f13161,f13150,f13139,f13128,f13117,f13106,f13093,f2773,f2705,f37050,f21985]) ).

fof(f37055,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_266 ),
    inference(resolution,[],[f2007,f7295]) ).

fof(f37056,plain,
    ( spl0_1358
    | spl0_1359
    | spl0_266 ),
    inference(avatar_split_clause,[],[f37055,f2005,f7307,f7303]) ).

fof(f37060,plain,
    ( xuntil2p8(s187)
    | ~ node4(s187)
    | spl0_266
    | ~ spl0_457 ),
    inference(resolution,[],[f26663,f942]) ).

fof(f37061,plain,
    ( xuntil2p8(s187)
    | spl0_266
    | ~ spl0_457
    | ~ spl0_2443 ),
    inference(forward_subsumption_resolution,[],[f37060,f16366]) ).

fof(f37062,plain,
    ( spl0_3028
    | spl0_266
    | ~ spl0_457
    | ~ spl0_2443 ),
    inference(avatar_split_clause,[],[f37061,f16365,f2773,f2005,f35857]) ).

fof(f37063,plain,
    ( ! [X0] :
        ( succ(s12,X0)
        | until2p7(X0) )
    | ~ spl0_2766 ),
    inference(resolution,[],[f31182,f943]) ).

fof(f37069,plain,
    ( until2p7(s13)
    | ~ spl0_2766 ),
    inference(resolution,[],[f37063,f486]) ).

fof(f37070,plain,
    ( xuntil2p8(s13)
    | ~ node4(s13)
    | ~ spl0_2766 ),
    inference(resolution,[],[f37069,f942]) ).

fof(f37071,plain,
    ( xuntil2p8(s13)
    | ~ spl0_2283
    | ~ spl0_2766 ),
    inference(forward_subsumption_resolution,[],[f37070,f13261]) ).

fof(f37072,plain,
    ( spl0_2765
    | ~ spl0_2283
    | ~ spl0_2766 ),
    inference(avatar_split_clause,[],[f37071,f31180,f13260,f31174]) ).

fof(f37319,plain,
    ( ! [X0] :
        ( succ(s13,X0)
        | until2p7(X0) )
    | ~ spl0_2765 ),
    inference(resolution,[],[f31176,f943]) ).

fof(f37323,plain,
    ( ! [X0] :
        ( succ(s14,X0)
        | until2p7(X0) )
    | ~ spl0_2764 ),
    inference(resolution,[],[f31170,f943]) ).

fof(f37330,plain,
    ( ! [X0] :
        ( succ(s15,X0)
        | until2p7(X0) )
    | ~ spl0_2763 ),
    inference(resolution,[],[f31164,f943]) ).

fof(f37338,plain,
    ( ! [X0] :
        ( succ(s16,X0)
        | until2p7(X0) )
    | ~ spl0_2762 ),
    inference(resolution,[],[f31158,f943]) ).

fof(f37341,plain,
    ( ! [X0] :
        ( succ(s17,X0)
        | until2p7(X0) )
    | ~ spl0_2761 ),
    inference(resolution,[],[f31152,f943]) ).

fof(f37351,plain,
    ( ! [X0] :
        ( succ(s18,X0)
        | until2p7(X0) )
    | ~ spl0_2760 ),
    inference(resolution,[],[f31146,f943]) ).

fof(f37355,plain,
    ( ! [X0] :
        ( succ(s19,X0)
        | until2p7(X0) )
    | ~ spl0_2759 ),
    inference(resolution,[],[f31140,f943]) ).

fof(f37357,plain,
    ( ! [X0] :
        ( succ(s20,X0)
        | until2p7(X0) )
    | ~ spl0_2758 ),
    inference(resolution,[],[f31134,f943]) ).

fof(f37367,plain,
    ( ! [X0] :
        ( succ(s21,X0)
        | until2p7(X0) )
    | ~ spl0_2757 ),
    inference(resolution,[],[f31128,f943]) ).

fof(f37370,plain,
    ( ! [X0] :
        ( succ(s22,X0)
        | until2p7(X0) )
    | ~ spl0_2756 ),
    inference(resolution,[],[f31122,f943]) ).

fof(f37376,plain,
    ( ! [X0] :
        ( succ(X0,s445)
        | always3(X0) )
    | ~ spl0_1363 ),
    inference(resolution,[],[f22021,f923]) ).

fof(f37377,plain,
    ( ! [X0] :
        ( succ(X0,s444)
        | always3(X0) )
    | ~ spl0_1365 ),
    inference(resolution,[],[f22033,f923]) ).

fof(f37380,plain,
    ( ! [X0] :
        ( succ(X0,s446)
        | always3(X0) )
    | ~ spl0_1361 ),
    inference(resolution,[],[f22225,f923]) ).

fof(f37381,plain,
    ( ! [X0] :
        ( succ(s23,X0)
        | until2p7(X0) )
    | ~ spl0_2755 ),
    inference(resolution,[],[f31116,f943]) ).

fof(f37383,plain,
    ( ! [X0] :
        ( succ(s24,X0)
        | until2p7(X0) )
    | ~ spl0_2754 ),
    inference(resolution,[],[f31110,f943]) ).

fof(f37385,plain,
    ( ! [X0] :
        ( succ(s25,X0)
        | until2p7(X0) )
    | ~ spl0_2753 ),
    inference(resolution,[],[f31104,f943]) ).

fof(f37387,plain,
    ( ! [X0] :
        ( succ(s26,X0)
        | until2p7(X0) )
    | ~ spl0_2752 ),
    inference(resolution,[],[f31098,f943]) ).

fof(f37389,plain,
    ( ! [X0] :
        ( succ(s27,X0)
        | until2p7(X0) )
    | ~ spl0_2751 ),
    inference(resolution,[],[f31092,f943]) ).

fof(f37391,plain,
    ( ! [X0] :
        ( succ(s28,X0)
        | until2p7(X0) )
    | ~ spl0_2750 ),
    inference(resolution,[],[f31086,f943]) ).

fof(f37393,plain,
    ( ! [X0] :
        ( succ(s29,X0)
        | until2p7(X0) )
    | ~ spl0_3003 ),
    inference(resolution,[],[f34414,f943]) ).

fof(f37395,plain,
    ( until2p7(s14)
    | ~ spl0_2765 ),
    inference(resolution,[],[f37319,f487]) ).

fof(f37396,plain,
    ( xuntil2p8(s14)
    | ~ node4(s14)
    | ~ spl0_2765 ),
    inference(resolution,[],[f37395,f942]) ).

fof(f37397,plain,
    ( ! [X0] :
        ( succ(s30,X0)
        | until2p7(X0) )
    | ~ spl0_2782 ),
    inference(resolution,[],[f31327,f943]) ).

fof(f37400,plain,
    ( ! [X0] :
        ( succ(s31,X0)
        | until2p7(X0) )
    | ~ spl0_2781 ),
    inference(resolution,[],[f31321,f943]) ).

fof(f37408,plain,
    ( ! [X0] :
        ( succ(s32,X0)
        | until2p7(X0) )
    | ~ spl0_2780 ),
    inference(resolution,[],[f31315,f943]) ).

fof(f37418,plain,
    ( ! [X0] :
        ( succ(s33,X0)
        | until2p7(X0) )
    | ~ spl0_2779 ),
    inference(resolution,[],[f31309,f943]) ).

fof(f37425,plain,
    ( ! [X0] :
        ( succ(s34,X0)
        | until2p7(X0) )
    | ~ spl0_2778 ),
    inference(resolution,[],[f31303,f943]) ).

fof(f37431,plain,
    ( ! [X0] :
        ( succ(s35,X0)
        | until2p7(X0) )
    | ~ spl0_2777 ),
    inference(resolution,[],[f31297,f943]) ).

fof(f37440,plain,
    ( ! [X0] :
        ( succ(s36,X0)
        | until2p7(X0) )
    | ~ spl0_2776 ),
    inference(resolution,[],[f31291,f943]) ).

fof(f37444,plain,
    ( ! [X0] :
        ( succ(s37,X0)
        | until2p7(X0) )
    | ~ spl0_2775 ),
    inference(resolution,[],[f31285,f943]) ).

fof(f37447,plain,
    ( ! [X0] :
        ( succ(s38,X0)
        | until2p7(X0) )
    | ~ spl0_2774 ),
    inference(resolution,[],[f31279,f943]) ).

fof(f37452,plain,
    ( ! [X0] :
        ( succ(s39,X0)
        | until2p7(X0) )
    | ~ spl0_2773 ),
    inference(resolution,[],[f31273,f943]) ).

fof(f37454,plain,
    ( ! [X0] :
        ( succ(s40,X0)
        | until2p7(X0) )
    | ~ spl0_2772 ),
    inference(resolution,[],[f31267,f943]) ).

fof(f37456,plain,
    ( ! [X0] :
        ( succ(s41,X0)
        | until2p7(X0) )
    | ~ spl0_2771 ),
    inference(resolution,[],[f31261,f943]) ).

fof(f37458,plain,
    ( ! [X0] :
        ( succ(s42,X0)
        | until2p7(X0) )
    | ~ spl0_2770 ),
    inference(resolution,[],[f31255,f943]) ).

fof(f37460,plain,
    ( ! [X0] :
        ( succ(s43,X0)
        | until2p7(X0) )
    | ~ spl0_2769 ),
    inference(resolution,[],[f31249,f943]) ).

fof(f37462,plain,
    ( ! [X0] :
        ( succ(s44,X0)
        | until2p7(X0) )
    | ~ spl0_2768 ),
    inference(resolution,[],[f31243,f943]) ).

fof(f37464,plain,
    ( ! [X0] :
        ( succ(s45,X0)
        | until2p7(X0) )
    | ~ spl0_2767 ),
    inference(resolution,[],[f31236,f943]) ).

fof(f37466,plain,
    ( ! [X0] :
        ( succ(s46,X0)
        | until2p7(X0) )
    | ~ spl0_3002 ),
    inference(resolution,[],[f34408,f943]) ).

fof(f37468,plain,
    ( ! [X0] :
        ( succ(s48,X0)
        | until2p7(X0) )
    | ~ spl0_2795 ),
    inference(resolution,[],[f31450,f943]) ).

fof(f37470,plain,
    ( always3(s444)
    | ~ spl0_1363 ),
    inference(resolution,[],[f37376,f918]) ).

fof(f37471,plain,
    ( always3(s443)
    | ~ spl0_1365 ),
    inference(resolution,[],[f37377,f917]) ).

fof(f37474,plain,
    ( spl0_1365
    | ~ spl0_1363 ),
    inference(avatar_split_clause,[],[f37470,f7812,f7821]) ).

fof(f37479,plain,
    ( ! [X0] :
        ( succ(s49,X0)
        | until2p7(X0) )
    | ~ spl0_2794 ),
    inference(resolution,[],[f31444,f943]) ).

fof(f37481,plain,
    ( always3(s445)
    | ~ spl0_1361 ),
    inference(resolution,[],[f37380,f919]) ).

fof(f37490,plain,
    ( until2p7(s15)
    | ~ spl0_2764 ),
    inference(resolution,[],[f37323,f488]) ).

fof(f37491,plain,
    ( xuntil2p8(s15)
    | ~ node4(s15)
    | ~ spl0_2764 ),
    inference(resolution,[],[f37490,f942]) ).

fof(f37492,plain,
    ( until2p7(s16)
    | ~ spl0_2763 ),
    inference(resolution,[],[f37330,f489]) ).

fof(f37493,plain,
    ( xuntil2p8(s16)
    | ~ node4(s16)
    | ~ spl0_2763 ),
    inference(resolution,[],[f37492,f942]) ).

fof(f37494,plain,
    ( until2p7(s17)
    | ~ spl0_2762 ),
    inference(resolution,[],[f37338,f490]) ).

fof(f37495,plain,
    ( xuntil2p8(s17)
    | ~ node4(s17)
    | ~ spl0_2762 ),
    inference(resolution,[],[f37494,f942]) ).

fof(f37496,plain,
    ( ! [X0] :
        ( succ(s50,X0)
        | until2p7(X0) )
    | ~ spl0_2793 ),
    inference(resolution,[],[f31438,f943]) ).

fof(f37498,plain,
    ( ! [X0] :
        ( succ(s51,X0)
        | until2p7(X0) )
    | ~ spl0_2792 ),
    inference(resolution,[],[f31432,f943]) ).

fof(f37500,plain,
    ( until2p7(s18)
    | ~ spl0_2761 ),
    inference(resolution,[],[f37341,f491]) ).

fof(f37501,plain,
    ( xuntil2p8(s18)
    | ~ node4(s18)
    | ~ spl0_2761 ),
    inference(resolution,[],[f37500,f942]) ).

fof(f37502,plain,
    ( until2p7(s19)
    | ~ spl0_2760 ),
    inference(resolution,[],[f37351,f492]) ).

fof(f37503,plain,
    ( xuntil2p8(s19)
    | ~ node4(s19)
    | ~ spl0_2760 ),
    inference(resolution,[],[f37502,f942]) ).

fof(f37504,plain,
    ( until2p7(s20)
    | ~ spl0_2759 ),
    inference(resolution,[],[f37355,f493]) ).

fof(f37505,plain,
    ( xuntil2p8(s20)
    | ~ node4(s20)
    | ~ spl0_2759 ),
    inference(resolution,[],[f37504,f942]) ).

fof(f37506,plain,
    ( until2p7(s21)
    | ~ spl0_2758 ),
    inference(resolution,[],[f37357,f494]) ).

fof(f37507,plain,
    ( xuntil2p8(s21)
    | ~ node4(s21)
    | ~ spl0_2758 ),
    inference(resolution,[],[f37506,f942]) ).

fof(f37508,plain,
    ( until2p7(s22)
    | ~ spl0_2757 ),
    inference(resolution,[],[f37367,f495]) ).

fof(f37509,plain,
    ( xuntil2p8(s22)
    | ~ node4(s22)
    | ~ spl0_2757 ),
    inference(resolution,[],[f37508,f942]) ).

fof(f37510,plain,
    ( until2p7(s23)
    | ~ spl0_2756 ),
    inference(resolution,[],[f37370,f496]) ).

fof(f37511,plain,
    ( xuntil2p8(s23)
    | ~ node4(s23)
    | ~ spl0_2756 ),
    inference(resolution,[],[f37510,f942]) ).

fof(f37512,plain,
    ( ! [X0] :
        ( succ(s52,X0)
        | until2p7(X0) )
    | ~ spl0_2791 ),
    inference(resolution,[],[f31426,f943]) ).

fof(f37514,plain,
    ( until2p7(s24)
    | ~ spl0_2755 ),
    inference(resolution,[],[f37381,f497]) ).

fof(f37515,plain,
    ( xuntil2p8(s24)
    | ~ node4(s24)
    | ~ spl0_2755 ),
    inference(resolution,[],[f37514,f942]) ).

fof(f37516,plain,
    ( until2p7(s25)
    | ~ spl0_2754 ),
    inference(resolution,[],[f37383,f498]) ).

fof(f37517,plain,
    ( xuntil2p8(s25)
    | ~ node4(s25)
    | ~ spl0_2754 ),
    inference(resolution,[],[f37516,f942]) ).

fof(f37518,plain,
    ( ! [X0] :
        ( succ(s53,X0)
        | until2p7(X0) )
    | ~ spl0_2790 ),
    inference(resolution,[],[f31420,f943]) ).

fof(f37520,plain,
    ( until2p7(s26)
    | ~ spl0_2753 ),
    inference(resolution,[],[f37385,f499]) ).

fof(f37521,plain,
    ( xuntil2p8(s26)
    | ~ node4(s26)
    | ~ spl0_2753 ),
    inference(resolution,[],[f37520,f942]) ).

fof(f37522,plain,
    ( until2p7(s27)
    | ~ spl0_2752 ),
    inference(resolution,[],[f37387,f500]) ).

fof(f37523,plain,
    ( xuntil2p8(s27)
    | ~ node4(s27)
    | ~ spl0_2752 ),
    inference(resolution,[],[f37522,f942]) ).

fof(f37524,plain,
    ( ! [X0] :
        ( succ(s54,X0)
        | until2p7(X0) )
    | ~ spl0_2789 ),
    inference(resolution,[],[f31414,f943]) ).

fof(f37526,plain,
    ( until2p7(s28)
    | ~ spl0_2751 ),
    inference(resolution,[],[f37389,f501]) ).

fof(f37527,plain,
    ( xuntil2p8(s28)
    | ~ node4(s28)
    | ~ spl0_2751 ),
    inference(resolution,[],[f37526,f942]) ).

fof(f37528,plain,
    ( until2p7(s29)
    | ~ spl0_2750 ),
    inference(resolution,[],[f37391,f502]) ).

fof(f37529,plain,
    ( xuntil2p8(s29)
    | ~ node4(s29)
    | ~ spl0_2750 ),
    inference(resolution,[],[f37528,f942]) ).

fof(f37530,plain,
    ( until2p7(s30)
    | ~ spl0_3003 ),
    inference(resolution,[],[f37393,f503]) ).

fof(f37531,plain,
    ( xuntil2p8(s30)
    | ~ node4(s30)
    | ~ spl0_3003 ),
    inference(resolution,[],[f37530,f942]) ).

fof(f37532,plain,
    ( until2p7(s31)
    | ~ spl0_2782 ),
    inference(resolution,[],[f37397,f504]) ).

fof(f37533,plain,
    ( xuntil2p8(s31)
    | ~ node4(s31)
    | ~ spl0_2782 ),
    inference(resolution,[],[f37532,f942]) ).

fof(f37534,plain,
    ( ! [X0] :
        ( succ(s55,X0)
        | until2p7(X0) )
    | ~ spl0_2788 ),
    inference(resolution,[],[f31408,f943]) ).

fof(f37536,plain,
    ( until2p7(s32)
    | ~ spl0_2781 ),
    inference(resolution,[],[f37400,f505]) ).

fof(f37537,plain,
    ( xuntil2p8(s32)
    | ~ node4(s32)
    | ~ spl0_2781 ),
    inference(resolution,[],[f37536,f942]) ).

fof(f37538,plain,
    ( until2p7(s33)
    | ~ spl0_2780 ),
    inference(resolution,[],[f37408,f506]) ).

fof(f37539,plain,
    ( xuntil2p8(s33)
    | ~ node4(s33)
    | ~ spl0_2780 ),
    inference(resolution,[],[f37538,f942]) ).

fof(f37540,plain,
    ( until2p7(s34)
    | ~ spl0_2779 ),
    inference(resolution,[],[f37418,f507]) ).

fof(f37541,plain,
    ( xuntil2p8(s34)
    | ~ node4(s34)
    | ~ spl0_2779 ),
    inference(resolution,[],[f37540,f942]) ).

fof(f37542,plain,
    ( until2p7(s35)
    | ~ spl0_2778 ),
    inference(resolution,[],[f37425,f508]) ).

fof(f37543,plain,
    ( xuntil2p8(s35)
    | ~ node4(s35)
    | ~ spl0_2778 ),
    inference(resolution,[],[f37542,f942]) ).

fof(f37544,plain,
    ( until2p7(s36)
    | ~ spl0_2777 ),
    inference(resolution,[],[f37431,f509]) ).

fof(f37545,plain,
    ( xuntil2p8(s36)
    | ~ node4(s36)
    | ~ spl0_2777 ),
    inference(resolution,[],[f37544,f942]) ).

fof(f37546,plain,
    ( until2p7(s37)
    | ~ spl0_2776 ),
    inference(resolution,[],[f37440,f510]) ).

fof(f37547,plain,
    ( xuntil2p8(s37)
    | ~ node4(s37)
    | ~ spl0_2776 ),
    inference(resolution,[],[f37546,f942]) ).

fof(f37548,plain,
    ( ! [X0] :
        ( succ(s56,X0)
        | until2p7(X0) )
    | ~ spl0_2787 ),
    inference(resolution,[],[f31402,f943]) ).

fof(f37550,plain,
    ( until2p7(s38)
    | ~ spl0_2775 ),
    inference(resolution,[],[f37444,f511]) ).

fof(f37551,plain,
    ( xuntil2p8(s38)
    | ~ node4(s38)
    | ~ spl0_2775 ),
    inference(resolution,[],[f37550,f942]) ).

fof(f37552,plain,
    ( until2p7(s39)
    | ~ spl0_2774 ),
    inference(resolution,[],[f37447,f512]) ).

fof(f37553,plain,
    ( xuntil2p8(s39)
    | ~ node4(s39)
    | ~ spl0_2774 ),
    inference(resolution,[],[f37552,f942]) ).

fof(f37554,plain,
    ( until2p7(s40)
    | ~ spl0_2773 ),
    inference(resolution,[],[f37452,f513]) ).

fof(f37555,plain,
    ( xuntil2p8(s40)
    | ~ node4(s40)
    | ~ spl0_2773 ),
    inference(resolution,[],[f37554,f942]) ).

fof(f37556,plain,
    ( until2p7(s41)
    | ~ spl0_2772 ),
    inference(resolution,[],[f37454,f514]) ).

fof(f37557,plain,
    ( xuntil2p8(s41)
    | ~ node4(s41)
    | ~ spl0_2772 ),
    inference(resolution,[],[f37556,f942]) ).

fof(f37558,plain,
    ( until2p7(s42)
    | ~ spl0_2771 ),
    inference(resolution,[],[f37456,f515]) ).

fof(f37559,plain,
    ( xuntil2p8(s42)
    | ~ node4(s42)
    | ~ spl0_2771 ),
    inference(resolution,[],[f37558,f942]) ).

fof(f37560,plain,
    ( until2p7(s43)
    | ~ spl0_2770 ),
    inference(resolution,[],[f37458,f516]) ).

fof(f37561,plain,
    ( xuntil2p8(s43)
    | ~ node4(s43)
    | ~ spl0_2770 ),
    inference(resolution,[],[f37560,f942]) ).

fof(f37562,plain,
    ( until2p7(s44)
    | ~ spl0_2769 ),
    inference(resolution,[],[f37460,f517]) ).

fof(f37563,plain,
    ( xuntil2p8(s44)
    | ~ node4(s44)
    | ~ spl0_2769 ),
    inference(resolution,[],[f37562,f942]) ).

fof(f37564,plain,
    ( until2p7(s45)
    | ~ spl0_2768 ),
    inference(resolution,[],[f37462,f518]) ).

fof(f37565,plain,
    ( xuntil2p8(s45)
    | ~ node4(s45)
    | ~ spl0_2768 ),
    inference(resolution,[],[f37564,f942]) ).

fof(f37566,plain,
    ( ! [X0] :
        ( succ(s57,X0)
        | until2p7(X0) )
    | ~ spl0_2786 ),
    inference(resolution,[],[f31396,f943]) ).

fof(f37568,plain,
    ( until2p7(s46)
    | ~ spl0_2767 ),
    inference(resolution,[],[f37464,f519]) ).

fof(f37569,plain,
    ( xuntil2p8(s46)
    | ~ node4(s46)
    | ~ spl0_2767 ),
    inference(resolution,[],[f37568,f942]) ).

fof(f37570,plain,
    ( until2p7(s47)
    | ~ spl0_3002 ),
    inference(resolution,[],[f37466,f520]) ).

fof(f37571,plain,
    ( xuntil2p8(s47)
    | ~ node4(s47)
    | ~ spl0_3002 ),
    inference(resolution,[],[f37570,f942]) ).

fof(f37572,plain,
    ( xuntil2p8(s47)
    | ~ spl0_2316
    | ~ spl0_3002 ),
    inference(forward_subsumption_resolution,[],[f37571,f13909]) ).

fof(f37573,plain,
    ( ! [X0] :
        ( succ(s47,X0)
        | until2p7(X0) )
    | ~ spl0_2316
    | ~ spl0_3002 ),
    inference(resolution,[],[f37572,f943]) ).

fof(f37575,plain,
    ( until2p7(s48)
    | ~ spl0_2316
    | ~ spl0_3002 ),
    inference(resolution,[],[f37573,f521]) ).

fof(f37576,plain,
    ( xuntil2p8(s48)
    | ~ node4(s48)
    | ~ spl0_2316
    | ~ spl0_3002 ),
    inference(resolution,[],[f37575,f942]) ).

fof(f37577,plain,
    ( until2p7(s49)
    | ~ spl0_2795 ),
    inference(resolution,[],[f37468,f522]) ).

fof(f37578,plain,
    ( xuntil2p8(s49)
    | ~ node4(s49)
    | ~ spl0_2795 ),
    inference(resolution,[],[f37577,f942]) ).

fof(f37579,plain,
    ( until2p7(s50)
    | ~ spl0_2794 ),
    inference(resolution,[],[f37479,f523]) ).

fof(f37580,plain,
    ( xuntil2p8(s50)
    | ~ node4(s50)
    | ~ spl0_2794 ),
    inference(resolution,[],[f37579,f942]) ).

fof(f37581,plain,
    ( until2p7(s51)
    | ~ spl0_2793 ),
    inference(resolution,[],[f37496,f524]) ).

fof(f37582,plain,
    ( xuntil2p8(s51)
    | ~ node4(s51)
    | ~ spl0_2793 ),
    inference(resolution,[],[f37581,f942]) ).

fof(f37583,plain,
    ( until2p7(s52)
    | ~ spl0_2792 ),
    inference(resolution,[],[f37498,f525]) ).

fof(f37584,plain,
    ( xuntil2p8(s52)
    | ~ node4(s52)
    | ~ spl0_2792 ),
    inference(resolution,[],[f37583,f942]) ).

fof(f37585,plain,
    ( until2p7(s53)
    | ~ spl0_2791 ),
    inference(resolution,[],[f37512,f526]) ).

fof(f37586,plain,
    ( xuntil2p8(s53)
    | ~ node4(s53)
    | ~ spl0_2791 ),
    inference(resolution,[],[f37585,f942]) ).

fof(f37587,plain,
    ( ! [X0] :
        ( succ(s58,X0)
        | until2p7(X0) )
    | ~ spl0_2785 ),
    inference(resolution,[],[f31390,f943]) ).

fof(f37589,plain,
    ( until2p7(s54)
    | ~ spl0_2790 ),
    inference(resolution,[],[f37518,f527]) ).

fof(f37590,plain,
    ( xuntil2p8(s54)
    | ~ node4(s54)
    | ~ spl0_2790 ),
    inference(resolution,[],[f37589,f942]) ).

fof(f37591,plain,
    ( until2p7(s55)
    | ~ spl0_2789 ),
    inference(resolution,[],[f37524,f528]) ).

fof(f37592,plain,
    ( xuntil2p8(s55)
    | ~ node4(s55)
    | ~ spl0_2789 ),
    inference(resolution,[],[f37591,f942]) ).

fof(f37593,plain,
    ( until2p7(s56)
    | ~ spl0_2788 ),
    inference(resolution,[],[f37534,f529]) ).

fof(f37594,plain,
    ( xuntil2p8(s56)
    | ~ node4(s56)
    | ~ spl0_2788 ),
    inference(resolution,[],[f37593,f942]) ).

fof(f37595,plain,
    ( until2p7(s57)
    | ~ spl0_2787 ),
    inference(resolution,[],[f37548,f530]) ).

fof(f37596,plain,
    ( xuntil2p8(s57)
    | ~ node4(s57)
    | ~ spl0_2787 ),
    inference(resolution,[],[f37595,f942]) ).

fof(f37597,plain,
    ( ! [X0] :
        ( succ(s59,X0)
        | until2p7(X0) )
    | ~ spl0_2784 ),
    inference(resolution,[],[f31384,f943]) ).

fof(f37599,plain,
    ( ! [X0] :
        ( succ(s60,X0)
        | until2p7(X0) )
    | ~ spl0_2783 ),
    inference(resolution,[],[f31377,f943]) ).

fof(f37601,plain,
    ( until2p7(s58)
    | ~ spl0_2786 ),
    inference(resolution,[],[f37566,f531]) ).

fof(f37602,plain,
    ( xuntil2p8(s58)
    | ~ node4(s58)
    | ~ spl0_2786 ),
    inference(resolution,[],[f37601,f942]) ).

fof(f37603,plain,
    ( until2p7(s59)
    | ~ spl0_2785 ),
    inference(resolution,[],[f37587,f532]) ).

fof(f37604,plain,
    ( xuntil2p8(s59)
    | ~ node4(s59)
    | ~ spl0_2785 ),
    inference(resolution,[],[f37603,f942]) ).

fof(f37605,plain,
    ( until2p7(s60)
    | ~ spl0_2784 ),
    inference(resolution,[],[f37597,f533]) ).

fof(f37606,plain,
    ( xuntil2p8(s60)
    | ~ node4(s60)
    | ~ spl0_2784 ),
    inference(resolution,[],[f37605,f942]) ).

fof(f37607,plain,
    ( until2p7(s61)
    | ~ spl0_2783 ),
    inference(resolution,[],[f37599,f534]) ).

fof(f37608,plain,
    ( xuntil2p8(s61)
    | ~ node4(s61)
    | ~ spl0_2783 ),
    inference(resolution,[],[f37607,f942]) ).

fof(f37609,plain,
    ( xuntil2p8(s61)
    | ~ spl0_2317
    | ~ spl0_2783 ),
    inference(forward_subsumption_resolution,[],[f37608,f13932]) ).

fof(f37610,plain,
    ( spl0_2998
    | ~ spl0_2317
    | ~ spl0_2783 ),
    inference(avatar_split_clause,[],[f37609,f31375,f13931,f34123]) ).

fof(f37611,plain,
    ( ! [X0] :
        ( succ(s61,X0)
        | until2p7(X0) )
    | ~ spl0_2998 ),
    inference(resolution,[],[f34125,f943]) ).

fof(f37613,plain,
    ( ! [X0] :
        ( succ(s63,X0)
        | until2p7(X0) )
    | ~ spl0_2808 ),
    inference(resolution,[],[f31567,f943]) ).

fof(f37615,plain,
    ( until2p7(s62)
    | ~ spl0_2998 ),
    inference(resolution,[],[f37611,f535]) ).

fof(f37616,plain,
    ( xuntil2p8(s62)
    | ~ node4(s62)
    | ~ spl0_2998 ),
    inference(resolution,[],[f37615,f942]) ).

fof(f37617,plain,
    ( xuntil2p8(s62)
    | ~ spl0_2331
    | ~ spl0_2998 ),
    inference(forward_subsumption_resolution,[],[f37616,f14205]) ).

fof(f37618,plain,
    ( ! [X0] :
        ( succ(s62,X0)
        | until2p7(X0) )
    | ~ spl0_2331
    | ~ spl0_2998 ),
    inference(resolution,[],[f37617,f943]) ).

fof(f37620,plain,
    ( until2p7(s63)
    | ~ spl0_2331
    | ~ spl0_2998 ),
    inference(resolution,[],[f37618,f536]) ).

fof(f37621,plain,
    ( xuntil2p8(s63)
    | ~ node4(s63)
    | ~ spl0_2331
    | ~ spl0_2998 ),
    inference(resolution,[],[f37620,f942]) ).

fof(f37622,plain,
    ( until2p7(s64)
    | ~ spl0_2808 ),
    inference(resolution,[],[f37613,f537]) ).

fof(f37623,plain,
    ( xuntil2p8(s64)
    | ~ node4(s64)
    | ~ spl0_2808 ),
    inference(resolution,[],[f37622,f942]) ).

fof(f37624,plain,
    ( xuntil2p8(s64)
    | ~ spl0_2329
    | ~ spl0_2808 ),
    inference(forward_subsumption_resolution,[],[f37623,f14183]) ).

fof(f37625,plain,
    ( spl0_2807
    | ~ spl0_2329
    | ~ spl0_2808 ),
    inference(avatar_split_clause,[],[f37624,f31565,f14182,f31559]) ).

fof(f37626,plain,
    ( ! [X0] :
        ( succ(s64,X0)
        | until2p7(X0) )
    | ~ spl0_2807 ),
    inference(resolution,[],[f31561,f943]) ).

fof(f37628,plain,
    ( until2p7(s65)
    | ~ spl0_2807 ),
    inference(resolution,[],[f37626,f538]) ).

fof(f37629,plain,
    ( xuntil2p8(s65)
    | ~ node4(s65)
    | ~ spl0_2807 ),
    inference(resolution,[],[f37628,f942]) ).

fof(f37630,plain,
    ( xuntil2p8(s65)
    | ~ spl0_2328
    | ~ spl0_2807 ),
    inference(forward_subsumption_resolution,[],[f37629,f14172]) ).

fof(f37631,plain,
    ( spl0_2806
    | ~ spl0_2328
    | ~ spl0_2807 ),
    inference(avatar_split_clause,[],[f37630,f31559,f14171,f31553]) ).

fof(f37632,plain,
    ( ! [X0] :
        ( succ(s65,X0)
        | until2p7(X0) )
    | ~ spl0_2806 ),
    inference(resolution,[],[f31555,f943]) ).

fof(f37634,plain,
    ( until2p7(s66)
    | ~ spl0_2806 ),
    inference(resolution,[],[f37632,f539]) ).

fof(f37635,plain,
    ( xuntil2p8(s66)
    | ~ node4(s66)
    | ~ spl0_2806 ),
    inference(resolution,[],[f37634,f942]) ).

fof(f37636,plain,
    ( xuntil2p8(s66)
    | ~ spl0_2327
    | ~ spl0_2806 ),
    inference(forward_subsumption_resolution,[],[f37635,f14161]) ).

fof(f37637,plain,
    ( spl0_2805
    | ~ spl0_2327
    | ~ spl0_2806 ),
    inference(avatar_split_clause,[],[f37636,f31553,f14160,f31547]) ).

fof(f37638,plain,
    ( ! [X0] :
        ( succ(s66,X0)
        | until2p7(X0) )
    | ~ spl0_2805 ),
    inference(resolution,[],[f31549,f943]) ).

fof(f37640,plain,
    ( ! [X0] :
        ( succ(s67,X0)
        | until2p7(X0) )
    | ~ spl0_2804 ),
    inference(resolution,[],[f31543,f943]) ).

fof(f37642,plain,
    ( until2p7(s67)
    | ~ spl0_2805 ),
    inference(resolution,[],[f37638,f540]) ).

fof(f37643,plain,
    ( xuntil2p8(s67)
    | ~ node4(s67)
    | ~ spl0_2805 ),
    inference(resolution,[],[f37642,f942]) ).

fof(f37644,plain,
    ( until2p7(s68)
    | ~ spl0_2804 ),
    inference(resolution,[],[f37640,f541]) ).

fof(f37645,plain,
    ( xuntil2p8(s68)
    | ~ node4(s68)
    | ~ spl0_2804 ),
    inference(resolution,[],[f37644,f942]) ).

fof(f37646,plain,
    ( xuntil2p8(s68)
    | ~ spl0_2325
    | ~ spl0_2804 ),
    inference(forward_subsumption_resolution,[],[f37645,f14139]) ).

fof(f37647,plain,
    ( spl0_2803
    | ~ spl0_2325
    | ~ spl0_2804 ),
    inference(avatar_split_clause,[],[f37646,f31541,f14138,f31535]) ).

fof(f37648,plain,
    ( ! [X0] :
        ( succ(s68,X0)
        | until2p7(X0) )
    | ~ spl0_2803 ),
    inference(resolution,[],[f31537,f943]) ).

fof(f37650,plain,
    ( until2p7(s69)
    | ~ spl0_2803 ),
    inference(resolution,[],[f37648,f542]) ).

fof(f37651,plain,
    ( xuntil2p8(s69)
    | ~ node4(s69)
    | ~ spl0_2803 ),
    inference(resolution,[],[f37650,f942]) ).

fof(f37652,plain,
    ( xuntil2p8(s69)
    | ~ spl0_2324
    | ~ spl0_2803 ),
    inference(forward_subsumption_resolution,[],[f37651,f14128]) ).

fof(f37653,plain,
    ( spl0_2802
    | ~ spl0_2324
    | ~ spl0_2803 ),
    inference(avatar_split_clause,[],[f37652,f31535,f14127,f31529]) ).

fof(f37654,plain,
    ( ! [X0] :
        ( succ(s69,X0)
        | until2p7(X0) )
    | ~ spl0_2802 ),
    inference(resolution,[],[f31531,f943]) ).

fof(f37656,plain,
    ( ! [X0] :
        ( succ(s70,X0)
        | until2p7(X0) )
    | ~ spl0_2801 ),
    inference(resolution,[],[f31525,f943]) ).

fof(f37658,plain,
    ( until2p7(s70)
    | ~ spl0_2802 ),
    inference(resolution,[],[f37654,f543]) ).

fof(f37659,plain,
    ( xuntil2p8(s70)
    | ~ node4(s70)
    | ~ spl0_2802 ),
    inference(resolution,[],[f37658,f942]) ).

fof(f37660,plain,
    ( until2p7(s71)
    | ~ spl0_2801 ),
    inference(resolution,[],[f37656,f544]) ).

fof(f37661,plain,
    ( xuntil2p8(s71)
    | ~ node4(s71)
    | ~ spl0_2801 ),
    inference(resolution,[],[f37660,f942]) ).

fof(f37662,plain,
    ( xuntil2p8(s71)
    | ~ spl0_2322
    | ~ spl0_2801 ),
    inference(forward_subsumption_resolution,[],[f37661,f14106]) ).

fof(f37663,plain,
    ( spl0_2800
    | ~ spl0_2322
    | ~ spl0_2801 ),
    inference(avatar_split_clause,[],[f37662,f31523,f14105,f31517]) ).

fof(f37664,plain,
    ( ! [X0] :
        ( succ(s71,X0)
        | until2p7(X0) )
    | ~ spl0_2800 ),
    inference(resolution,[],[f31519,f943]) ).

fof(f37666,plain,
    ( ! [X0] :
        ( succ(s72,X0)
        | until2p7(X0) )
    | ~ spl0_2799 ),
    inference(resolution,[],[f31513,f943]) ).

fof(f37668,plain,
    ( until2p7(s72)
    | ~ spl0_2800 ),
    inference(resolution,[],[f37664,f545]) ).

fof(f37669,plain,
    ( xuntil2p8(s72)
    | ~ node4(s72)
    | ~ spl0_2800 ),
    inference(resolution,[],[f37668,f942]) ).

fof(f37670,plain,
    ( until2p7(s73)
    | ~ spl0_2799 ),
    inference(resolution,[],[f37666,f546]) ).

fof(f37671,plain,
    ( xuntil2p8(s73)
    | ~ node4(s73)
    | ~ spl0_2799 ),
    inference(resolution,[],[f37670,f942]) ).

fof(f37672,plain,
    ( xuntil2p8(s73)
    | ~ spl0_2320
    | ~ spl0_2799 ),
    inference(forward_subsumption_resolution,[],[f37671,f14084]) ).

fof(f37673,plain,
    ( spl0_2798
    | ~ spl0_2320
    | ~ spl0_2799 ),
    inference(avatar_split_clause,[],[f37672,f31511,f14083,f31505]) ).

fof(f37674,plain,
    ( ! [X0] :
        ( succ(s73,X0)
        | until2p7(X0) )
    | ~ spl0_2798 ),
    inference(resolution,[],[f31507,f943]) ).

fof(f37676,plain,
    ( until2p7(s74)
    | ~ spl0_2798 ),
    inference(resolution,[],[f37674,f547]) ).

fof(f37677,plain,
    ( xuntil2p8(s74)
    | ~ node4(s74)
    | ~ spl0_2798 ),
    inference(resolution,[],[f37676,f942]) ).

fof(f37678,plain,
    ( xuntil2p8(s74)
    | ~ spl0_2319
    | ~ spl0_2798 ),
    inference(forward_subsumption_resolution,[],[f37677,f14073]) ).

fof(f37679,plain,
    ( spl0_2797
    | ~ spl0_2319
    | ~ spl0_2798 ),
    inference(avatar_split_clause,[],[f37678,f31505,f14072,f31499]) ).

fof(f37680,plain,
    ( ! [X0] :
        ( succ(s74,X0)
        | until2p7(X0) )
    | ~ spl0_2797 ),
    inference(resolution,[],[f31501,f943]) ).

fof(f37682,plain,
    ( ! [X0] :
        ( succ(s75,X0)
        | until2p7(X0) )
    | ~ spl0_2796 ),
    inference(resolution,[],[f31494,f943]) ).

fof(f37684,plain,
    ( until2p7(s75)
    | ~ spl0_2797 ),
    inference(resolution,[],[f37680,f548]) ).

fof(f37685,plain,
    ( xuntil2p8(s75)
    | ~ node4(s75)
    | ~ spl0_2797 ),
    inference(resolution,[],[f37684,f942]) ).

fof(f37686,plain,
    ( ! [X0] :
        ( succ(s76,X0)
        | until2p7(X0) )
    | ~ spl0_3009 ),
    inference(resolution,[],[f34743,f943]) ).

fof(f37688,plain,
    ( until2p7(s76)
    | ~ spl0_2796 ),
    inference(resolution,[],[f37682,f549]) ).

fof(f37689,plain,
    ( xuntil2p8(s76)
    | ~ node4(s76)
    | ~ spl0_2796 ),
    inference(resolution,[],[f37688,f942]) ).

fof(f37690,plain,
    ( ! [X0] :
        ( succ(s78,X0)
        | until2p7(X0) )
    | ~ spl0_2822 ),
    inference(resolution,[],[f31691,f943]) ).

fof(f37692,plain,
    ( until2p7(s77)
    | ~ spl0_3009 ),
    inference(resolution,[],[f37686,f550]) ).

fof(f37693,plain,
    ( xuntil2p8(s77)
    | ~ node4(s77)
    | ~ spl0_3009 ),
    inference(resolution,[],[f37692,f942]) ).

fof(f37694,plain,
    ( xuntil2p8(s77)
    | ~ spl0_2347
    | ~ spl0_3009 ),
    inference(forward_subsumption_resolution,[],[f37693,f14518]) ).

fof(f37695,plain,
    ( ! [X0] :
        ( succ(s77,X0)
        | until2p7(X0) )
    | ~ spl0_2347
    | ~ spl0_3009 ),
    inference(resolution,[],[f37694,f943]) ).

fof(f37697,plain,
    ( until2p7(s78)
    | ~ spl0_2347
    | ~ spl0_3009 ),
    inference(resolution,[],[f37695,f551]) ).

fof(f37698,plain,
    ( xuntil2p8(s78)
    | ~ node4(s78)
    | ~ spl0_2347
    | ~ spl0_3009 ),
    inference(resolution,[],[f37697,f942]) ).

fof(f37699,plain,
    ( until2p7(s79)
    | ~ spl0_2822 ),
    inference(resolution,[],[f37690,f552]) ).

fof(f37700,plain,
    ( xuntil2p8(s79)
    | ~ node4(s79)
    | ~ spl0_2822 ),
    inference(resolution,[],[f37699,f942]) ).

fof(f37701,plain,
    ( xuntil2p8(s79)
    | ~ spl0_2345
    | ~ spl0_2822 ),
    inference(forward_subsumption_resolution,[],[f37700,f14496]) ).

fof(f37702,plain,
    ( spl0_2821
    | ~ spl0_2345
    | ~ spl0_2822 ),
    inference(avatar_split_clause,[],[f37701,f31689,f14495,f31683]) ).

fof(f37703,plain,
    ( ! [X0] :
        ( succ(s79,X0)
        | until2p7(X0) )
    | ~ spl0_2821 ),
    inference(resolution,[],[f31685,f943]) ).

fof(f37705,plain,
    ( ! [X0] :
        ( succ(s80,X0)
        | until2p7(X0) )
    | ~ spl0_2820 ),
    inference(resolution,[],[f31679,f943]) ).

fof(f37707,plain,
    ( until2p7(s80)
    | ~ spl0_2821 ),
    inference(resolution,[],[f37703,f553]) ).

fof(f37708,plain,
    ( xuntil2p8(s80)
    | ~ node4(s80)
    | ~ spl0_2821 ),
    inference(resolution,[],[f37707,f942]) ).

fof(f37709,plain,
    ( until2p7(s81)
    | ~ spl0_2820 ),
    inference(resolution,[],[f37705,f554]) ).

fof(f37710,plain,
    ( xuntil2p8(s81)
    | ~ node4(s81)
    | ~ spl0_2820 ),
    inference(resolution,[],[f37709,f942]) ).

fof(f37711,plain,
    ( xuntil2p8(s81)
    | ~ spl0_2343
    | ~ spl0_2820 ),
    inference(forward_subsumption_resolution,[],[f37710,f14474]) ).

fof(f37712,plain,
    ( spl0_2819
    | ~ spl0_2343
    | ~ spl0_2820 ),
    inference(avatar_split_clause,[],[f37711,f31677,f14473,f31671]) ).

fof(f37713,plain,
    ( ! [X0] :
        ( succ(s81,X0)
        | until2p7(X0) )
    | ~ spl0_2819 ),
    inference(resolution,[],[f31673,f943]) ).

fof(f37715,plain,
    ( until2p7(s82)
    | ~ spl0_2819 ),
    inference(resolution,[],[f37713,f555]) ).

fof(f37716,plain,
    ( xuntil2p8(s82)
    | ~ node4(s82)
    | ~ spl0_2819 ),
    inference(resolution,[],[f37715,f942]) ).

fof(f37717,plain,
    ( xuntil2p8(s82)
    | ~ spl0_2342
    | ~ spl0_2819 ),
    inference(forward_subsumption_resolution,[],[f37716,f14463]) ).

fof(f37718,plain,
    ( spl0_2818
    | ~ spl0_2342
    | ~ spl0_2819 ),
    inference(avatar_split_clause,[],[f37717,f31671,f14462,f31665]) ).

fof(f37719,plain,
    ( ! [X0] :
        ( succ(s82,X0)
        | until2p7(X0) )
    | ~ spl0_2818 ),
    inference(resolution,[],[f31667,f943]) ).

fof(f37721,plain,
    ( ! [X0] :
        ( succ(s83,X0)
        | until2p7(X0) )
    | ~ spl0_2817 ),
    inference(resolution,[],[f31661,f943]) ).

fof(f37723,plain,
    ( until2p7(s83)
    | ~ spl0_2818 ),
    inference(resolution,[],[f37719,f556]) ).

fof(f37724,plain,
    ( xuntil2p8(s83)
    | ~ node4(s83)
    | ~ spl0_2818 ),
    inference(resolution,[],[f37723,f942]) ).

fof(f37725,plain,
    ( until2p7(s84)
    | ~ spl0_2817 ),
    inference(resolution,[],[f37721,f557]) ).

fof(f37726,plain,
    ( xuntil2p8(s84)
    | ~ node4(s84)
    | ~ spl0_2817 ),
    inference(resolution,[],[f37725,f942]) ).

fof(f37727,plain,
    ( xuntil2p8(s84)
    | ~ spl0_2340
    | ~ spl0_2817 ),
    inference(forward_subsumption_resolution,[],[f37726,f14441]) ).

fof(f37728,plain,
    ( spl0_2816
    | ~ spl0_2340
    | ~ spl0_2817 ),
    inference(avatar_split_clause,[],[f37727,f31659,f14440,f31653]) ).

fof(f37729,plain,
    ( ! [X0] :
        ( succ(s84,X0)
        | until2p7(X0) )
    | ~ spl0_2816 ),
    inference(resolution,[],[f31655,f943]) ).

fof(f37731,plain,
    ( until2p7(s85)
    | ~ spl0_2816 ),
    inference(resolution,[],[f37729,f558]) ).

fof(f37732,plain,
    ( xuntil2p8(s85)
    | ~ node4(s85)
    | ~ spl0_2816 ),
    inference(resolution,[],[f37731,f942]) ).

fof(f37733,plain,
    ( xuntil2p8(s85)
    | ~ spl0_2339
    | ~ spl0_2816 ),
    inference(forward_subsumption_resolution,[],[f37732,f14430]) ).

fof(f37734,plain,
    ( spl0_2815
    | ~ spl0_2339
    | ~ spl0_2816 ),
    inference(avatar_split_clause,[],[f37733,f31653,f14429,f31647]) ).

fof(f37735,plain,
    ( ! [X0] :
        ( succ(s85,X0)
        | until2p7(X0) )
    | ~ spl0_2815 ),
    inference(resolution,[],[f31649,f943]) ).

fof(f37737,plain,
    ( ! [X0] :
        ( succ(s86,X0)
        | until2p7(X0) )
    | ~ spl0_2814 ),
    inference(resolution,[],[f31643,f943]) ).

fof(f37739,plain,
    ( ! [X0] :
        ( succ(s87,X0)
        | until2p7(X0) )
    | ~ spl0_2813 ),
    inference(resolution,[],[f31637,f943]) ).

fof(f37741,plain,
    ( until2p7(s86)
    | ~ spl0_2815 ),
    inference(resolution,[],[f37735,f559]) ).

fof(f37742,plain,
    ( xuntil2p8(s86)
    | ~ node4(s86)
    | ~ spl0_2815 ),
    inference(resolution,[],[f37741,f942]) ).

fof(f37743,plain,
    ( until2p7(s87)
    | ~ spl0_2814 ),
    inference(resolution,[],[f37737,f560]) ).

fof(f37744,plain,
    ( xuntil2p8(s87)
    | ~ node4(s87)
    | ~ spl0_2814 ),
    inference(resolution,[],[f37743,f942]) ).

fof(f37745,plain,
    ( ! [X0] :
        ( succ(s88,X0)
        | until2p7(X0) )
    | ~ spl0_2812 ),
    inference(resolution,[],[f31631,f943]) ).

fof(f37747,plain,
    ( until2p7(s88)
    | ~ spl0_2813 ),
    inference(resolution,[],[f37739,f561]) ).

fof(f37748,plain,
    ( xuntil2p8(s88)
    | ~ node4(s88)
    | ~ spl0_2813 ),
    inference(resolution,[],[f37747,f942]) ).

fof(f37749,plain,
    ( ! [X0] :
        ( succ(s89,X0)
        | until2p7(X0) )
    | ~ spl0_2811 ),
    inference(resolution,[],[f31625,f943]) ).

fof(f37751,plain,
    ( until2p7(s89)
    | ~ spl0_2812 ),
    inference(resolution,[],[f37745,f562]) ).

fof(f37752,plain,
    ( xuntil2p8(s89)
    | ~ node4(s89)
    | ~ spl0_2812 ),
    inference(resolution,[],[f37751,f942]) ).

fof(f37753,plain,
    ( until2p7(s90)
    | ~ spl0_2811 ),
    inference(resolution,[],[f37749,f563]) ).

fof(f37754,plain,
    ( xuntil2p8(s90)
    | ~ node4(s90)
    | ~ spl0_2811 ),
    inference(resolution,[],[f37753,f942]) ).

fof(f37755,plain,
    ( xuntil2p8(s90)
    | ~ spl0_2334
    | ~ spl0_2811 ),
    inference(forward_subsumption_resolution,[],[f37754,f14375]) ).

fof(f37756,plain,
    ( spl0_2810
    | ~ spl0_2334
    | ~ spl0_2811 ),
    inference(avatar_split_clause,[],[f37755,f31623,f14374,f31617]) ).

fof(f37757,plain,
    ( ! [X0] :
        ( succ(s90,X0)
        | until2p7(X0) )
    | ~ spl0_2810 ),
    inference(resolution,[],[f31619,f943]) ).

fof(f37759,plain,
    ( ! [X0] :
        ( succ(s91,X0)
        | until2p7(X0) )
    | ~ spl0_2809 ),
    inference(resolution,[],[f31612,f943]) ).

fof(f37761,plain,
    ( until2p7(s91)
    | ~ spl0_2810 ),
    inference(resolution,[],[f37757,f564]) ).

fof(f37762,plain,
    ( xuntil2p8(s91)
    | ~ node4(s91)
    | ~ spl0_2810 ),
    inference(resolution,[],[f37761,f942]) ).

fof(f37763,plain,
    ( until2p7(s92)
    | ~ spl0_2809 ),
    inference(resolution,[],[f37759,f565]) ).

fof(f37764,plain,
    ( xuntil2p8(s92)
    | ~ node4(s92)
    | ~ spl0_2809 ),
    inference(resolution,[],[f37763,f942]) ).

fof(f37765,plain,
    ( xuntil2p8(s92)
    | ~ spl0_2348
    | ~ spl0_2809 ),
    inference(forward_subsumption_resolution,[],[f37764,f14542]) ).

fof(f37766,plain,
    ( spl0_3012
    | ~ spl0_2348
    | ~ spl0_2809 ),
    inference(avatar_split_clause,[],[f37765,f31610,f14541,f34980]) ).

fof(f37767,plain,
    ( ! [X0] :
        ( succ(s92,X0)
        | until2p7(X0) )
    | ~ spl0_3012 ),
    inference(resolution,[],[f34982,f943]) ).

fof(f37769,plain,
    ( until2p7(s93)
    | ~ spl0_3012 ),
    inference(resolution,[],[f37767,f566]) ).

fof(f37770,plain,
    ( xuntil2p8(s93)
    | ~ node4(s93)
    | ~ spl0_3012 ),
    inference(resolution,[],[f37769,f942]) ).

fof(f37771,plain,
    ( xuntil2p8(s93)
    | ~ spl0_2355
    | ~ spl0_3012 ),
    inference(forward_subsumption_resolution,[],[f37770,f14698]) ).

fof(f37772,plain,
    ( ! [X0] :
        ( succ(s93,X0)
        | until2p7(X0) )
    | ~ spl0_2355
    | ~ spl0_3012 ),
    inference(resolution,[],[f37771,f943]) ).

fof(f37774,plain,
    ( until2p7(s94)
    | ~ spl0_2355
    | ~ spl0_3012 ),
    inference(resolution,[],[f37772,f567]) ).

fof(f37775,plain,
    ( xuntil2p8(s94)
    | ~ node4(s94)
    | ~ spl0_2355
    | ~ spl0_3012 ),
    inference(resolution,[],[f37774,f942]) ).

fof(f37776,plain,
    ( xuntil2p8(s94)
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_3012 ),
    inference(forward_subsumption_resolution,[],[f37775,f14687]) ).

fof(f37777,plain,
    ( spl0_2828
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_3012 ),
    inference(avatar_split_clause,[],[f37776,f34980,f14697,f14686,f31759]) ).

fof(f37778,plain,
    ( ! [X0] :
        ( succ(s94,X0)
        | until2p7(X0) )
    | ~ spl0_2828 ),
    inference(resolution,[],[f31761,f943]) ).

fof(f37780,plain,
    ( until2p7(s95)
    | ~ spl0_2828 ),
    inference(resolution,[],[f37778,f568]) ).

fof(f37781,plain,
    ( xuntil2p8(s95)
    | ~ node4(s95)
    | ~ spl0_2828 ),
    inference(resolution,[],[f37780,f942]) ).

fof(f37782,plain,
    ( xuntil2p8(s95)
    | ~ spl0_2353
    | ~ spl0_2828 ),
    inference(forward_subsumption_resolution,[],[f37781,f14676]) ).

fof(f37783,plain,
    ( spl0_2827
    | ~ spl0_2353
    | ~ spl0_2828 ),
    inference(avatar_split_clause,[],[f37782,f31759,f14675,f31753]) ).

fof(f37784,plain,
    ( ! [X0] :
        ( succ(s95,X0)
        | until2p7(X0) )
    | ~ spl0_2827 ),
    inference(resolution,[],[f31755,f943]) ).

fof(f37786,plain,
    ( ! [X0] :
        ( succ(s96,X0)
        | until2p7(X0) )
    | ~ spl0_2826 ),
    inference(resolution,[],[f31749,f943]) ).

fof(f37788,plain,
    ( until2p7(s96)
    | ~ spl0_2827 ),
    inference(resolution,[],[f37784,f569]) ).

fof(f37789,plain,
    ( xuntil2p8(s96)
    | ~ node4(s96)
    | ~ spl0_2827 ),
    inference(resolution,[],[f37788,f942]) ).

fof(f37790,plain,
    ( until2p7(s97)
    | ~ spl0_2826 ),
    inference(resolution,[],[f37786,f570]) ).

fof(f37791,plain,
    ( xuntil2p8(s97)
    | ~ node4(s97)
    | ~ spl0_2826 ),
    inference(resolution,[],[f37790,f942]) ).

fof(f37792,plain,
    ( xuntil2p8(s97)
    | ~ spl0_2351
    | ~ spl0_2826 ),
    inference(forward_subsumption_resolution,[],[f37791,f14654]) ).

fof(f37793,plain,
    ( spl0_2825
    | ~ spl0_2351
    | ~ spl0_2826 ),
    inference(avatar_split_clause,[],[f37792,f31747,f14653,f31741]) ).

fof(f37794,plain,
    ( ! [X0] :
        ( succ(s97,X0)
        | until2p7(X0) )
    | ~ spl0_2825 ),
    inference(resolution,[],[f31743,f943]) ).

fof(f37796,plain,
    ( until2p7(s98)
    | ~ spl0_2825 ),
    inference(resolution,[],[f37794,f571]) ).

fof(f37797,plain,
    ( xuntil2p8(s98)
    | ~ node4(s98)
    | ~ spl0_2825 ),
    inference(resolution,[],[f37796,f942]) ).

fof(f37798,plain,
    ( xuntil2p8(s98)
    | ~ spl0_2350
    | ~ spl0_2825 ),
    inference(forward_subsumption_resolution,[],[f37797,f14643]) ).

fof(f37799,plain,
    ( spl0_2824
    | ~ spl0_2350
    | ~ spl0_2825 ),
    inference(avatar_split_clause,[],[f37798,f31741,f14642,f31735]) ).

fof(f37800,plain,
    ( ! [X0] :
        ( succ(s98,X0)
        | until2p7(X0) )
    | ~ spl0_2824 ),
    inference(resolution,[],[f31737,f943]) ).

fof(f37802,plain,
    ( until2p7(s99)
    | ~ spl0_2824 ),
    inference(resolution,[],[f37800,f572]) ).

fof(f37803,plain,
    ( xuntil2p8(s99)
    | ~ node4(s99)
    | ~ spl0_2824 ),
    inference(resolution,[],[f37802,f942]) ).

fof(f37804,plain,
    ( xuntil2p8(s99)
    | ~ spl0_2349
    | ~ spl0_2824 ),
    inference(forward_subsumption_resolution,[],[f37803,f14630]) ).

fof(f37805,plain,
    ( spl0_2823
    | ~ spl0_2349
    | ~ spl0_2824 ),
    inference(avatar_split_clause,[],[f37804,f31735,f14629,f31728]) ).

fof(f37806,plain,
    ( ! [X0] :
        ( succ(s99,X0)
        | until2p7(X0) )
    | ~ spl0_2823 ),
    inference(resolution,[],[f31730,f943]) ).

fof(f37808,plain,
    ( ! [X0] :
        ( succ(s100,X0)
        | until2p7(X0) )
    | ~ spl0_3046 ),
    inference(resolution,[],[f36552,f943]) ).

fof(f37810,plain,
    ( until2p7(s100)
    | ~ spl0_2823 ),
    inference(resolution,[],[f37806,f573]) ).

fof(f37811,plain,
    ( xuntil2p8(s100)
    | ~ node4(s100)
    | ~ spl0_2823 ),
    inference(resolution,[],[f37810,f942]) ).

fof(f37812,plain,
    ( ! [X0] :
        ( succ(s102,X0)
        | until2p7(X0) )
    | ~ spl0_2830 ),
    inference(resolution,[],[f31787,f943]) ).

fof(f37814,plain,
    ( until2p7(s101)
    | ~ spl0_3046 ),
    inference(resolution,[],[f37808,f574]) ).

fof(f37815,plain,
    ( xuntil2p8(s101)
    | ~ node4(s101)
    | ~ spl0_3046 ),
    inference(resolution,[],[f37814,f942]) ).

fof(f37816,plain,
    ( xuntil2p8(s101)
    | ~ spl0_2359
    | ~ spl0_3046 ),
    inference(forward_subsumption_resolution,[],[f37815,f14786]) ).

fof(f37817,plain,
    ( ! [X0] :
        ( succ(s101,X0)
        | until2p7(X0) )
    | ~ spl0_2359
    | ~ spl0_3046 ),
    inference(resolution,[],[f37816,f943]) ).

fof(f37819,plain,
    ( until2p7(s102)
    | ~ spl0_2359
    | ~ spl0_3046 ),
    inference(resolution,[],[f37817,f575]) ).

fof(f37820,plain,
    ( xuntil2p8(s102)
    | ~ node4(s102)
    | ~ spl0_2359
    | ~ spl0_3046 ),
    inference(resolution,[],[f37819,f942]) ).

fof(f37821,plain,
    ( until2p7(s103)
    | ~ spl0_2830 ),
    inference(resolution,[],[f37812,f576]) ).

fof(f37822,plain,
    ( xuntil2p8(s103)
    | ~ node4(s103)
    | ~ spl0_2830 ),
    inference(resolution,[],[f37821,f942]) ).

fof(f37823,plain,
    ( xuntil2p8(s103)
    | ~ spl0_2357
    | ~ spl0_2830 ),
    inference(forward_subsumption_resolution,[],[f37822,f14762]) ).

fof(f37824,plain,
    ( spl0_2829
    | ~ spl0_2357
    | ~ spl0_2830 ),
    inference(avatar_split_clause,[],[f37823,f31785,f14761,f31778]) ).

fof(f37825,plain,
    ( ! [X0] :
        ( succ(s103,X0)
        | until2p7(X0) )
    | ~ spl0_2829 ),
    inference(resolution,[],[f31780,f943]) ).

fof(f37827,plain,
    ( until2p7(s104)
    | ~ spl0_2829 ),
    inference(resolution,[],[f37825,f577]) ).

fof(f37828,plain,
    ( xuntil2p8(s104)
    | ~ node4(s104)
    | ~ spl0_2829 ),
    inference(resolution,[],[f37827,f942]) ).

fof(f37829,plain,
    ( xuntil2p8(s104)
    | ~ spl0_2360
    | ~ spl0_2829 ),
    inference(forward_subsumption_resolution,[],[f37828,f14798]) ).

fof(f37830,plain,
    ( spl0_3000
    | ~ spl0_2360
    | ~ spl0_2829 ),
    inference(avatar_split_clause,[],[f37829,f31778,f14797,f34181]) ).

fof(f37831,plain,
    ( ! [X0] :
        ( succ(s104,X0)
        | until2p7(X0) )
    | ~ spl0_3000 ),
    inference(resolution,[],[f34183,f943]) ).

fof(f37833,plain,
    ( ! [X0] :
        ( succ(s106,X0)
        | until2p7(X0) )
    | ~ spl0_2999 ),
    inference(resolution,[],[f34176,f943]) ).

fof(f37835,plain,
    ( until2p7(s105)
    | ~ spl0_3000 ),
    inference(resolution,[],[f37831,f578]) ).

fof(f37836,plain,
    ( xuntil2p8(s105)
    | ~ node4(s105)
    | ~ spl0_3000 ),
    inference(resolution,[],[f37835,f942]) ).

fof(f37837,plain,
    ( xuntil2p8(s105)
    | ~ spl0_2361
    | ~ spl0_3000 ),
    inference(forward_subsumption_resolution,[],[f37836,f14826]) ).

fof(f37838,plain,
    ( ! [X0] :
        ( succ(s105,X0)
        | until2p7(X0) )
    | ~ spl0_2361
    | ~ spl0_3000 ),
    inference(resolution,[],[f37837,f943]) ).

fof(f37840,plain,
    ( ! [X0] :
        ( succ(s107,X0)
        | until2p7(X0) )
    | ~ spl0_2717 ),
    inference(resolution,[],[f30254,f943]) ).

fof(f37842,plain,
    ( until2p7(s106)
    | ~ spl0_2361
    | ~ spl0_3000 ),
    inference(resolution,[],[f37838,f579]) ).

fof(f37843,plain,
    ( xuntil2p8(s106)
    | ~ node4(s106)
    | ~ spl0_2361
    | ~ spl0_3000 ),
    inference(resolution,[],[f37842,f942]) ).

fof(f37844,plain,
    ( until2p7(s107)
    | ~ spl0_2999 ),
    inference(resolution,[],[f37833,f580]) ).

fof(f37845,plain,
    ( xuntil2p8(s107)
    | ~ node4(s107)
    | ~ spl0_2999 ),
    inference(resolution,[],[f37844,f942]) ).

fof(f37846,plain,
    ( until2p7(s108)
    | ~ spl0_2717 ),
    inference(resolution,[],[f37840,f581]) ).

fof(f37847,plain,
    ( xuntil2p8(s108)
    | ~ node4(s108)
    | ~ spl0_2717 ),
    inference(resolution,[],[f37846,f942]) ).

fof(f37848,plain,
    ( xuntil2p8(s108)
    | ~ spl0_2364
    | ~ spl0_2717 ),
    inference(forward_subsumption_resolution,[],[f37847,f14870]) ).

fof(f37849,plain,
    ( spl0_2718
    | ~ spl0_2364
    | ~ spl0_2717 ),
    inference(avatar_split_clause,[],[f37848,f30252,f14869,f30258]) ).

fof(f37850,plain,
    ( ! [X0] :
        ( succ(s108,X0)
        | until2p7(X0) )
    | ~ spl0_2718 ),
    inference(resolution,[],[f30260,f943]) ).

fof(f37852,plain,
    ( ! [X0] :
        ( succ(s109,X0)
        | until2p7(X0) )
    | ~ spl0_2716 ),
    inference(resolution,[],[f30248,f943]) ).

fof(f37854,plain,
    ( until2p7(s109)
    | ~ spl0_2718 ),
    inference(resolution,[],[f37850,f582]) ).

fof(f37855,plain,
    ( xuntil2p8(s109)
    | ~ node4(s109)
    | ~ spl0_2718 ),
    inference(resolution,[],[f37854,f942]) ).

fof(f37856,plain,
    ( until2p7(s110)
    | ~ spl0_2716 ),
    inference(resolution,[],[f37852,f583]) ).

fof(f37857,plain,
    ( xuntil2p8(s110)
    | ~ node4(s110)
    | ~ spl0_2716 ),
    inference(resolution,[],[f37856,f942]) ).

fof(f37858,plain,
    ( xuntil2p8(s110)
    | ~ spl0_2366
    | ~ spl0_2716 ),
    inference(forward_subsumption_resolution,[],[f37857,f14898]) ).

fof(f37859,plain,
    ( spl0_2720
    | ~ spl0_2366
    | ~ spl0_2716 ),
    inference(avatar_split_clause,[],[f37858,f30246,f14897,f30275]) ).

fof(f37860,plain,
    ( ! [X0] :
        ( succ(s110,X0)
        | until2p7(X0) )
    | ~ spl0_2720 ),
    inference(resolution,[],[f30277,f943]) ).

fof(f37862,plain,
    ( until2p7(s111)
    | ~ spl0_2720 ),
    inference(resolution,[],[f37860,f584]) ).

fof(f37863,plain,
    ( xuntil2p8(s111)
    | ~ node4(s111)
    | ~ spl0_2720 ),
    inference(resolution,[],[f37862,f942]) ).

fof(f37864,plain,
    ( xuntil2p8(s111)
    | ~ spl0_2367
    | ~ spl0_2720 ),
    inference(forward_subsumption_resolution,[],[f37863,f14912]) ).

fof(f37865,plain,
    ( spl0_2719
    | ~ spl0_2367
    | ~ spl0_2720 ),
    inference(avatar_split_clause,[],[f37864,f30275,f14911,f30268]) ).

fof(f37866,plain,
    ( ! [X0] :
        ( succ(s111,X0)
        | until2p7(X0) )
    | ~ spl0_2719 ),
    inference(resolution,[],[f30270,f943]) ).

fof(f37868,plain,
    ( until2p7(s112)
    | ~ spl0_2719 ),
    inference(resolution,[],[f37866,f585]) ).

fof(f37869,plain,
    ( xuntil2p8(s112)
    | ~ node4(s112)
    | ~ spl0_2719 ),
    inference(resolution,[],[f37868,f942]) ).

fof(f37870,plain,
    ( xuntil2p8(s112)
    | ~ spl0_2379
    | ~ spl0_2719 ),
    inference(forward_subsumption_resolution,[],[f37869,f15121]) ).

fof(f37871,plain,
    ( ! [X0] :
        ( succ(s112,X0)
        | until2p7(X0) )
    | ~ spl0_2379
    | ~ spl0_2719 ),
    inference(resolution,[],[f37870,f943]) ).

fof(f37873,plain,
    ( until2p7(s113)
    | ~ spl0_2379
    | ~ spl0_2719 ),
    inference(resolution,[],[f37871,f586]) ).

fof(f37874,plain,
    ( xuntil2p8(s113)
    | ~ node4(s113)
    | ~ spl0_2379
    | ~ spl0_2719 ),
    inference(resolution,[],[f37873,f942]) ).

fof(f37875,plain,
    ( xuntil2p8(s113)
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2719 ),
    inference(forward_subsumption_resolution,[],[f37874,f15110]) ).

fof(f37876,plain,
    ( spl0_2841
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2719 ),
    inference(avatar_split_clause,[],[f37875,f30268,f15120,f15109,f31873]) ).

fof(f37877,plain,
    ( ! [X0] :
        ( succ(s113,X0)
        | until2p7(X0) )
    | ~ spl0_2841 ),
    inference(resolution,[],[f31875,f943]) ).

fof(f37879,plain,
    ( until2p7(s114)
    | ~ spl0_2841 ),
    inference(resolution,[],[f37877,f587]) ).

fof(f37880,plain,
    ( xuntil2p8(s114)
    | ~ node4(s114)
    | ~ spl0_2841 ),
    inference(resolution,[],[f37879,f942]) ).

fof(f37881,plain,
    ( xuntil2p8(s114)
    | ~ spl0_2377
    | ~ spl0_2841 ),
    inference(forward_subsumption_resolution,[],[f37880,f15099]) ).

fof(f37882,plain,
    ( spl0_2840
    | ~ spl0_2377
    | ~ spl0_2841 ),
    inference(avatar_split_clause,[],[f37881,f31873,f15098,f31867]) ).

fof(f37883,plain,
    ( ! [X0] :
        ( succ(s114,X0)
        | until2p7(X0) )
    | ~ spl0_2840 ),
    inference(resolution,[],[f31869,f943]) ).

fof(f37885,plain,
    ( until2p7(s115)
    | ~ spl0_2840 ),
    inference(resolution,[],[f37883,f588]) ).

fof(f37886,plain,
    ( xuntil2p8(s115)
    | ~ node4(s115)
    | ~ spl0_2840 ),
    inference(resolution,[],[f37885,f942]) ).

fof(f37887,plain,
    ( xuntil2p8(s115)
    | ~ spl0_2376
    | ~ spl0_2840 ),
    inference(forward_subsumption_resolution,[],[f37886,f15088]) ).

fof(f37888,plain,
    ( spl0_2839
    | ~ spl0_2376
    | ~ spl0_2840 ),
    inference(avatar_split_clause,[],[f37887,f31867,f15087,f31861]) ).

fof(f37889,plain,
    ( ! [X0] :
        ( succ(s115,X0)
        | until2p7(X0) )
    | ~ spl0_2839 ),
    inference(resolution,[],[f31863,f943]) ).

fof(f37891,plain,
    ( until2p7(s116)
    | ~ spl0_2839 ),
    inference(resolution,[],[f37889,f589]) ).

fof(f37892,plain,
    ( xuntil2p8(s116)
    | ~ node4(s116)
    | ~ spl0_2839 ),
    inference(resolution,[],[f37891,f942]) ).

fof(f37893,plain,
    ( xuntil2p8(s116)
    | ~ spl0_2375
    | ~ spl0_2839 ),
    inference(forward_subsumption_resolution,[],[f37892,f15077]) ).

fof(f37894,plain,
    ( spl0_2838
    | ~ spl0_2375
    | ~ spl0_2839 ),
    inference(avatar_split_clause,[],[f37893,f31861,f15076,f31855]) ).

fof(f37895,plain,
    ( ! [X0] :
        ( succ(s116,X0)
        | until2p7(X0) )
    | ~ spl0_2838 ),
    inference(resolution,[],[f31857,f943]) ).

fof(f37897,plain,
    ( ! [X0] :
        ( succ(s117,X0)
        | until2p7(X0) )
    | ~ spl0_2837 ),
    inference(resolution,[],[f31851,f943]) ).

fof(f37899,plain,
    ( until2p7(s117)
    | ~ spl0_2838 ),
    inference(resolution,[],[f37895,f590]) ).

fof(f37900,plain,
    ( xuntil2p8(s117)
    | ~ node4(s117)
    | ~ spl0_2838 ),
    inference(resolution,[],[f37899,f942]) ).

fof(f37901,plain,
    ( until2p7(s118)
    | ~ spl0_2837 ),
    inference(resolution,[],[f37897,f591]) ).

fof(f37902,plain,
    ( xuntil2p8(s118)
    | ~ node4(s118)
    | ~ spl0_2837 ),
    inference(resolution,[],[f37901,f942]) ).

fof(f37903,plain,
    ( xuntil2p8(s118)
    | ~ spl0_2373
    | ~ spl0_2837 ),
    inference(forward_subsumption_resolution,[],[f37902,f15055]) ).

fof(f37904,plain,
    ( spl0_2836
    | ~ spl0_2373
    | ~ spl0_2837 ),
    inference(avatar_split_clause,[],[f37903,f31849,f15054,f31843]) ).

fof(f37905,plain,
    ( ! [X0] :
        ( succ(s118,X0)
        | until2p7(X0) )
    | ~ spl0_2836 ),
    inference(resolution,[],[f31845,f943]) ).

fof(f37907,plain,
    ( until2p7(s119)
    | ~ spl0_2836 ),
    inference(resolution,[],[f37905,f592]) ).

fof(f37908,plain,
    ( xuntil2p8(s119)
    | ~ node4(s119)
    | ~ spl0_2836 ),
    inference(resolution,[],[f37907,f942]) ).

fof(f37909,plain,
    ( xuntil2p8(s119)
    | ~ spl0_2372
    | ~ spl0_2836 ),
    inference(forward_subsumption_resolution,[],[f37908,f15044]) ).

fof(f37910,plain,
    ( spl0_2835
    | ~ spl0_2372
    | ~ spl0_2836 ),
    inference(avatar_split_clause,[],[f37909,f31843,f15043,f31837]) ).

fof(f37911,plain,
    ( ! [X0] :
        ( succ(s119,X0)
        | until2p7(X0) )
    | ~ spl0_2835 ),
    inference(resolution,[],[f31839,f943]) ).

fof(f37913,plain,
    ( until2p7(s120)
    | ~ spl0_2835 ),
    inference(resolution,[],[f37911,f593]) ).

fof(f37914,plain,
    ( xuntil2p8(s120)
    | ~ node4(s120)
    | ~ spl0_2835 ),
    inference(resolution,[],[f37913,f942]) ).

fof(f37915,plain,
    ( xuntil2p8(s120)
    | ~ spl0_2371
    | ~ spl0_2835 ),
    inference(forward_subsumption_resolution,[],[f37914,f15033]) ).

fof(f37916,plain,
    ( spl0_2834
    | ~ spl0_2371
    | ~ spl0_2835 ),
    inference(avatar_split_clause,[],[f37915,f31837,f15032,f31831]) ).

fof(f37917,plain,
    ( ! [X0] :
        ( succ(s120,X0)
        | until2p7(X0) )
    | ~ spl0_2834 ),
    inference(resolution,[],[f31833,f943]) ).

fof(f37919,plain,
    ( until2p7(s121)
    | ~ spl0_2834 ),
    inference(resolution,[],[f37917,f594]) ).

fof(f37920,plain,
    ( xuntil2p8(s121)
    | ~ node4(s121)
    | ~ spl0_2834 ),
    inference(resolution,[],[f37919,f942]) ).

fof(f37921,plain,
    ( xuntil2p8(s121)
    | ~ spl0_2370
    | ~ spl0_2834 ),
    inference(forward_subsumption_resolution,[],[f37920,f15022]) ).

fof(f37922,plain,
    ( spl0_2833
    | ~ spl0_2370
    | ~ spl0_2834 ),
    inference(avatar_split_clause,[],[f37921,f31831,f15021,f31825]) ).

fof(f37923,plain,
    ( ! [X0] :
        ( succ(s121,X0)
        | until2p7(X0) )
    | ~ spl0_2833 ),
    inference(resolution,[],[f31827,f943]) ).

fof(f37925,plain,
    ( ! [X0] :
        ( succ(s122,X0)
        | until2p7(X0) )
    | ~ spl0_2832 ),
    inference(resolution,[],[f31821,f943]) ).

fof(f37927,plain,
    ( until2p7(s122)
    | ~ spl0_2833 ),
    inference(resolution,[],[f37923,f595]) ).

fof(f37928,plain,
    ( xuntil2p8(s122)
    | ~ node4(s122)
    | ~ spl0_2833 ),
    inference(resolution,[],[f37927,f942]) ).

fof(f37929,plain,
    ( ! [X0] :
        ( succ(s123,X0)
        | until2p7(X0) )
    | ~ spl0_2831 ),
    inference(resolution,[],[f31814,f943]) ).

fof(f37931,plain,
    ( until2p7(s123)
    | ~ spl0_2832 ),
    inference(resolution,[],[f37925,f596]) ).

fof(f37932,plain,
    ( xuntil2p8(s123)
    | ~ node4(s123)
    | ~ spl0_2832 ),
    inference(resolution,[],[f37931,f942]) ).

fof(f37933,plain,
    ( ! [X0] :
        ( succ(s124,X0)
        | until2p7(X0) )
    | ~ spl0_3044 ),
    inference(resolution,[],[f36530,f943]) ).

fof(f37935,plain,
    ( until2p7(s124)
    | ~ spl0_2831 ),
    inference(resolution,[],[f37929,f597]) ).

fof(f37936,plain,
    ( xuntil2p8(s124)
    | ~ node4(s124)
    | ~ spl0_2831 ),
    inference(resolution,[],[f37935,f942]) ).

fof(f37937,plain,
    ( until2p7(s125)
    | ~ spl0_3044 ),
    inference(resolution,[],[f37933,f598]) ).

fof(f37938,plain,
    ( xuntil2p8(s125)
    | ~ node4(s125)
    | ~ spl0_3044 ),
    inference(resolution,[],[f37937,f942]) ).

fof(f37939,plain,
    ( xuntil2p8(s125)
    | ~ spl0_2385
    | ~ spl0_3044 ),
    inference(forward_subsumption_resolution,[],[f37938,f15258]) ).

fof(f37940,plain,
    ( ! [X0] :
        ( succ(s125,X0)
        | until2p7(X0) )
    | ~ spl0_2385
    | ~ spl0_3044 ),
    inference(resolution,[],[f37939,f943]) ).

fof(f37942,plain,
    ( until2p7(s126)
    | ~ spl0_2385
    | ~ spl0_3044 ),
    inference(resolution,[],[f37940,f599]) ).

fof(f37943,plain,
    ( xuntil2p8(s126)
    | ~ node4(s126)
    | ~ spl0_2385
    | ~ spl0_3044 ),
    inference(resolution,[],[f37942,f942]) ).

fof(f37944,plain,
    ( xuntil2p8(s126)
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_3044 ),
    inference(forward_subsumption_resolution,[],[f37943,f15247]) ).

fof(f37945,plain,
    ( spl0_2845
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_3044 ),
    inference(avatar_split_clause,[],[f37944,f36528,f15257,f15246,f31923]) ).

fof(f37946,plain,
    ( ! [X0] :
        ( succ(s126,X0)
        | until2p7(X0) )
    | ~ spl0_2845 ),
    inference(resolution,[],[f31925,f943]) ).

fof(f37948,plain,
    ( ! [X0] :
        ( succ(s127,X0)
        | until2p7(X0) )
    | ~ spl0_2844 ),
    inference(resolution,[],[f31919,f943]) ).

fof(f37950,plain,
    ( until2p7(s127)
    | ~ spl0_2845 ),
    inference(resolution,[],[f37946,f600]) ).

fof(f37951,plain,
    ( xuntil2p8(s127)
    | ~ node4(s127)
    | ~ spl0_2845 ),
    inference(resolution,[],[f37950,f942]) ).

fof(f37952,plain,
    ( until2p7(s128)
    | ~ spl0_2844 ),
    inference(resolution,[],[f37948,f601]) ).

fof(f37953,plain,
    ( xuntil2p8(s128)
    | ~ node4(s128)
    | ~ spl0_2844 ),
    inference(resolution,[],[f37952,f942]) ).

fof(f37954,plain,
    ( xuntil2p8(s128)
    | ~ spl0_2382
    | ~ spl0_2844 ),
    inference(forward_subsumption_resolution,[],[f37953,f15225]) ).

fof(f37955,plain,
    ( spl0_2843
    | ~ spl0_2382
    | ~ spl0_2844 ),
    inference(avatar_split_clause,[],[f37954,f31917,f15224,f31911]) ).

fof(f37956,plain,
    ( ! [X0] :
        ( succ(s128,X0)
        | until2p7(X0) )
    | ~ spl0_2843 ),
    inference(resolution,[],[f31913,f943]) ).

fof(f37958,plain,
    ( until2p7(s129)
    | ~ spl0_2843 ),
    inference(resolution,[],[f37956,f602]) ).

fof(f37959,plain,
    ( xuntil2p8(s129)
    | ~ node4(s129)
    | ~ spl0_2843 ),
    inference(resolution,[],[f37958,f942]) ).

fof(f37960,plain,
    ( xuntil2p8(s129)
    | ~ spl0_2381
    | ~ spl0_2843 ),
    inference(forward_subsumption_resolution,[],[f37959,f15212]) ).

fof(f37961,plain,
    ( spl0_2842
    | ~ spl0_2381
    | ~ spl0_2843 ),
    inference(avatar_split_clause,[],[f37960,f31911,f15211,f31904]) ).

fof(f37962,plain,
    ( ! [X0] :
        ( succ(s129,X0)
        | until2p7(X0) )
    | ~ spl0_2842 ),
    inference(resolution,[],[f31906,f943]) ).

fof(f37964,plain,
    ( until2p7(s130)
    | ~ spl0_2842 ),
    inference(resolution,[],[f37962,f603]) ).

fof(f37965,plain,
    ( xuntil2p8(s130)
    | ~ node4(s130)
    | ~ spl0_2842 ),
    inference(resolution,[],[f37964,f942]) ).

fof(f37966,plain,
    ( xuntil2p8(s130)
    | ~ spl0_2386
    | ~ spl0_2842 ),
    inference(forward_subsumption_resolution,[],[f37965,f15272]) ).

fof(f37967,plain,
    ( spl0_3010
    | ~ spl0_2386
    | ~ spl0_2842 ),
    inference(avatar_split_clause,[],[f37966,f31904,f15271,f34800]) ).

fof(f37968,plain,
    ( ! [X0] :
        ( succ(s130,X0)
        | until2p7(X0) )
    | ~ spl0_3010 ),
    inference(resolution,[],[f34802,f943]) ).

fof(f37970,plain,
    ( ! [X0] :
        ( succ(s132,X0)
        | until2p7(X0) )
    | ~ spl0_2847 ),
    inference(resolution,[],[f31947,f943]) ).

fof(f37972,plain,
    ( ! [X0] :
        ( succ(s133,X0)
        | until2p7(X0) )
    | ~ spl0_2846 ),
    inference(resolution,[],[f31940,f943]) ).

fof(f37974,plain,
    ( until2p7(s131)
    | ~ spl0_3010 ),
    inference(resolution,[],[f37968,f604]) ).

fof(f37975,plain,
    ( xuntil2p8(s131)
    | ~ node4(s131)
    | ~ spl0_3010 ),
    inference(resolution,[],[f37974,f942]) ).

fof(f37976,plain,
    ( xuntil2p8(s131)
    | ~ spl0_2389
    | ~ spl0_3010 ),
    inference(forward_subsumption_resolution,[],[f37975,f15340]) ).

fof(f37977,plain,
    ( ! [X0] :
        ( succ(s131,X0)
        | until2p7(X0) )
    | ~ spl0_2389
    | ~ spl0_3010 ),
    inference(resolution,[],[f37976,f943]) ).

fof(f37979,plain,
    ( until2p7(s132)
    | ~ spl0_2389
    | ~ spl0_3010 ),
    inference(resolution,[],[f37977,f605]) ).

fof(f37980,plain,
    ( xuntil2p8(s132)
    | ~ node4(s132)
    | ~ spl0_2389
    | ~ spl0_3010 ),
    inference(resolution,[],[f37979,f942]) ).

fof(f37981,plain,
    ( until2p7(s133)
    | ~ spl0_2847 ),
    inference(resolution,[],[f37970,f606]) ).

fof(f37982,plain,
    ( xuntil2p8(s133)
    | ~ node4(s133)
    | ~ spl0_2847 ),
    inference(resolution,[],[f37981,f942]) ).

fof(f37983,plain,
    ( until2p7(s134)
    | ~ spl0_2846 ),
    inference(resolution,[],[f37972,f607]) ).

fof(f37984,plain,
    ( xuntil2p8(s134)
    | ~ node4(s134)
    | ~ spl0_2846 ),
    inference(resolution,[],[f37983,f942]) ).

fof(f37985,plain,
    ( xuntil2p8(s134)
    | ~ spl0_2390
    | ~ spl0_2846 ),
    inference(forward_subsumption_resolution,[],[f37984,f15352]) ).

fof(f37986,plain,
    ( spl0_3045
    | ~ spl0_2390
    | ~ spl0_2846 ),
    inference(avatar_split_clause,[],[f37985,f31938,f15351,f36543]) ).

fof(f37987,plain,
    ( ! [X0] :
        ( succ(s134,X0)
        | until2p7(X0) )
    | ~ spl0_3045 ),
    inference(resolution,[],[f36545,f943]) ).

fof(f37989,plain,
    ( ! [X0] :
        ( succ(s136,X0)
        | until2p7(X0) )
    | ~ spl0_2853 ),
    inference(resolution,[],[f31993,f943]) ).

fof(f37991,plain,
    ( until2p7(s135)
    | ~ spl0_3045 ),
    inference(resolution,[],[f37987,f608]) ).

fof(f37992,plain,
    ( xuntil2p8(s135)
    | ~ node4(s135)
    | ~ spl0_3045 ),
    inference(resolution,[],[f37991,f942]) ).

fof(f37993,plain,
    ( xuntil2p8(s135)
    | ~ spl0_2397
    | ~ spl0_3045 ),
    inference(forward_subsumption_resolution,[],[f37992,f15484]) ).

fof(f37994,plain,
    ( ! [X0] :
        ( succ(s135,X0)
        | until2p7(X0) )
    | ~ spl0_2397
    | ~ spl0_3045 ),
    inference(resolution,[],[f37993,f943]) ).

fof(f37996,plain,
    ( until2p7(s136)
    | ~ spl0_2397
    | ~ spl0_3045 ),
    inference(resolution,[],[f37994,f609]) ).

fof(f37997,plain,
    ( xuntil2p8(s136)
    | ~ node4(s136)
    | ~ spl0_2397
    | ~ spl0_3045 ),
    inference(resolution,[],[f37996,f942]) ).

fof(f37998,plain,
    ( ! [X0] :
        ( succ(s137,X0)
        | until2p7(X0) )
    | ~ spl0_2852 ),
    inference(resolution,[],[f31987,f943]) ).

fof(f38000,plain,
    ( until2p7(s137)
    | ~ spl0_2853 ),
    inference(resolution,[],[f37989,f610]) ).

fof(f38001,plain,
    ( xuntil2p8(s137)
    | ~ node4(s137)
    | ~ spl0_2853 ),
    inference(resolution,[],[f38000,f942]) ).

fof(f38002,plain,
    ( ! [X0] :
        ( succ(s138,X0)
        | until2p7(X0) )
    | ~ spl0_2851 ),
    inference(resolution,[],[f31981,f943]) ).

fof(f38004,plain,
    ( until2p7(s138)
    | ~ spl0_2852 ),
    inference(resolution,[],[f37998,f611]) ).

fof(f38005,plain,
    ( xuntil2p8(s138)
    | ~ node4(s138)
    | ~ spl0_2852 ),
    inference(resolution,[],[f38004,f942]) ).

fof(f38006,plain,
    ( until2p7(s139)
    | ~ spl0_2851 ),
    inference(resolution,[],[f38002,f612]) ).

fof(f38007,plain,
    ( xuntil2p8(s139)
    | ~ node4(s139)
    | ~ spl0_2851 ),
    inference(resolution,[],[f38006,f942]) ).

fof(f38008,plain,
    ( xuntil2p8(s139)
    | ~ spl0_2393
    | ~ spl0_2851 ),
    inference(forward_subsumption_resolution,[],[f38007,f15440]) ).

fof(f38009,plain,
    ( spl0_2850
    | ~ spl0_2393
    | ~ spl0_2851 ),
    inference(avatar_split_clause,[],[f38008,f31979,f15439,f31973]) ).

fof(f38010,plain,
    ( ! [X0] :
        ( succ(s139,X0)
        | until2p7(X0) )
    | ~ spl0_2850 ),
    inference(resolution,[],[f31975,f943]) ).

fof(f38012,plain,
    ( until2p7(s140)
    | ~ spl0_2850 ),
    inference(resolution,[],[f38010,f613]) ).

fof(f38013,plain,
    ( xuntil2p8(s140)
    | ~ node4(s140)
    | ~ spl0_2850 ),
    inference(resolution,[],[f38012,f942]) ).

fof(f38014,plain,
    ( xuntil2p8(s140)
    | ~ spl0_2392
    | ~ spl0_2850 ),
    inference(forward_subsumption_resolution,[],[f38013,f15429]) ).

fof(f38015,plain,
    ( spl0_2849
    | ~ spl0_2392
    | ~ spl0_2850 ),
    inference(avatar_split_clause,[],[f38014,f31973,f15428,f31967]) ).

fof(f38016,plain,
    ( ! [X0] :
        ( succ(s140,X0)
        | until2p7(X0) )
    | ~ spl0_2849 ),
    inference(resolution,[],[f31969,f943]) ).

fof(f38018,plain,
    ( until2p7(s141)
    | ~ spl0_2849 ),
    inference(resolution,[],[f38016,f614]) ).

fof(f38019,plain,
    ( xuntil2p8(s141)
    | ~ node4(s141)
    | ~ spl0_2849 ),
    inference(resolution,[],[f38018,f942]) ).

fof(f38020,plain,
    ( xuntil2p8(s141)
    | ~ spl0_2391
    | ~ spl0_2849 ),
    inference(forward_subsumption_resolution,[],[f38019,f15416]) ).

fof(f38021,plain,
    ( spl0_2848
    | ~ spl0_2391
    | ~ spl0_2849 ),
    inference(avatar_split_clause,[],[f38020,f31967,f15415,f31960]) ).

fof(f38022,plain,
    ( ! [X0] :
        ( succ(s141,X0)
        | until2p7(X0) )
    | ~ spl0_2848 ),
    inference(resolution,[],[f31962,f943]) ).

fof(f38024,plain,
    ( until2p7(s142)
    | ~ spl0_2848 ),
    inference(resolution,[],[f38022,f615]) ).

fof(f38025,plain,
    ( xuntil2p8(s142)
    | ~ node4(s142)
    | ~ spl0_2848 ),
    inference(resolution,[],[f38024,f942]) ).

fof(f38026,plain,
    ( xuntil2p8(s142)
    | ~ spl0_2398
    | ~ spl0_2848 ),
    inference(forward_subsumption_resolution,[],[f38025,f15500]) ).

fof(f38027,plain,
    ( spl0_2996
    | ~ spl0_2398
    | ~ spl0_2848 ),
    inference(avatar_split_clause,[],[f38026,f31960,f15499,f34090]) ).

fof(f38028,plain,
    ( ! [X0] :
        ( succ(s142,X0)
        | until2p7(X0) )
    | ~ spl0_2996 ),
    inference(resolution,[],[f34092,f943]) ).

fof(f38030,plain,
    ( until2p7(s143)
    | ~ spl0_2996 ),
    inference(resolution,[],[f38028,f616]) ).

fof(f38031,plain,
    ( xuntil2p8(s143)
    | ~ node4(s143)
    | ~ spl0_2996 ),
    inference(resolution,[],[f38030,f942]) ).

fof(f38032,plain,
    ( xuntil2p8(s143)
    | ~ spl0_2399
    | ~ spl0_2996 ),
    inference(forward_subsumption_resolution,[],[f38031,f15536]) ).

fof(f38033,plain,
    ( ! [X0] :
        ( succ(s143,X0)
        | until2p7(X0) )
    | ~ spl0_2399
    | ~ spl0_2996 ),
    inference(resolution,[],[f38032,f943]) ).

fof(f38035,plain,
    ( ! [X0] :
        ( succ(s144,X0)
        | until2p7(X0) )
    | ~ spl0_3019 ),
    inference(resolution,[],[f35458,f943]) ).

fof(f38037,plain,
    ( until2p7(s144)
    | ~ spl0_2399
    | ~ spl0_2996 ),
    inference(resolution,[],[f38033,f617]) ).

fof(f38038,plain,
    ( xuntil2p8(s144)
    | ~ node4(s144)
    | ~ spl0_2399
    | ~ spl0_2996 ),
    inference(resolution,[],[f38037,f942]) ).

fof(f38039,plain,
    ( ! [X0] :
        ( succ(s146,X0)
        | until2p7(X0) )
    | ~ spl0_2858 ),
    inference(resolution,[],[f32042,f943]) ).

fof(f38041,plain,
    ( until2p7(s145)
    | ~ spl0_3019 ),
    inference(resolution,[],[f38035,f618]) ).

fof(f38042,plain,
    ( xuntil2p8(s145)
    | ~ node4(s145)
    | ~ spl0_3019 ),
    inference(resolution,[],[f38041,f942]) ).

fof(f38043,plain,
    ( xuntil2p8(s145)
    | ~ spl0_2406
    | ~ spl0_3019 ),
    inference(forward_subsumption_resolution,[],[f38042,f15659]) ).

fof(f38044,plain,
    ( ! [X0] :
        ( succ(s145,X0)
        | until2p7(X0) )
    | ~ spl0_2406
    | ~ spl0_3019 ),
    inference(resolution,[],[f38043,f943]) ).

fof(f38046,plain,
    ( until2p7(s146)
    | ~ spl0_2406
    | ~ spl0_3019 ),
    inference(resolution,[],[f38044,f619]) ).

fof(f38047,plain,
    ( xuntil2p8(s146)
    | ~ node4(s146)
    | ~ spl0_2406
    | ~ spl0_3019 ),
    inference(resolution,[],[f38046,f942]) ).

fof(f38048,plain,
    ( until2p7(s147)
    | ~ spl0_2858 ),
    inference(resolution,[],[f38039,f620]) ).

fof(f38049,plain,
    ( xuntil2p8(s147)
    | ~ node4(s147)
    | ~ spl0_2858 ),
    inference(resolution,[],[f38048,f942]) ).

fof(f38050,plain,
    ( xuntil2p8(s147)
    | ~ spl0_2404
    | ~ spl0_2858 ),
    inference(forward_subsumption_resolution,[],[f38049,f15637]) ).

fof(f38051,plain,
    ( spl0_2857
    | ~ spl0_2404
    | ~ spl0_2858 ),
    inference(avatar_split_clause,[],[f38050,f32040,f15636,f32034]) ).

fof(f38052,plain,
    ( ! [X0] :
        ( succ(s147,X0)
        | until2p7(X0) )
    | ~ spl0_2857 ),
    inference(resolution,[],[f32036,f943]) ).

fof(f38054,plain,
    ( ! [X0] :
        ( succ(s148,X0)
        | until2p7(X0) )
    | ~ spl0_2856 ),
    inference(resolution,[],[f32030,f943]) ).

fof(f38056,plain,
    ( until2p7(s148)
    | ~ spl0_2857 ),
    inference(resolution,[],[f38052,f621]) ).

fof(f38057,plain,
    ( xuntil2p8(s148)
    | ~ node4(s148)
    | ~ spl0_2857 ),
    inference(resolution,[],[f38056,f942]) ).

fof(f38058,plain,
    ( until2p7(s149)
    | ~ spl0_2856 ),
    inference(resolution,[],[f38054,f622]) ).

fof(f38059,plain,
    ( xuntil2p8(s149)
    | ~ node4(s149)
    | ~ spl0_2856 ),
    inference(resolution,[],[f38058,f942]) ).

fof(f38060,plain,
    ( xuntil2p8(s149)
    | ~ spl0_2402
    | ~ spl0_2856 ),
    inference(forward_subsumption_resolution,[],[f38059,f15615]) ).

fof(f38061,plain,
    ( spl0_2855
    | ~ spl0_2402
    | ~ spl0_2856 ),
    inference(avatar_split_clause,[],[f38060,f32028,f15614,f32022]) ).

fof(f38062,plain,
    ( ! [X0] :
        ( succ(s149,X0)
        | until2p7(X0) )
    | ~ spl0_2855 ),
    inference(resolution,[],[f32024,f943]) ).

fof(f38064,plain,
    ( ! [X0] :
        ( succ(s150,X0)
        | until2p7(X0) )
    | ~ spl0_2854 ),
    inference(resolution,[],[f32017,f943]) ).

fof(f38066,plain,
    ( ! [X0] :
        ( succ(s151,X0)
        | until2p7(X0) )
    | ~ spl0_3004 ),
    inference(resolution,[],[f34543,f943]) ).

fof(f38068,plain,
    ( until2p7(s150)
    | ~ spl0_2855 ),
    inference(resolution,[],[f38062,f623]) ).

fof(f38069,plain,
    ( xuntil2p8(s150)
    | ~ node4(s150)
    | ~ spl0_2855 ),
    inference(resolution,[],[f38068,f942]) ).

fof(f38070,plain,
    ( until2p7(s151)
    | ~ spl0_2854 ),
    inference(resolution,[],[f38064,f624]) ).

fof(f38071,plain,
    ( xuntil2p8(s151)
    | ~ node4(s151)
    | ~ spl0_2854 ),
    inference(resolution,[],[f38070,f942]) ).

fof(f38072,plain,
    ( ! [X0] :
        ( succ(s153,X0)
        | until2p7(X0) )
    | ~ spl0_2863 ),
    inference(resolution,[],[f32087,f943]) ).

fof(f38074,plain,
    ( until2p7(s152)
    | ~ spl0_3004 ),
    inference(resolution,[],[f38066,f625]) ).

fof(f38075,plain,
    ( xuntil2p8(s152)
    | ~ node4(s152)
    | ~ spl0_3004 ),
    inference(resolution,[],[f38074,f942]) ).

fof(f38076,plain,
    ( xuntil2p8(s152)
    | ~ spl0_2413
    | ~ spl0_3004 ),
    inference(forward_subsumption_resolution,[],[f38075,f15795]) ).

fof(f38077,plain,
    ( ! [X0] :
        ( succ(s152,X0)
        | until2p7(X0) )
    | ~ spl0_2413
    | ~ spl0_3004 ),
    inference(resolution,[],[f38076,f943]) ).

fof(f38079,plain,
    ( until2p7(s153)
    | ~ spl0_2413
    | ~ spl0_3004 ),
    inference(resolution,[],[f38077,f626]) ).

fof(f38080,plain,
    ( xuntil2p8(s153)
    | ~ node4(s153)
    | ~ spl0_2413
    | ~ spl0_3004 ),
    inference(resolution,[],[f38079,f942]) ).

fof(f38081,plain,
    ( ! [X0] :
        ( succ(s154,X0)
        | until2p7(X0) )
    | ~ spl0_2862 ),
    inference(resolution,[],[f32081,f943]) ).

fof(f38083,plain,
    ( until2p7(s154)
    | ~ spl0_2863 ),
    inference(resolution,[],[f38072,f627]) ).

fof(f38084,plain,
    ( xuntil2p8(s154)
    | ~ node4(s154)
    | ~ spl0_2863 ),
    inference(resolution,[],[f38083,f942]) ).

fof(f38085,plain,
    ( until2p7(s155)
    | ~ spl0_2862 ),
    inference(resolution,[],[f38081,f628]) ).

fof(f38086,plain,
    ( xuntil2p8(s155)
    | ~ node4(s155)
    | ~ spl0_2862 ),
    inference(resolution,[],[f38085,f942]) ).

fof(f38087,plain,
    ( xuntil2p8(s155)
    | ~ spl0_2410
    | ~ spl0_2862 ),
    inference(forward_subsumption_resolution,[],[f38086,f15762]) ).

fof(f38088,plain,
    ( spl0_2861
    | ~ spl0_2410
    | ~ spl0_2862 ),
    inference(avatar_split_clause,[],[f38087,f32079,f15761,f32073]) ).

fof(f38089,plain,
    ( ! [X0] :
        ( succ(s155,X0)
        | until2p7(X0) )
    | ~ spl0_2861 ),
    inference(resolution,[],[f32075,f943]) ).

fof(f38091,plain,
    ( until2p7(s156)
    | ~ spl0_2861 ),
    inference(resolution,[],[f38089,f629]) ).

fof(f38092,plain,
    ( xuntil2p8(s156)
    | ~ node4(s156)
    | ~ spl0_2861 ),
    inference(resolution,[],[f38091,f942]) ).

fof(f38093,plain,
    ( xuntil2p8(s156)
    | ~ spl0_2409
    | ~ spl0_2861 ),
    inference(forward_subsumption_resolution,[],[f38092,f15751]) ).

fof(f38094,plain,
    ( spl0_2860
    | ~ spl0_2409
    | ~ spl0_2861 ),
    inference(avatar_split_clause,[],[f38093,f32073,f15750,f32067]) ).

fof(f38095,plain,
    ( ! [X0] :
        ( succ(s156,X0)
        | until2p7(X0) )
    | ~ spl0_2860 ),
    inference(resolution,[],[f32069,f943]) ).

fof(f38097,plain,
    ( ! [X0] :
        ( succ(s157,X0)
        | until2p7(X0) )
    | ~ spl0_2859 ),
    inference(resolution,[],[f32062,f943]) ).

fof(f38099,plain,
    ( until2p7(s157)
    | ~ spl0_2860 ),
    inference(resolution,[],[f38095,f630]) ).

fof(f38100,plain,
    ( xuntil2p8(s157)
    | ~ node4(s157)
    | ~ spl0_2860 ),
    inference(resolution,[],[f38099,f942]) ).

fof(f38101,plain,
    ( ! [X0] :
        ( succ(s158,X0)
        | until2p7(X0) )
    | ~ spl0_3014 ),
    inference(resolution,[],[f35257,f943]) ).

fof(f38103,plain,
    ( until2p7(s158)
    | ~ spl0_2859 ),
    inference(resolution,[],[f38097,f631]) ).

fof(f38104,plain,
    ( xuntil2p8(s158)
    | ~ node4(s158)
    | ~ spl0_2859 ),
    inference(resolution,[],[f38103,f942]) ).

fof(f38105,plain,
    ( until2p7(s159)
    | ~ spl0_3014 ),
    inference(resolution,[],[f38101,f632]) ).

fof(f38106,plain,
    ( xuntil2p8(s159)
    | ~ node4(s159)
    | ~ spl0_3014 ),
    inference(resolution,[],[f38105,f942]) ).

fof(f38107,plain,
    ( xuntil2p8(s159)
    | ~ spl0_2418
    | ~ spl0_3014 ),
    inference(forward_subsumption_resolution,[],[f38106,f15897]) ).

fof(f38108,plain,
    ( ! [X0] :
        ( succ(s159,X0)
        | until2p7(X0) )
    | ~ spl0_2418
    | ~ spl0_3014 ),
    inference(resolution,[],[f38107,f943]) ).

fof(f38110,plain,
    ( until2p7(s160)
    | ~ spl0_2418
    | ~ spl0_3014 ),
    inference(resolution,[],[f38108,f633]) ).

fof(f38111,plain,
    ( xuntil2p8(s160)
    | ~ node4(s160)
    | ~ spl0_2418
    | ~ spl0_3014 ),
    inference(resolution,[],[f38110,f942]) ).

fof(f38112,plain,
    ( xuntil2p8(s160)
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_3014 ),
    inference(forward_subsumption_resolution,[],[f38111,f15886]) ).

fof(f38113,plain,
    ( spl0_2866
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_3014 ),
    inference(avatar_split_clause,[],[f38112,f35255,f15896,f15885,f32116]) ).

fof(f38114,plain,
    ( ! [X0] :
        ( succ(s160,X0)
        | until2p7(X0) )
    | ~ spl0_2866 ),
    inference(resolution,[],[f32118,f943]) ).

fof(f38116,plain,
    ( ! [X0] :
        ( succ(s161,X0)
        | until2p7(X0) )
    | ~ spl0_2865 ),
    inference(resolution,[],[f32112,f943]) ).

fof(f38118,plain,
    ( until2p7(s161)
    | ~ spl0_2866 ),
    inference(resolution,[],[f38114,f634]) ).

fof(f38119,plain,
    ( xuntil2p8(s161)
    | ~ node4(s161)
    | ~ spl0_2866 ),
    inference(resolution,[],[f38118,f942]) ).

fof(f38120,plain,
    ( ! [X0] :
        ( succ(s162,X0)
        | until2p7(X0) )
    | ~ spl0_2864 ),
    inference(resolution,[],[f32105,f943]) ).

fof(f38122,plain,
    ( until2p7(s162)
    | ~ spl0_2865 ),
    inference(resolution,[],[f38116,f635]) ).

fof(f38123,plain,
    ( xuntil2p8(s162)
    | ~ node4(s162)
    | ~ spl0_2865 ),
    inference(resolution,[],[f38122,f942]) ).

fof(f38124,plain,
    ( ! [X0] :
        ( succ(s163,X0)
        | until2p7(X0) )
    | ~ spl0_2997 ),
    inference(resolution,[],[f34119,f943]) ).

fof(f38126,plain,
    ( until2p7(s163)
    | ~ spl0_2864 ),
    inference(resolution,[],[f38120,f636]) ).

fof(f38127,plain,
    ( xuntil2p8(s163)
    | ~ node4(s163)
    | ~ spl0_2864 ),
    inference(resolution,[],[f38126,f942]) ).

fof(f38128,plain,
    ( until2p7(s164)
    | ~ spl0_2997 ),
    inference(resolution,[],[f38124,f637]) ).

fof(f38129,plain,
    ( xuntil2p8(s164)
    | ~ node4(s164)
    | ~ spl0_2997 ),
    inference(resolution,[],[f38128,f942]) ).

fof(f38130,plain,
    ( xuntil2p8(s164)
    | ~ spl0_2429
    | ~ spl0_2997 ),
    inference(forward_subsumption_resolution,[],[f38129,f16095]) ).

fof(f38131,plain,
    ( ! [X0] :
        ( succ(s164,X0)
        | until2p7(X0) )
    | ~ spl0_2429
    | ~ spl0_2997 ),
    inference(resolution,[],[f38130,f943]) ).

fof(f38133,plain,
    ( until2p7(s165)
    | ~ spl0_2429
    | ~ spl0_2997 ),
    inference(resolution,[],[f38131,f638]) ).

fof(f38134,plain,
    ( xuntil2p8(s165)
    | ~ node4(s165)
    | ~ spl0_2429
    | ~ spl0_2997 ),
    inference(resolution,[],[f38133,f942]) ).

fof(f38135,plain,
    ( xuntil2p8(s165)
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2997 ),
    inference(forward_subsumption_resolution,[],[f38134,f16084]) ).

fof(f38136,plain,
    ( spl0_2875
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2997 ),
    inference(avatar_split_clause,[],[f38135,f34117,f16094,f16083,f32185]) ).

fof(f38137,plain,
    ( ! [X0] :
        ( succ(s165,X0)
        | until2p7(X0) )
    | ~ spl0_2875 ),
    inference(resolution,[],[f32187,f943]) ).

fof(f38139,plain,
    ( until2p7(s166)
    | ~ spl0_2875 ),
    inference(resolution,[],[f38137,f639]) ).

fof(f38140,plain,
    ( xuntil2p8(s166)
    | ~ node4(s166)
    | ~ spl0_2875 ),
    inference(resolution,[],[f38139,f942]) ).

fof(f38141,plain,
    ( xuntil2p8(s166)
    | ~ spl0_2427
    | ~ spl0_2875 ),
    inference(forward_subsumption_resolution,[],[f38140,f16073]) ).

fof(f38142,plain,
    ( spl0_2874
    | ~ spl0_2427
    | ~ spl0_2875 ),
    inference(avatar_split_clause,[],[f38141,f32185,f16072,f32179]) ).

fof(f38143,plain,
    ( ! [X0] :
        ( succ(s166,X0)
        | until2p7(X0) )
    | ~ spl0_2874 ),
    inference(resolution,[],[f32181,f943]) ).

fof(f38145,plain,
    ( ! [X0] :
        ( succ(s167,X0)
        | until2p7(X0) )
    | ~ spl0_2873 ),
    inference(resolution,[],[f32175,f943]) ).

fof(f38147,plain,
    ( until2p7(s167)
    | ~ spl0_2874 ),
    inference(resolution,[],[f38143,f640]) ).

fof(f38148,plain,
    ( xuntil2p8(s167)
    | ~ node4(s167)
    | ~ spl0_2874 ),
    inference(resolution,[],[f38147,f942]) ).

fof(f38149,plain,
    ( until2p7(s168)
    | ~ spl0_2873 ),
    inference(resolution,[],[f38145,f641]) ).

fof(f38150,plain,
    ( xuntil2p8(s168)
    | ~ node4(s168)
    | ~ spl0_2873 ),
    inference(resolution,[],[f38149,f942]) ).

fof(f38151,plain,
    ( xuntil2p8(s168)
    | ~ spl0_2425
    | ~ spl0_2873 ),
    inference(forward_subsumption_resolution,[],[f38150,f16051]) ).

fof(f38152,plain,
    ( spl0_2872
    | ~ spl0_2425
    | ~ spl0_2873 ),
    inference(avatar_split_clause,[],[f38151,f32173,f16050,f32167]) ).

fof(f38153,plain,
    ( ! [X0] :
        ( succ(s168,X0)
        | until2p7(X0) )
    | ~ spl0_2872 ),
    inference(resolution,[],[f32169,f943]) ).

fof(f38155,plain,
    ( ! [X0] :
        ( succ(s169,X0)
        | until2p7(X0) )
    | ~ spl0_2871 ),
    inference(resolution,[],[f32163,f943]) ).

fof(f38157,plain,
    ( until2p7(s169)
    | ~ spl0_2872 ),
    inference(resolution,[],[f38153,f642]) ).

fof(f38158,plain,
    ( xuntil2p8(s169)
    | ~ node4(s169)
    | ~ spl0_2872 ),
    inference(resolution,[],[f38157,f942]) ).

fof(f38159,plain,
    ( until2p7(s170)
    | ~ spl0_2871 ),
    inference(resolution,[],[f38155,f643]) ).

fof(f38160,plain,
    ( xuntil2p8(s170)
    | ~ node4(s170)
    | ~ spl0_2871 ),
    inference(resolution,[],[f38159,f942]) ).

fof(f38161,plain,
    ( xuntil2p8(s170)
    | ~ spl0_2423
    | ~ spl0_2871 ),
    inference(forward_subsumption_resolution,[],[f38160,f16029]) ).

fof(f38162,plain,
    ( spl0_2870
    | ~ spl0_2423
    | ~ spl0_2871 ),
    inference(avatar_split_clause,[],[f38161,f32161,f16028,f32155]) ).

fof(f38163,plain,
    ( ! [X0] :
        ( succ(s170,X0)
        | until2p7(X0) )
    | ~ spl0_2870 ),
    inference(resolution,[],[f32157,f943]) ).

fof(f38165,plain,
    ( until2p7(s171)
    | ~ spl0_2870 ),
    inference(resolution,[],[f38163,f644]) ).

fof(f38166,plain,
    ( xuntil2p8(s171)
    | ~ node4(s171)
    | ~ spl0_2870 ),
    inference(resolution,[],[f38165,f942]) ).

fof(f38167,plain,
    ( xuntil2p8(s171)
    | ~ spl0_2422
    | ~ spl0_2870 ),
    inference(forward_subsumption_resolution,[],[f38166,f16018]) ).

fof(f38168,plain,
    ( spl0_2869
    | ~ spl0_2422
    | ~ spl0_2870 ),
    inference(avatar_split_clause,[],[f38167,f32155,f16017,f32149]) ).

fof(f38169,plain,
    ( ! [X0] :
        ( succ(s171,X0)
        | until2p7(X0) )
    | ~ spl0_2869 ),
    inference(resolution,[],[f32151,f943]) ).

fof(f38171,plain,
    ( until2p7(s172)
    | ~ spl0_2869 ),
    inference(resolution,[],[f38169,f645]) ).

fof(f38172,plain,
    ( xuntil2p8(s172)
    | ~ node4(s172)
    | ~ spl0_2869 ),
    inference(resolution,[],[f38171,f942]) ).

fof(f38173,plain,
    ( xuntil2p8(s172)
    | ~ spl0_2421
    | ~ spl0_2869 ),
    inference(forward_subsumption_resolution,[],[f38172,f16007]) ).

fof(f38174,plain,
    ( spl0_2868
    | ~ spl0_2421
    | ~ spl0_2869 ),
    inference(avatar_split_clause,[],[f38173,f32149,f16006,f32143]) ).

fof(f38175,plain,
    ( ! [X0] :
        ( succ(s172,X0)
        | until2p7(X0) )
    | ~ spl0_2868 ),
    inference(resolution,[],[f32145,f943]) ).

fof(f38177,plain,
    ( ! [X0] :
        ( succ(s173,X0)
        | until2p7(X0) )
    | ~ spl0_2867 ),
    inference(resolution,[],[f32138,f943]) ).

fof(f38179,plain,
    ( until2p7(s173)
    | ~ spl0_2868 ),
    inference(resolution,[],[f38175,f646]) ).

fof(f38180,plain,
    ( xuntil2p8(s173)
    | ~ node4(s173)
    | ~ spl0_2868 ),
    inference(resolution,[],[f38179,f942]) ).

fof(f38181,plain,
    ( until2p7(s174)
    | ~ spl0_2867 ),
    inference(resolution,[],[f38177,f647]) ).

fof(f38182,plain,
    ( xuntil2p8(s174)
    | ~ node4(s174)
    | ~ spl0_2867 ),
    inference(resolution,[],[f38181,f942]) ).

fof(f38183,plain,
    ( xuntil2p8(s174)
    | ~ spl0_2430
    | ~ spl0_2867 ),
    inference(forward_subsumption_resolution,[],[f38182,f16114]) ).

fof(f38184,plain,
    ( spl0_3018
    | ~ spl0_2430
    | ~ spl0_2867 ),
    inference(avatar_split_clause,[],[f38183,f32136,f16113,f35450]) ).

fof(f38185,plain,
    ( ! [X0] :
        ( succ(s174,X0)
        | until2p7(X0) )
    | ~ spl0_3018 ),
    inference(resolution,[],[f35452,f943]) ).

fof(f38187,plain,
    ( ! [X0] :
        ( succ(s176,X0)
        | until2p7(X0) )
    | ~ spl0_2886 ),
    inference(resolution,[],[f32282,f943]) ).

fof(f38189,plain,
    ( until2p7(s175)
    | ~ spl0_3018 ),
    inference(resolution,[],[f38185,f648]) ).

fof(f38190,plain,
    ( xuntil2p8(s175)
    | ~ node4(s175)
    | ~ spl0_3018 ),
    inference(resolution,[],[f38189,f942]) ).

fof(f38191,plain,
    ( xuntil2p8(s175)
    | ~ spl0_2442
    | ~ spl0_3018 ),
    inference(forward_subsumption_resolution,[],[f38190,f16345]) ).

fof(f38192,plain,
    ( ! [X0] :
        ( succ(s175,X0)
        | until2p7(X0) )
    | ~ spl0_2442
    | ~ spl0_3018 ),
    inference(resolution,[],[f38191,f943]) ).

fof(f38194,plain,
    ( until2p7(s176)
    | ~ spl0_2442
    | ~ spl0_3018 ),
    inference(resolution,[],[f38192,f649]) ).

fof(f38195,plain,
    ( xuntil2p8(s176)
    | ~ node4(s176)
    | ~ spl0_2442
    | ~ spl0_3018 ),
    inference(resolution,[],[f38194,f942]) ).

fof(f38196,plain,
    ( ! [X0] :
        ( succ(s177,X0)
        | until2p7(X0) )
    | ~ spl0_2885 ),
    inference(resolution,[],[f32276,f943]) ).

fof(f38198,plain,
    ( until2p7(s177)
    | ~ spl0_2886 ),
    inference(resolution,[],[f38187,f650]) ).

fof(f38199,plain,
    ( xuntil2p8(s177)
    | ~ node4(s177)
    | ~ spl0_2886 ),
    inference(resolution,[],[f38198,f942]) ).

fof(f38200,plain,
    ( until2p7(s178)
    | ~ spl0_2885 ),
    inference(resolution,[],[f38196,f651]) ).

fof(f38201,plain,
    ( xuntil2p8(s178)
    | ~ node4(s178)
    | ~ spl0_2885 ),
    inference(resolution,[],[f38200,f942]) ).

fof(f38202,plain,
    ( xuntil2p8(s178)
    | ~ spl0_2439
    | ~ spl0_2885 ),
    inference(forward_subsumption_resolution,[],[f38201,f16312]) ).

fof(f38203,plain,
    ( spl0_2884
    | ~ spl0_2439
    | ~ spl0_2885 ),
    inference(avatar_split_clause,[],[f38202,f32274,f16311,f32268]) ).

fof(f38204,plain,
    ( ! [X0] :
        ( succ(s178,X0)
        | until2p7(X0) )
    | ~ spl0_2884 ),
    inference(resolution,[],[f32270,f943]) ).

fof(f38206,plain,
    ( until2p7(s179)
    | ~ spl0_2884 ),
    inference(resolution,[],[f38204,f652]) ).

fof(f38207,plain,
    ( xuntil2p8(s179)
    | ~ node4(s179)
    | ~ spl0_2884 ),
    inference(resolution,[],[f38206,f942]) ).

fof(f38208,plain,
    ( xuntil2p8(s179)
    | ~ spl0_2438
    | ~ spl0_2884 ),
    inference(forward_subsumption_resolution,[],[f38207,f16301]) ).

fof(f38209,plain,
    ( spl0_2883
    | ~ spl0_2438
    | ~ spl0_2884 ),
    inference(avatar_split_clause,[],[f38208,f32268,f16300,f32262]) ).

fof(f38210,plain,
    ( ! [X0] :
        ( succ(s179,X0)
        | until2p7(X0) )
    | ~ spl0_2883 ),
    inference(resolution,[],[f32264,f943]) ).

fof(f38212,plain,
    ( ! [X0] :
        ( succ(s180,X0)
        | until2p7(X0) )
    | ~ spl0_2882 ),
    inference(resolution,[],[f32258,f943]) ).

fof(f38214,plain,
    ( until2p7(s180)
    | ~ spl0_2883 ),
    inference(resolution,[],[f38210,f653]) ).

fof(f38215,plain,
    ( xuntil2p8(s180)
    | ~ node4(s180)
    | ~ spl0_2883 ),
    inference(resolution,[],[f38214,f942]) ).

fof(f38216,plain,
    ( until2p7(s181)
    | ~ spl0_2882 ),
    inference(resolution,[],[f38212,f654]) ).

fof(f38217,plain,
    ( xuntil2p8(s181)
    | ~ node4(s181)
    | ~ spl0_2882 ),
    inference(resolution,[],[f38216,f942]) ).

fof(f38218,plain,
    ( xuntil2p8(s181)
    | ~ spl0_2436
    | ~ spl0_2882 ),
    inference(forward_subsumption_resolution,[],[f38217,f16279]) ).

fof(f38219,plain,
    ( spl0_2881
    | ~ spl0_2436
    | ~ spl0_2882 ),
    inference(avatar_split_clause,[],[f38218,f32256,f16278,f32250]) ).

fof(f38220,plain,
    ( ! [X0] :
        ( succ(s181,X0)
        | until2p7(X0) )
    | ~ spl0_2881 ),
    inference(resolution,[],[f32252,f943]) ).

fof(f38222,plain,
    ( ! [X0] :
        ( succ(s182,X0)
        | until2p7(X0) )
    | ~ spl0_2880 ),
    inference(resolution,[],[f32246,f943]) ).

fof(f38224,plain,
    ( until2p7(s182)
    | ~ spl0_2881 ),
    inference(resolution,[],[f38220,f655]) ).

fof(f38225,plain,
    ( xuntil2p8(s182)
    | ~ node4(s182)
    | ~ spl0_2881 ),
    inference(resolution,[],[f38224,f942]) ).

fof(f38226,plain,
    ( ! [X0] :
        ( succ(s183,X0)
        | until2p7(X0) )
    | ~ spl0_2879 ),
    inference(resolution,[],[f32240,f943]) ).

fof(f38228,plain,
    ( until2p7(s183)
    | ~ spl0_2880 ),
    inference(resolution,[],[f38222,f656]) ).

fof(f38229,plain,
    ( xuntil2p8(s183)
    | ~ node4(s183)
    | ~ spl0_2880 ),
    inference(resolution,[],[f38228,f942]) ).

fof(f38230,plain,
    ( until2p7(s184)
    | ~ spl0_2879 ),
    inference(resolution,[],[f38226,f657]) ).

fof(f38231,plain,
    ( xuntil2p8(s184)
    | ~ node4(s184)
    | ~ spl0_2879 ),
    inference(resolution,[],[f38230,f942]) ).

fof(f38232,plain,
    ( xuntil2p8(s184)
    | ~ spl0_2433
    | ~ spl0_2879 ),
    inference(forward_subsumption_resolution,[],[f38231,f16246]) ).

fof(f38233,plain,
    ( spl0_2878
    | ~ spl0_2433
    | ~ spl0_2879 ),
    inference(avatar_split_clause,[],[f38232,f32238,f16245,f32232]) ).

fof(f38234,plain,
    ( ! [X0] :
        ( succ(s184,X0)
        | until2p7(X0) )
    | ~ spl0_2878 ),
    inference(resolution,[],[f32234,f943]) ).

fof(f38236,plain,
    ( ! [X0] :
        ( succ(s185,X0)
        | until2p7(X0) )
    | ~ spl0_2877 ),
    inference(resolution,[],[f32228,f943]) ).

fof(f38238,plain,
    ( until2p7(s185)
    | ~ spl0_2878 ),
    inference(resolution,[],[f38234,f658]) ).

fof(f38239,plain,
    ( xuntil2p8(s185)
    | ~ node4(s185)
    | ~ spl0_2878 ),
    inference(resolution,[],[f38238,f942]) ).

fof(f38240,plain,
    ( until2p7(s186)
    | ~ spl0_2877 ),
    inference(resolution,[],[f38236,f659]) ).

fof(f38241,plain,
    ( xuntil2p8(s186)
    | ~ node4(s186)
    | ~ spl0_2877 ),
    inference(resolution,[],[f38240,f942]) ).

fof(f38242,plain,
    ( xuntil2p8(s186)
    | ~ spl0_2431
    | ~ spl0_2877 ),
    inference(forward_subsumption_resolution,[],[f38241,f16222]) ).

fof(f38243,plain,
    ( spl0_2876
    | ~ spl0_2431
    | ~ spl0_2877 ),
    inference(avatar_split_clause,[],[f38242,f32226,f16221,f32219]) ).

fof(f38244,plain,
    ( ! [X0] :
        ( succ(s186,X0)
        | until2p7(X0) )
    | ~ spl0_2876 ),
    inference(resolution,[],[f32221,f943]) ).

fof(f38246,plain,
    ( ! [X0] :
        ( succ(s187,X0)
        | until2p7(X0) )
    | ~ spl0_3028 ),
    inference(resolution,[],[f35859,f943]) ).

fof(f38248,plain,
    ( until2p7(s187)
    | ~ spl0_2876 ),
    inference(resolution,[],[f38244,f660]) ).

fof(f38249,plain,
    ( until2p7(s188)
    | ~ spl0_3028 ),
    inference(resolution,[],[f38246,f661]) ).

fof(f38250,plain,
    ( xuntil2p8(s188)
    | ~ node4(s188)
    | ~ spl0_3028 ),
    inference(resolution,[],[f38249,f942]) ).

fof(f38251,plain,
    ( xuntil2p8(s188)
    | ~ spl0_2444
    | ~ spl0_3028 ),
    inference(forward_subsumption_resolution,[],[f38250,f16412]) ).

fof(f38252,plain,
    ( ! [X0] :
        ( succ(s188,X0)
        | until2p7(X0) )
    | ~ spl0_2444
    | ~ spl0_3028 ),
    inference(resolution,[],[f38251,f943]) ).

fof(f38254,plain,
    ( until2p7(s189)
    | ~ spl0_2444
    | ~ spl0_3028 ),
    inference(resolution,[],[f38252,f662]) ).

fof(f38255,plain,
    ( xuntil2p8(s189)
    | ~ node4(s189)
    | ~ spl0_2444
    | ~ spl0_3028 ),
    inference(resolution,[],[f38254,f942]) ).

fof(f38256,plain,
    ( xuntil2p8(s189)
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_3028 ),
    inference(forward_subsumption_resolution,[],[f38255,f16424]) ).

fof(f38257,plain,
    ( spl0_3023
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_3028 ),
    inference(avatar_split_clause,[],[f38256,f35857,f16423,f16411,f35712]) ).

fof(f38258,plain,
    ( ! [X0] :
        ( succ(s189,X0)
        | until2p7(X0) )
    | ~ spl0_3023 ),
    inference(resolution,[],[f35714,f943]) ).

fof(f38260,plain,
    ( until2p7(s190)
    | ~ spl0_3023 ),
    inference(resolution,[],[f38258,f663]) ).

fof(f38261,plain,
    ( xuntil2p8(s190)
    | ~ node4(s190)
    | ~ spl0_3023 ),
    inference(resolution,[],[f38260,f942]) ).

fof(f38262,plain,
    ( xuntil2p8(s190)
    | ~ spl0_2446
    | ~ spl0_3023 ),
    inference(forward_subsumption_resolution,[],[f38261,f16442]) ).

fof(f38263,plain,
    ( spl0_2714
    | ~ spl0_2446
    | ~ spl0_3023 ),
    inference(avatar_split_clause,[],[f38262,f35712,f16441,f30158]) ).

fof(f38264,plain,
    ( ! [X0] :
        ( succ(s190,X0)
        | until2p7(X0) )
    | ~ spl0_2714 ),
    inference(resolution,[],[f30160,f943]) ).

fof(f38266,plain,
    ( until2p7(s191)
    | ~ spl0_2714 ),
    inference(resolution,[],[f38264,f664]) ).

fof(f38267,plain,
    ( xuntil2p8(s191)
    | ~ node4(s191)
    | ~ spl0_2714 ),
    inference(resolution,[],[f38266,f942]) ).

fof(f38268,plain,
    ( xuntil2p8(s191)
    | ~ spl0_2451
    | ~ spl0_2714 ),
    inference(forward_subsumption_resolution,[],[f38267,f16532]) ).

fof(f38269,plain,
    ( ! [X0] :
        ( succ(s191,X0)
        | until2p7(X0) )
    | ~ spl0_2451
    | ~ spl0_2714 ),
    inference(resolution,[],[f38268,f943]) ).

fof(f38271,plain,
    ( ! [X0] :
        ( succ(s192,X0)
        | until2p7(X0) )
    | ~ spl0_2890 ),
    inference(resolution,[],[f32335,f943]) ).

fof(f38273,plain,
    ( until2p7(s192)
    | ~ spl0_2451
    | ~ spl0_2714 ),
    inference(resolution,[],[f38269,f665]) ).

fof(f38274,plain,
    ( xuntil2p8(s192)
    | ~ node4(s192)
    | ~ spl0_2451
    | ~ spl0_2714 ),
    inference(resolution,[],[f38273,f942]) ).

fof(f38275,plain,
    ( ! [X0] :
        ( succ(s193,X0)
        | until2p7(X0) )
    | ~ spl0_2889 ),
    inference(resolution,[],[f32329,f943]) ).

fof(f38277,plain,
    ( until2p7(s193)
    | ~ spl0_2890 ),
    inference(resolution,[],[f38271,f666]) ).

fof(f38278,plain,
    ( xuntil2p8(s193)
    | ~ node4(s193)
    | ~ spl0_2890 ),
    inference(resolution,[],[f38277,f942]) ).

fof(f38279,plain,
    ( until2p7(s194)
    | ~ spl0_2889 ),
    inference(resolution,[],[f38275,f667]) ).

fof(f38280,plain,
    ( xuntil2p8(s194)
    | ~ node4(s194)
    | ~ spl0_2889 ),
    inference(resolution,[],[f38279,f942]) ).

fof(f38281,plain,
    ( xuntil2p8(s194)
    | ~ spl0_2448
    | ~ spl0_2889 ),
    inference(forward_subsumption_resolution,[],[f38280,f16499]) ).

fof(f38282,plain,
    ( spl0_2888
    | ~ spl0_2448
    | ~ spl0_2889 ),
    inference(avatar_split_clause,[],[f38281,f32327,f16498,f32321]) ).

fof(f38283,plain,
    ( ! [X0] :
        ( succ(s194,X0)
        | until2p7(X0) )
    | ~ spl0_2888 ),
    inference(resolution,[],[f32323,f943]) ).

fof(f38285,plain,
    ( ! [X0] :
        ( succ(s195,X0)
        | until2p7(X0) )
    | ~ spl0_2887 ),
    inference(resolution,[],[f32316,f943]) ).

fof(f38287,plain,
    ( until2p7(s195)
    | ~ spl0_2888 ),
    inference(resolution,[],[f38283,f668]) ).

fof(f38288,plain,
    ( xuntil2p8(s195)
    | ~ node4(s195)
    | ~ spl0_2888 ),
    inference(resolution,[],[f38287,f942]) ).

fof(f38289,plain,
    ( until2p7(s196)
    | ~ spl0_2887 ),
    inference(resolution,[],[f38285,f669]) ).

fof(f38290,plain,
    ( xuntil2p8(s196)
    | ~ node4(s196)
    | ~ spl0_2887 ),
    inference(resolution,[],[f38289,f942]) ).

fof(f38291,plain,
    ( xuntil2p8(s196)
    | ~ spl0_2452
    | ~ spl0_2887 ),
    inference(forward_subsumption_resolution,[],[f38290,f16546]) ).

fof(f38292,plain,
    ( spl0_3030
    | ~ spl0_2452
    | ~ spl0_2887 ),
    inference(avatar_split_clause,[],[f38291,f32314,f16545,f36024]) ).

fof(f38293,plain,
    ( ! [X0] :
        ( succ(s196,X0)
        | until2p7(X0) )
    | ~ spl0_3030 ),
    inference(resolution,[],[f36026,f943]) ).

fof(f38295,plain,
    ( until2p7(s197)
    | ~ spl0_3030 ),
    inference(resolution,[],[f38293,f670]) ).

fof(f38296,plain,
    ( xuntil2p8(s197)
    | ~ node4(s197)
    | ~ spl0_3030 ),
    inference(resolution,[],[f38295,f942]) ).

fof(f38297,plain,
    ( xuntil2p8(s197)
    | ~ spl0_2457
    | ~ spl0_3030 ),
    inference(forward_subsumption_resolution,[],[f38296,f16648]) ).

fof(f38298,plain,
    ( ! [X0] :
        ( succ(s197,X0)
        | until2p7(X0) )
    | ~ spl0_2457
    | ~ spl0_3030 ),
    inference(resolution,[],[f38297,f943]) ).

fof(f38300,plain,
    ( ! [X0] :
        ( succ(s198,X0)
        | until2p7(X0) )
    | ~ spl0_2894 ),
    inference(resolution,[],[f32371,f943]) ).

fof(f38302,plain,
    ( until2p7(s198)
    | ~ spl0_2457
    | ~ spl0_3030 ),
    inference(resolution,[],[f38298,f671]) ).

fof(f38303,plain,
    ( xuntil2p8(s198)
    | ~ node4(s198)
    | ~ spl0_2457
    | ~ spl0_3030 ),
    inference(resolution,[],[f38302,f942]) ).

fof(f38304,plain,
    ( until2p7(s199)
    | ~ spl0_2894 ),
    inference(resolution,[],[f38300,f672]) ).

fof(f38305,plain,
    ( xuntil2p8(s199)
    | ~ node4(s199)
    | ~ spl0_2894 ),
    inference(resolution,[],[f38304,f942]) ).

fof(f38306,plain,
    ( xuntil2p8(s199)
    | ~ spl0_2455
    | ~ spl0_2894 ),
    inference(forward_subsumption_resolution,[],[f38305,f16626]) ).

fof(f38307,plain,
    ( spl0_2893
    | ~ spl0_2455
    | ~ spl0_2894 ),
    inference(avatar_split_clause,[],[f38306,f32369,f16625,f32363]) ).

fof(f38308,plain,
    ( ! [X0] :
        ( succ(s199,X0)
        | until2p7(X0) )
    | ~ spl0_2893 ),
    inference(resolution,[],[f32365,f943]) ).

fof(f38310,plain,
    ( ! [X0] :
        ( succ(s200,X0)
        | until2p7(X0) )
    | ~ spl0_2892 ),
    inference(resolution,[],[f32359,f943]) ).

fof(f38312,plain,
    ( until2p7(s200)
    | ~ spl0_2893 ),
    inference(resolution,[],[f38308,f673]) ).

fof(f38313,plain,
    ( xuntil2p8(s200)
    | ~ node4(s200)
    | ~ spl0_2893 ),
    inference(resolution,[],[f38312,f942]) ).

fof(f38314,plain,
    ( until2p7(s201)
    | ~ spl0_2892 ),
    inference(resolution,[],[f38310,f674]) ).

fof(f38315,plain,
    ( xuntil2p8(s201)
    | ~ node4(s201)
    | ~ spl0_2892 ),
    inference(resolution,[],[f38314,f942]) ).

fof(f38316,plain,
    ( xuntil2p8(s201)
    | ~ spl0_2453
    | ~ spl0_2892 ),
    inference(forward_subsumption_resolution,[],[f38315,f16602]) ).

fof(f38317,plain,
    ( spl0_2891
    | ~ spl0_2453
    | ~ spl0_2892 ),
    inference(avatar_split_clause,[],[f38316,f32357,f16601,f32350]) ).

fof(f38318,plain,
    ( ! [X0] :
        ( succ(s201,X0)
        | until2p7(X0) )
    | ~ spl0_2891 ),
    inference(resolution,[],[f32352,f943]) ).

fof(f38320,plain,
    ( ! [X0] :
        ( succ(s202,X0)
        | until2p7(X0) )
    | ~ spl0_3033 ),
    inference(resolution,[],[f36162,f943]) ).

fof(f38322,plain,
    ( until2p7(s202)
    | ~ spl0_2891 ),
    inference(resolution,[],[f38318,f675]) ).

fof(f38323,plain,
    ( xuntil2p8(s202)
    | ~ node4(s202)
    | ~ spl0_2891 ),
    inference(resolution,[],[f38322,f942]) ).

fof(f38324,plain,
    ( ! [X0] :
        ( succ(s203,X0)
        | until2p7(X0) )
    | ~ spl0_2899 ),
    inference(resolution,[],[f32413,f943]) ).

fof(f38326,plain,
    ( until2p7(s203)
    | ~ spl0_3033 ),
    inference(resolution,[],[f38320,f676]) ).

fof(f38327,plain,
    ( xuntil2p8(s203)
    | ~ node4(s203)
    | ~ spl0_3033 ),
    inference(resolution,[],[f38326,f942]) ).

fof(f38328,plain,
    ( until2p7(s204)
    | ~ spl0_2899 ),
    inference(resolution,[],[f38324,f677]) ).

fof(f38329,plain,
    ( xuntil2p8(s204)
    | ~ node4(s204)
    | ~ spl0_2899 ),
    inference(resolution,[],[f38328,f942]) ).

fof(f38330,plain,
    ( xuntil2p8(s204)
    | ~ spl0_2462
    | ~ spl0_2899 ),
    inference(forward_subsumption_resolution,[],[f38329,f16753]) ).

fof(f38331,plain,
    ( spl0_2898
    | ~ spl0_2462
    | ~ spl0_2899 ),
    inference(avatar_split_clause,[],[f38330,f32411,f16752,f32405]) ).

fof(f38332,plain,
    ( ! [X0] :
        ( succ(s204,X0)
        | until2p7(X0) )
    | ~ spl0_2898 ),
    inference(resolution,[],[f32407,f943]) ).

fof(f38334,plain,
    ( until2p7(s205)
    | ~ spl0_2898 ),
    inference(resolution,[],[f38332,f678]) ).

fof(f38335,plain,
    ( xuntil2p8(s205)
    | ~ node4(s205)
    | ~ spl0_2898 ),
    inference(resolution,[],[f38334,f942]) ).

fof(f38336,plain,
    ( xuntil2p8(s205)
    | ~ spl0_2461
    | ~ spl0_2898 ),
    inference(forward_subsumption_resolution,[],[f38335,f16742]) ).

fof(f38337,plain,
    ( spl0_2897
    | ~ spl0_2461
    | ~ spl0_2898 ),
    inference(avatar_split_clause,[],[f38336,f32405,f16741,f32399]) ).

fof(f38338,plain,
    ( ! [X0] :
        ( succ(s205,X0)
        | until2p7(X0) )
    | ~ spl0_2897 ),
    inference(resolution,[],[f32401,f943]) ).

fof(f38340,plain,
    ( until2p7(s206)
    | ~ spl0_2897 ),
    inference(resolution,[],[f38338,f679]) ).

fof(f38341,plain,
    ( xuntil2p8(s206)
    | ~ node4(s206)
    | ~ spl0_2897 ),
    inference(resolution,[],[f38340,f942]) ).

fof(f38342,plain,
    ( xuntil2p8(s206)
    | ~ spl0_2460
    | ~ spl0_2897 ),
    inference(forward_subsumption_resolution,[],[f38341,f16731]) ).

fof(f38343,plain,
    ( spl0_2896
    | ~ spl0_2460
    | ~ spl0_2897 ),
    inference(avatar_split_clause,[],[f38342,f32399,f16730,f32393]) ).

fof(f38344,plain,
    ( ! [X0] :
        ( succ(s206,X0)
        | until2p7(X0) )
    | ~ spl0_2896 ),
    inference(resolution,[],[f32395,f943]) ).

fof(f38346,plain,
    ( ! [X0] :
        ( succ(s207,X0)
        | until2p7(X0) )
    | ~ spl0_2895 ),
    inference(resolution,[],[f32388,f943]) ).

fof(f38348,plain,
    ( ! [X0] :
        ( succ(s208,X0)
        | until2p7(X0) )
    | ~ spl0_3024 ),
    inference(resolution,[],[f35738,f943]) ).

fof(f38350,plain,
    ( until2p7(s207)
    | ~ spl0_2896 ),
    inference(resolution,[],[f38344,f680]) ).

fof(f38351,plain,
    ( xuntil2p8(s207)
    | ~ node4(s207)
    | ~ spl0_2896 ),
    inference(resolution,[],[f38350,f942]) ).

fof(f38352,plain,
    ( until2p7(s208)
    | ~ spl0_2895 ),
    inference(resolution,[],[f38346,f681]) ).

fof(f38353,plain,
    ( xuntil2p8(s208)
    | ~ node4(s208)
    | ~ spl0_2895 ),
    inference(resolution,[],[f38352,f942]) ).

fof(f38354,plain,
    ( until2p7(s209)
    | ~ spl0_3024 ),
    inference(resolution,[],[f38348,f682]) ).

fof(f38355,plain,
    ( xuntil2p8(s209)
    | ~ node4(s209)
    | ~ spl0_3024 ),
    inference(resolution,[],[f38354,f942]) ).

fof(f38356,plain,
    ( xuntil2p8(s209)
    | ~ spl0_2468
    | ~ spl0_3024 ),
    inference(forward_subsumption_resolution,[],[f38355,f16861]) ).

fof(f38357,plain,
    ( spl0_2903
    | ~ spl0_2468
    | ~ spl0_3024 ),
    inference(avatar_split_clause,[],[f38356,f35736,f16860,f32448]) ).

fof(f38358,plain,
    ( ! [X0] :
        ( succ(s209,X0)
        | until2p7(X0) )
    | ~ spl0_2903 ),
    inference(resolution,[],[f32450,f943]) ).

fof(f38360,plain,
    ( until2p7(s210)
    | ~ spl0_2903 ),
    inference(resolution,[],[f38358,f683]) ).

fof(f38361,plain,
    ( xuntil2p8(s210)
    | ~ node4(s210)
    | ~ spl0_2903 ),
    inference(resolution,[],[f38360,f942]) ).

fof(f38362,plain,
    ( xuntil2p8(s210)
    | ~ spl0_2467
    | ~ spl0_2903 ),
    inference(forward_subsumption_resolution,[],[f38361,f16850]) ).

fof(f38363,plain,
    ( spl0_2902
    | ~ spl0_2467
    | ~ spl0_2903 ),
    inference(avatar_split_clause,[],[f38362,f32448,f16849,f32442]) ).

fof(f38364,plain,
    ( ! [X0] :
        ( succ(s210,X0)
        | until2p7(X0) )
    | ~ spl0_2902 ),
    inference(resolution,[],[f32444,f943]) ).

fof(f38366,plain,
    ( ! [X0] :
        ( succ(s211,X0)
        | until2p7(X0) )
    | ~ spl0_2901 ),
    inference(resolution,[],[f32438,f943]) ).

fof(f38368,plain,
    ( ! [X0] :
        ( succ(s212,X0)
        | until2p7(X0) )
    | ~ spl0_2900 ),
    inference(resolution,[],[f32431,f943]) ).

fof(f38370,plain,
    ( until2p7(s211)
    | ~ spl0_2902 ),
    inference(resolution,[],[f38364,f684]) ).

fof(f38371,plain,
    ( xuntil2p8(s211)
    | ~ node4(s211)
    | ~ spl0_2902 ),
    inference(resolution,[],[f38370,f942]) ).

fof(f38372,plain,
    ( until2p7(s212)
    | ~ spl0_2901 ),
    inference(resolution,[],[f38366,f685]) ).

fof(f38373,plain,
    ( xuntil2p8(s212)
    | ~ node4(s212)
    | ~ spl0_2901 ),
    inference(resolution,[],[f38372,f942]) ).

fof(f38374,plain,
    ( until2p7(s213)
    | ~ spl0_2900 ),
    inference(resolution,[],[f38368,f686]) ).

fof(f38375,plain,
    ( xuntil2p8(s213)
    | ~ node4(s213)
    | ~ spl0_2900 ),
    inference(resolution,[],[f38374,f942]) ).

fof(f38376,plain,
    ( xuntil2p8(s213)
    | ~ spl0_2469
    | ~ spl0_2900 ),
    inference(forward_subsumption_resolution,[],[f38375,f16874]) ).

fof(f38377,plain,
    ( spl0_3031
    | ~ spl0_2469
    | ~ spl0_2900 ),
    inference(avatar_split_clause,[],[f38376,f32429,f16873,f36046]) ).

fof(f38378,plain,
    ( ! [X0] :
        ( succ(s213,X0)
        | until2p7(X0) )
    | ~ spl0_3031 ),
    inference(resolution,[],[f36048,f943]) ).

fof(f38380,plain,
    ( until2p7(s214)
    | ~ spl0_3031 ),
    inference(resolution,[],[f38378,f687]) ).

fof(f38381,plain,
    ( xuntil2p8(s214)
    | ~ node4(s214)
    | ~ spl0_3031 ),
    inference(resolution,[],[f38380,f942]) ).

fof(f38382,plain,
    ( xuntil2p8(s214)
    | ~ spl0_2473
    | ~ spl0_3031 ),
    inference(forward_subsumption_resolution,[],[f38381,f16955]) ).

fof(f38383,plain,
    ( spl0_2907
    | ~ spl0_2473
    | ~ spl0_3031 ),
    inference(avatar_split_clause,[],[f38382,f36046,f16954,f32483]) ).

fof(f38384,plain,
    ( ! [X0] :
        ( succ(s214,X0)
        | until2p7(X0) )
    | ~ spl0_2907 ),
    inference(resolution,[],[f32485,f943]) ).

fof(f38386,plain,
    ( until2p7(s215)
    | ~ spl0_2907 ),
    inference(resolution,[],[f38384,f688]) ).

fof(f38387,plain,
    ( xuntil2p8(s215)
    | ~ node4(s215)
    | ~ spl0_2907 ),
    inference(resolution,[],[f38386,f942]) ).

fof(f38388,plain,
    ( xuntil2p8(s215)
    | ~ spl0_2472
    | ~ spl0_2907 ),
    inference(forward_subsumption_resolution,[],[f38387,f16944]) ).

fof(f38389,plain,
    ( spl0_2906
    | ~ spl0_2472
    | ~ spl0_2907 ),
    inference(avatar_split_clause,[],[f38388,f32483,f16943,f32477]) ).

fof(f38390,plain,
    ( ! [X0] :
        ( succ(s215,X0)
        | until2p7(X0) )
    | ~ spl0_2906 ),
    inference(resolution,[],[f32479,f943]) ).

fof(f38392,plain,
    ( ! [X0] :
        ( succ(s216,X0)
        | until2p7(X0) )
    | ~ spl0_2905 ),
    inference(resolution,[],[f32473,f943]) ).

fof(f38394,plain,
    ( until2p7(s216)
    | ~ spl0_2906 ),
    inference(resolution,[],[f38390,f689]) ).

fof(f38395,plain,
    ( xuntil2p8(s216)
    | ~ node4(s216)
    | ~ spl0_2906 ),
    inference(resolution,[],[f38394,f942]) ).

fof(f38396,plain,
    ( until2p7(s217)
    | ~ spl0_2905 ),
    inference(resolution,[],[f38392,f690]) ).

fof(f38397,plain,
    ( xuntil2p8(s217)
    | ~ node4(s217)
    | ~ spl0_2905 ),
    inference(resolution,[],[f38396,f942]) ).

fof(f38398,plain,
    ( xuntil2p8(s217)
    | ~ spl0_2470
    | ~ spl0_2905 ),
    inference(forward_subsumption_resolution,[],[f38397,f16920]) ).

fof(f38399,plain,
    ( spl0_2904
    | ~ spl0_2470
    | ~ spl0_2905 ),
    inference(avatar_split_clause,[],[f38398,f32471,f16919,f32464]) ).

fof(f38400,plain,
    ( ! [X0] :
        ( succ(s217,X0)
        | until2p7(X0) )
    | ~ spl0_2904 ),
    inference(resolution,[],[f32466,f943]) ).

fof(f38402,plain,
    ( until2p7(s218)
    | ~ spl0_2904 ),
    inference(resolution,[],[f38400,f691]) ).

fof(f38403,plain,
    ( xuntil2p8(s218)
    | ~ node4(s218)
    | ~ spl0_2904 ),
    inference(resolution,[],[f38402,f942]) ).

fof(f38404,plain,
    ( xuntil2p8(s218)
    | ~ spl0_2474
    | ~ spl0_2904 ),
    inference(forward_subsumption_resolution,[],[f38403,f16968]) ).

fof(f38405,plain,
    ( spl0_3005
    | ~ spl0_2474
    | ~ spl0_2904 ),
    inference(avatar_split_clause,[],[f38404,f32464,f16967,f34614]) ).

fof(f38406,plain,
    ( ! [X0] :
        ( succ(s218,X0)
        | until2p7(X0) )
    | ~ spl0_3005 ),
    inference(resolution,[],[f34616,f943]) ).

fof(f38408,plain,
    ( ! [X0] :
        ( succ(s219,X0)
        | until2p7(X0) )
    | ~ spl0_2913 ),
    inference(resolution,[],[f32534,f943]) ).

fof(f38410,plain,
    ( until2p7(s219)
    | ~ spl0_3005 ),
    inference(resolution,[],[f38406,f692]) ).

fof(f38411,plain,
    ( xuntil2p8(s219)
    | ~ node4(s219)
    | ~ spl0_3005 ),
    inference(resolution,[],[f38410,f942]) ).

fof(f38412,plain,
    ( until2p7(s220)
    | ~ spl0_2913 ),
    inference(resolution,[],[f38408,f693]) ).

fof(f38413,plain,
    ( xuntil2p8(s220)
    | ~ node4(s220)
    | ~ spl0_2913 ),
    inference(resolution,[],[f38412,f942]) ).

fof(f38414,plain,
    ( xuntil2p8(s220)
    | ~ spl0_2479
    | ~ spl0_2913 ),
    inference(forward_subsumption_resolution,[],[f38413,f17072]) ).

fof(f38415,plain,
    ( spl0_2912
    | ~ spl0_2479
    | ~ spl0_2913 ),
    inference(avatar_split_clause,[],[f38414,f32532,f17071,f32526]) ).

fof(f38416,plain,
    ( ! [X0] :
        ( succ(s220,X0)
        | until2p7(X0) )
    | ~ spl0_2912 ),
    inference(resolution,[],[f32528,f943]) ).

fof(f38418,plain,
    ( ! [X0] :
        ( succ(s221,X0)
        | until2p7(X0) )
    | ~ spl0_2911 ),
    inference(resolution,[],[f32522,f943]) ).

fof(f38420,plain,
    ( until2p7(s221)
    | ~ spl0_2912 ),
    inference(resolution,[],[f38416,f694]) ).

fof(f38421,plain,
    ( xuntil2p8(s221)
    | ~ node4(s221)
    | ~ spl0_2912 ),
    inference(resolution,[],[f38420,f942]) ).

fof(f38422,plain,
    ( until2p7(s222)
    | ~ spl0_2911 ),
    inference(resolution,[],[f38418,f695]) ).

fof(f38423,plain,
    ( xuntil2p8(s222)
    | ~ node4(s222)
    | ~ spl0_2911 ),
    inference(resolution,[],[f38422,f942]) ).

fof(f38424,plain,
    ( xuntil2p8(s222)
    | ~ spl0_2477
    | ~ spl0_2911 ),
    inference(forward_subsumption_resolution,[],[f38423,f17050]) ).

fof(f38425,plain,
    ( spl0_2910
    | ~ spl0_2477
    | ~ spl0_2911 ),
    inference(avatar_split_clause,[],[f38424,f32520,f17049,f32514]) ).

fof(f38426,plain,
    ( ! [X0] :
        ( succ(s222,X0)
        | until2p7(X0) )
    | ~ spl0_2910 ),
    inference(resolution,[],[f32516,f943]) ).

fof(f38428,plain,
    ( until2p7(s223)
    | ~ spl0_2910 ),
    inference(resolution,[],[f38426,f696]) ).

fof(f38429,plain,
    ( xuntil2p8(s223)
    | ~ node4(s223)
    | ~ spl0_2910 ),
    inference(resolution,[],[f38428,f942]) ).

fof(f38430,plain,
    ( xuntil2p8(s223)
    | ~ spl0_2476
    | ~ spl0_2910 ),
    inference(forward_subsumption_resolution,[],[f38429,f17039]) ).

fof(f38431,plain,
    ( spl0_2909
    | ~ spl0_2476
    | ~ spl0_2910 ),
    inference(avatar_split_clause,[],[f38430,f32514,f17038,f32508]) ).

fof(f38432,plain,
    ( ! [X0] :
        ( succ(s223,X0)
        | until2p7(X0) )
    | ~ spl0_2909 ),
    inference(resolution,[],[f32510,f943]) ).

fof(f38434,plain,
    ( ! [X0] :
        ( succ(s224,X0)
        | until2p7(X0) )
    | ~ spl0_2908 ),
    inference(resolution,[],[f32503,f943]) ).

fof(f38436,plain,
    ( until2p7(s224)
    | ~ spl0_2909 ),
    inference(resolution,[],[f38432,f697]) ).

fof(f38437,plain,
    ( xuntil2p8(s224)
    | ~ node4(s224)
    | ~ spl0_2909 ),
    inference(resolution,[],[f38436,f942]) ).

fof(f38438,plain,
    ( ! [X0] :
        ( succ(s225,X0)
        | until2p7(X0) )
    | ~ spl0_3037 ),
    inference(resolution,[],[f36357,f943]) ).

fof(f38440,plain,
    ( until2p7(s225)
    | ~ spl0_2908 ),
    inference(resolution,[],[f38434,f698]) ).

fof(f38441,plain,
    ( xuntil2p8(s225)
    | ~ node4(s225)
    | ~ spl0_2908 ),
    inference(resolution,[],[f38440,f942]) ).

fof(f38442,plain,
    ( until2p7(s226)
    | ~ spl0_3037 ),
    inference(resolution,[],[f38438,f699]) ).

fof(f38443,plain,
    ( xuntil2p8(s226)
    | ~ node4(s226)
    | ~ spl0_3037 ),
    inference(resolution,[],[f38442,f942]) ).

fof(f38444,plain,
    ( xuntil2p8(s226)
    | ~ spl0_2482
    | ~ spl0_3037 ),
    inference(forward_subsumption_resolution,[],[f38443,f17124]) ).

fof(f38445,plain,
    ( spl0_2710
    | ~ spl0_2482
    | ~ spl0_3037 ),
    inference(avatar_split_clause,[],[f38444,f36355,f17123,f29952]) ).

fof(f38446,plain,
    ( ! [X0] :
        ( succ(s226,X0)
        | until2p7(X0) )
    | ~ spl0_2710 ),
    inference(resolution,[],[f29954,f943]) ).

fof(f38448,plain,
    ( until2p7(s227)
    | ~ spl0_2710 ),
    inference(resolution,[],[f38446,f700]) ).

fof(f38449,plain,
    ( xuntil2p8(s227)
    | ~ node4(s227)
    | ~ spl0_2710 ),
    inference(resolution,[],[f38448,f942]) ).

fof(f38450,plain,
    ( xuntil2p8(s227)
    | ~ spl0_2483
    | ~ spl0_2710 ),
    inference(forward_subsumption_resolution,[],[f38449,f17144]) ).

fof(f38451,plain,
    ( spl0_2914
    | ~ spl0_2483
    | ~ spl0_2710 ),
    inference(avatar_split_clause,[],[f38450,f29952,f17143,f32550]) ).

fof(f38452,plain,
    ( ! [X0] :
        ( succ(s227,X0)
        | until2p7(X0) )
    | ~ spl0_2914 ),
    inference(resolution,[],[f32552,f943]) ).

fof(f38454,plain,
    ( ! [X0] :
        ( succ(s228,X0)
        | until2p7(X0) )
    | ~ spl0_3035 ),
    inference(resolution,[],[f36261,f943]) ).

fof(f38456,plain,
    ( until2p7(s228)
    | ~ spl0_2914 ),
    inference(resolution,[],[f38452,f701]) ).

fof(f38457,plain,
    ( xuntil2p8(s228)
    | ~ node4(s228)
    | ~ spl0_2914 ),
    inference(resolution,[],[f38456,f942]) ).

fof(f38458,plain,
    ( ! [X0] :
        ( succ(s229,X0)
        | until2p7(X0) )
    | ~ spl0_2922 ),
    inference(resolution,[],[f32612,f943]) ).

fof(f38460,plain,
    ( until2p7(s229)
    | ~ spl0_3035 ),
    inference(resolution,[],[f38454,f702]) ).

fof(f38461,plain,
    ( xuntil2p8(s229)
    | ~ node4(s229)
    | ~ spl0_3035 ),
    inference(resolution,[],[f38460,f942]) ).

fof(f38462,plain,
    ( until2p7(s230)
    | ~ spl0_2922 ),
    inference(resolution,[],[f38458,f703]) ).

fof(f38463,plain,
    ( xuntil2p8(s230)
    | ~ node4(s230)
    | ~ spl0_2922 ),
    inference(resolution,[],[f38462,f942]) ).

fof(f38464,plain,
    ( xuntil2p8(s230)
    | ~ spl0_2493
    | ~ spl0_2922 ),
    inference(forward_subsumption_resolution,[],[f38463,f17330]) ).

fof(f38465,plain,
    ( spl0_2921
    | ~ spl0_2493
    | ~ spl0_2922 ),
    inference(avatar_split_clause,[],[f38464,f32610,f17329,f32604]) ).

fof(f38466,plain,
    ( ! [X0] :
        ( succ(s230,X0)
        | until2p7(X0) )
    | ~ spl0_2921 ),
    inference(resolution,[],[f32606,f943]) ).

fof(f38468,plain,
    ( ! [X0] :
        ( succ(s231,X0)
        | until2p7(X0) )
    | ~ spl0_2920 ),
    inference(resolution,[],[f32600,f943]) ).

fof(f38470,plain,
    ( until2p7(s231)
    | ~ spl0_2921 ),
    inference(resolution,[],[f38466,f704]) ).

fof(f38471,plain,
    ( xuntil2p8(s231)
    | ~ node4(s231)
    | ~ spl0_2921 ),
    inference(resolution,[],[f38470,f942]) ).

fof(f38472,plain,
    ( until2p7(s232)
    | ~ spl0_2920 ),
    inference(resolution,[],[f38468,f705]) ).

fof(f38473,plain,
    ( xuntil2p8(s232)
    | ~ node4(s232)
    | ~ spl0_2920 ),
    inference(resolution,[],[f38472,f942]) ).

fof(f38474,plain,
    ( xuntil2p8(s232)
    | ~ spl0_2491
    | ~ spl0_2920 ),
    inference(forward_subsumption_resolution,[],[f38473,f17305]) ).

fof(f38475,plain,
    ( spl0_2919
    | ~ spl0_2491
    | ~ spl0_2920 ),
    inference(avatar_split_clause,[],[f38474,f32598,f17304,f32592]) ).

fof(f38476,plain,
    ( ! [X0] :
        ( succ(s232,X0)
        | until2p7(X0) )
    | ~ spl0_2919 ),
    inference(resolution,[],[f32594,f943]) ).

fof(f38478,plain,
    ( ! [X0] :
        ( succ(s235,X0)
        | until2p7(X0) )
    | ~ spl0_2918 ),
    inference(resolution,[],[f32588,f943]) ).

fof(f38480,plain,
    ( ! [X0] :
        ( succ(s236,X0)
        | until2p7(X0) )
    | ~ spl0_2917 ),
    inference(resolution,[],[f32582,f943]) ).

fof(f38482,plain,
    ( until2p7(s233)
    | ~ spl0_2919 ),
    inference(resolution,[],[f38476,f706]) ).

fof(f38483,plain,
    ( xuntil2p8(s233)
    | ~ node4(s233)
    | ~ spl0_2919 ),
    inference(resolution,[],[f38482,f942]) ).

fof(f38484,plain,
    ( xuntil2p8(s233)
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(forward_subsumption_resolution,[],[f38483,f17290]) ).

fof(f38485,plain,
    ( ! [X0] :
        ( succ(s233,X0)
        | until2p7(X0) )
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(resolution,[],[f38484,f943]) ).

fof(f38487,plain,
    ( until2p7(s234)
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(resolution,[],[f38485,f707]) ).

fof(f38488,plain,
    ( xuntil2p8(s234)
    | ~ node4(s234)
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(resolution,[],[f38487,f942]) ).

fof(f38489,plain,
    ( xuntil2p8(s234)
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(forward_subsumption_resolution,[],[f38488,f17278]) ).

fof(f38490,plain,
    ( ! [X0] :
        ( succ(s234,X0)
        | until2p7(X0) )
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(resolution,[],[f38489,f943]) ).

fof(f38492,plain,
    ( until2p7(s235)
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(resolution,[],[f38490,f708]) ).

fof(f38493,plain,
    ( xuntil2p8(s235)
    | ~ node4(s235)
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(resolution,[],[f38492,f942]) ).

fof(f38494,plain,
    ( until2p7(s236)
    | ~ spl0_2918 ),
    inference(resolution,[],[f38478,f709]) ).

fof(f38495,plain,
    ( xuntil2p8(s236)
    | ~ node4(s236)
    | ~ spl0_2918 ),
    inference(resolution,[],[f38494,f942]) ).

fof(f38496,plain,
    ( until2p7(s237)
    | ~ spl0_2917 ),
    inference(resolution,[],[f38480,f710]) ).

fof(f38497,plain,
    ( xuntil2p8(s237)
    | ~ node4(s237)
    | ~ spl0_2917 ),
    inference(resolution,[],[f38496,f942]) ).

fof(f38498,plain,
    ( xuntil2p8(s237)
    | ~ spl0_2486
    | ~ spl0_2917 ),
    inference(forward_subsumption_resolution,[],[f38497,f17245]) ).

fof(f38499,plain,
    ( spl0_2916
    | ~ spl0_2486
    | ~ spl0_2917 ),
    inference(avatar_split_clause,[],[f38498,f32580,f17244,f32574]) ).

fof(f38500,plain,
    ( ! [X0] :
        ( succ(s237,X0)
        | until2p7(X0) )
    | ~ spl0_2916 ),
    inference(resolution,[],[f32576,f943]) ).

fof(f38502,plain,
    ( ! [X0] :
        ( succ(s238,X0)
        | until2p7(X0) )
    | ~ spl0_2915 ),
    inference(resolution,[],[f32569,f943]) ).

fof(f38504,plain,
    ( until2p7(s238)
    | ~ spl0_2916 ),
    inference(resolution,[],[f38500,f711]) ).

fof(f38505,plain,
    ( xuntil2p8(s238)
    | ~ node4(s238)
    | ~ spl0_2916 ),
    inference(resolution,[],[f38504,f942]) ).

fof(f38506,plain,
    ( until2p7(s239)
    | ~ spl0_2915 ),
    inference(resolution,[],[f38502,f712]) ).

fof(f38507,plain,
    ( xuntil2p8(s239)
    | ~ node4(s239)
    | ~ spl0_2915 ),
    inference(resolution,[],[f38506,f942]) ).

fof(f38508,plain,
    ( xuntil2p8(s239)
    | ~ spl0_2495
    | ~ spl0_2915 ),
    inference(forward_subsumption_resolution,[],[f38507,f17360]) ).

fof(f38509,plain,
    ( spl0_2990
    | ~ spl0_2495
    | ~ spl0_2915 ),
    inference(avatar_split_clause,[],[f38508,f32567,f17359,f33814]) ).

fof(f38510,plain,
    ( ! [X0] :
        ( succ(s239,X0)
        | until2p7(X0) )
    | ~ spl0_2990 ),
    inference(resolution,[],[f33816,f943]) ).

fof(f38512,plain,
    ( ! [X0] :
        ( succ(s240,X0)
        | until2p7(X0) )
    | ~ spl0_2926 ),
    inference(resolution,[],[f32662,f943]) ).

fof(f38514,plain,
    ( until2p7(s240)
    | ~ spl0_2990 ),
    inference(resolution,[],[f38510,f713]) ).

fof(f38515,plain,
    ( xuntil2p8(s240)
    | ~ node4(s240)
    | ~ spl0_2990 ),
    inference(resolution,[],[f38514,f942]) ).

fof(f38516,plain,
    ( until2p7(s241)
    | ~ spl0_2926 ),
    inference(resolution,[],[f38512,f714]) ).

fof(f38517,plain,
    ( xuntil2p8(s241)
    | ~ node4(s241)
    | ~ spl0_2926 ),
    inference(resolution,[],[f38516,f942]) ).

fof(f38518,plain,
    ( xuntil2p8(s241)
    | ~ spl0_2505
    | ~ spl0_2926 ),
    inference(forward_subsumption_resolution,[],[f38517,f17577]) ).

fof(f38519,plain,
    ( spl0_2724
    | ~ spl0_2505
    | ~ spl0_2926 ),
    inference(avatar_split_clause,[],[f38518,f32660,f17576,f30479]) ).

fof(f38520,plain,
    ( ! [X0] :
        ( succ(s241,X0)
        | until2p7(X0) )
    | ~ spl0_2724 ),
    inference(resolution,[],[f30481,f943]) ).

fof(f38522,plain,
    ( until2p7(s242)
    | ~ spl0_2724 ),
    inference(resolution,[],[f38520,f715]) ).

fof(f38523,plain,
    ( xuntil2p8(s242)
    | ~ node4(s242)
    | ~ spl0_2724 ),
    inference(resolution,[],[f38522,f942]) ).

fof(f38524,plain,
    ( xuntil2p8(s242)
    | ~ spl0_2500
    | ~ spl0_2724 ),
    inference(forward_subsumption_resolution,[],[f38523,f17498]) ).

fof(f38525,plain,
    ( ! [X0] :
        ( succ(s242,X0)
        | until2p7(X0) )
    | ~ spl0_2500
    | ~ spl0_2724 ),
    inference(resolution,[],[f38524,f943]) ).

fof(f38527,plain,
    ( until2p7(s243)
    | ~ spl0_2500
    | ~ spl0_2724 ),
    inference(resolution,[],[f38525,f716]) ).

fof(f38528,plain,
    ( xuntil2p8(s243)
    | ~ node4(s243)
    | ~ spl0_2500
    | ~ spl0_2724 ),
    inference(resolution,[],[f38527,f942]) ).

fof(f38529,plain,
    ( xuntil2p8(s243)
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2724 ),
    inference(forward_subsumption_resolution,[],[f38528,f17521]) ).

fof(f38530,plain,
    ( ! [X0] :
        ( succ(s243,X0)
        | until2p7(X0) )
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2724 ),
    inference(resolution,[],[f38529,f943]) ).

fof(f38532,plain,
    ( until2p7(s244)
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2724 ),
    inference(resolution,[],[f38530,f717]) ).

fof(f38533,plain,
    ( xuntil2p8(s244)
    | ~ node4(s244)
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2724 ),
    inference(resolution,[],[f38532,f942]) ).

fof(f38534,plain,
    ( xuntil2p8(s244)
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2503
    | ~ spl0_2724 ),
    inference(forward_subsumption_resolution,[],[f38533,f17562]) ).

fof(f38535,plain,
    ( spl0_3038
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2503
    | ~ spl0_2724 ),
    inference(avatar_split_clause,[],[f38534,f30479,f17561,f17520,f17497,f36379]) ).

fof(f38536,plain,
    ( ! [X0] :
        ( succ(s244,X0)
        | until2p7(X0) )
    | ~ spl0_3038 ),
    inference(resolution,[],[f36381,f943]) ).

fof(f38538,plain,
    ( until2p7(s245)
    | ~ spl0_3038 ),
    inference(resolution,[],[f38536,f718]) ).

fof(f38539,plain,
    ( xuntil2p8(s245)
    | ~ node4(s245)
    | ~ spl0_3038 ),
    inference(resolution,[],[f38538,f942]) ).

fof(f38540,plain,
    ( xuntil2p8(s245)
    | ~ spl0_2499
    | ~ spl0_3038 ),
    inference(forward_subsumption_resolution,[],[f38539,f17487]) ).

fof(f38541,plain,
    ( spl0_2925
    | ~ spl0_2499
    | ~ spl0_3038 ),
    inference(avatar_split_clause,[],[f38540,f36379,f17486,f32654]) ).

fof(f38542,plain,
    ( ! [X0] :
        ( succ(s245,X0)
        | until2p7(X0) )
    | ~ spl0_2925 ),
    inference(resolution,[],[f32656,f943]) ).

fof(f38544,plain,
    ( until2p7(s246)
    | ~ spl0_2925 ),
    inference(resolution,[],[f38542,f719]) ).

fof(f38545,plain,
    ( xuntil2p8(s246)
    | ~ node4(s246)
    | ~ spl0_2925 ),
    inference(resolution,[],[f38544,f942]) ).

fof(f38546,plain,
    ( xuntil2p8(s246)
    | ~ spl0_2498
    | ~ spl0_2925 ),
    inference(forward_subsumption_resolution,[],[f38545,f17473]) ).

fof(f38547,plain,
    ( spl0_2924
    | ~ spl0_2498
    | ~ spl0_2925 ),
    inference(avatar_split_clause,[],[f38546,f32654,f17472,f32648]) ).

fof(f38548,plain,
    ( ! [X0] :
        ( succ(s246,X0)
        | until2p7(X0) )
    | ~ spl0_2924 ),
    inference(resolution,[],[f32650,f943]) ).

fof(f38550,plain,
    ( until2p7(s247)
    | ~ spl0_2924 ),
    inference(resolution,[],[f38548,f720]) ).

fof(f38551,plain,
    ( xuntil2p8(s247)
    | ~ node4(s247)
    | ~ spl0_2924 ),
    inference(resolution,[],[f38550,f942]) ).

fof(f38552,plain,
    ( xuntil2p8(s247)
    | ~ spl0_2497
    | ~ spl0_2924 ),
    inference(forward_subsumption_resolution,[],[f38551,f17461]) ).

fof(f38553,plain,
    ( ! [X0] :
        ( succ(s247,X0)
        | until2p7(X0) )
    | ~ spl0_2497
    | ~ spl0_2924 ),
    inference(resolution,[],[f38552,f943]) ).

fof(f38555,plain,
    ( until2p7(s248)
    | ~ spl0_2497
    | ~ spl0_2924 ),
    inference(resolution,[],[f38553,f721]) ).

fof(f38556,plain,
    ( xuntil2p8(s248)
    | ~ node4(s248)
    | ~ spl0_2497
    | ~ spl0_2924 ),
    inference(resolution,[],[f38555,f942]) ).

fof(f38557,plain,
    ( xuntil2p8(s248)
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2924 ),
    inference(forward_subsumption_resolution,[],[f38556,f17448]) ).

fof(f38558,plain,
    ( spl0_2923
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2924 ),
    inference(avatar_split_clause,[],[f38557,f32648,f17460,f17447,f32641]) ).

fof(f38559,plain,
    ( ! [X0] :
        ( succ(s248,X0)
        | until2p7(X0) )
    | ~ spl0_2923 ),
    inference(resolution,[],[f32643,f943]) ).

fof(f38561,plain,
    ( until2p7(s249)
    | ~ spl0_2923 ),
    inference(resolution,[],[f38559,f722]) ).

fof(f38562,plain,
    ( xuntil2p8(s249)
    | ~ node4(s249)
    | ~ spl0_2923 ),
    inference(resolution,[],[f38561,f942]) ).

fof(f38563,plain,
    ( xuntil2p8(s249)
    | ~ spl0_2504
    | ~ spl0_2923 ),
    inference(forward_subsumption_resolution,[],[f38562,f17572]) ).

fof(f38564,plain,
    ( spl0_3016
    | ~ spl0_2504
    | ~ spl0_2923 ),
    inference(avatar_split_clause,[],[f38563,f32641,f17571,f35407]) ).

fof(f38565,plain,
    ( ! [X0] :
        ( succ(s249,X0)
        | until2p7(X0) )
    | ~ spl0_3016 ),
    inference(resolution,[],[f35409,f943]) ).

fof(f38567,plain,
    ( ! [X0] :
        ( succ(s250,X0)
        | until2p7(X0) )
    | ~ spl0_2930 ),
    inference(resolution,[],[f32702,f943]) ).

fof(f38569,plain,
    ( until2p7(s250)
    | ~ spl0_3016 ),
    inference(resolution,[],[f38565,f723]) ).

fof(f38570,plain,
    ( xuntil2p8(s250)
    | ~ node4(s250)
    | ~ spl0_3016 ),
    inference(resolution,[],[f38569,f942]) ).

fof(f38571,plain,
    ( until2p7(s251)
    | ~ spl0_2930 ),
    inference(resolution,[],[f38567,f724]) ).

fof(f38572,plain,
    ( xuntil2p8(s251)
    | ~ node4(s251)
    | ~ spl0_2930 ),
    inference(resolution,[],[f38571,f942]) ).

fof(f38573,plain,
    ( xuntil2p8(s251)
    | ~ spl0_2508
    | ~ spl0_2930 ),
    inference(forward_subsumption_resolution,[],[f38572,f17656]) ).

fof(f38574,plain,
    ( spl0_2929
    | ~ spl0_2508
    | ~ spl0_2930 ),
    inference(avatar_split_clause,[],[f38573,f32700,f17655,f32694]) ).

fof(f38575,plain,
    ( ! [X0] :
        ( succ(s251,X0)
        | until2p7(X0) )
    | ~ spl0_2929 ),
    inference(resolution,[],[f32696,f943]) ).

fof(f38577,plain,
    ( until2p7(s252)
    | ~ spl0_2929 ),
    inference(resolution,[],[f38575,f725]) ).

fof(f38578,plain,
    ( xuntil2p8(s252)
    | ~ node4(s252)
    | ~ spl0_2929 ),
    inference(resolution,[],[f38577,f942]) ).

fof(f38579,plain,
    ( xuntil2p8(s252)
    | ~ spl0_2507
    | ~ spl0_2929 ),
    inference(forward_subsumption_resolution,[],[f38578,f17645]) ).

fof(f38580,plain,
    ( spl0_2928
    | ~ spl0_2507
    | ~ spl0_2929 ),
    inference(avatar_split_clause,[],[f38579,f32694,f17644,f32688]) ).

fof(f38581,plain,
    ( ! [X0] :
        ( succ(s252,X0)
        | until2p7(X0) )
    | ~ spl0_2928 ),
    inference(resolution,[],[f32690,f943]) ).

fof(f38583,plain,
    ( until2p7(s253)
    | ~ spl0_2928 ),
    inference(resolution,[],[f38581,f726]) ).

fof(f38584,plain,
    ( xuntil2p8(s253)
    | ~ node4(s253)
    | ~ spl0_2928 ),
    inference(resolution,[],[f38583,f942]) ).

fof(f38585,plain,
    ( xuntil2p8(s253)
    | ~ spl0_2506
    | ~ spl0_2928 ),
    inference(forward_subsumption_resolution,[],[f38584,f17632]) ).

fof(f38586,plain,
    ( spl0_2927
    | ~ spl0_2506
    | ~ spl0_2928 ),
    inference(avatar_split_clause,[],[f38585,f32688,f17631,f32681]) ).

fof(f38587,plain,
    ( ! [X0] :
        ( succ(s253,X0)
        | until2p7(X0) )
    | ~ spl0_2927 ),
    inference(resolution,[],[f32683,f943]) ).

fof(f38589,plain,
    ( ! [X0] :
        ( succ(s254,X0)
        | until2p7(X0) )
    | ~ spl0_3039 ),
    inference(resolution,[],[f36397,f943]) ).

fof(f38591,plain,
    ( until2p7(s254)
    | ~ spl0_2927 ),
    inference(resolution,[],[f38587,f727]) ).

fof(f38592,plain,
    ( xuntil2p8(s254)
    | ~ node4(s254)
    | ~ spl0_2927 ),
    inference(resolution,[],[f38591,f942]) ).

fof(f38593,plain,
    ( ! [X0] :
        ( succ(s255,X0)
        | until2p7(X0) )
    | ~ spl0_2934 ),
    inference(resolution,[],[f32737,f943]) ).

fof(f38595,plain,
    ( until2p7(s255)
    | ~ spl0_3039 ),
    inference(resolution,[],[f38589,f728]) ).

fof(f38596,plain,
    ( xuntil2p8(s255)
    | ~ node4(s255)
    | ~ spl0_3039 ),
    inference(resolution,[],[f38595,f942]) ).

fof(f38597,plain,
    ( until2p7(s256)
    | ~ spl0_2934 ),
    inference(resolution,[],[f38593,f729]) ).

fof(f38598,plain,
    ( xuntil2p8(s256)
    | ~ node4(s256)
    | ~ spl0_2934 ),
    inference(resolution,[],[f38597,f942]) ).

fof(f38599,plain,
    ( xuntil2p8(s256)
    | ~ spl0_2513
    | ~ spl0_2934 ),
    inference(forward_subsumption_resolution,[],[f38598,f17750]) ).

fof(f38600,plain,
    ( spl0_2933
    | ~ spl0_2513
    | ~ spl0_2934 ),
    inference(avatar_split_clause,[],[f38599,f32735,f17749,f32729]) ).

fof(f38601,plain,
    ( ! [X0] :
        ( succ(s256,X0)
        | until2p7(X0) )
    | ~ spl0_2933 ),
    inference(resolution,[],[f32731,f943]) ).

fof(f38603,plain,
    ( ! [X0] :
        ( succ(s257,X0)
        | until2p7(X0) )
    | ~ spl0_2932 ),
    inference(resolution,[],[f32725,f943]) ).

fof(f38605,plain,
    ( until2p7(s257)
    | ~ spl0_2933 ),
    inference(resolution,[],[f38601,f730]) ).

fof(f38606,plain,
    ( xuntil2p8(s257)
    | ~ node4(s257)
    | ~ spl0_2933 ),
    inference(resolution,[],[f38605,f942]) ).

fof(f38607,plain,
    ( until2p7(s258)
    | ~ spl0_2932 ),
    inference(resolution,[],[f38603,f731]) ).

fof(f38608,plain,
    ( xuntil2p8(s258)
    | ~ node4(s258)
    | ~ spl0_2932 ),
    inference(resolution,[],[f38607,f942]) ).

fof(f38609,plain,
    ( xuntil2p8(s258)
    | ~ spl0_2511
    | ~ spl0_2932 ),
    inference(forward_subsumption_resolution,[],[f38608,f17726]) ).

fof(f38610,plain,
    ( spl0_2931
    | ~ spl0_2511
    | ~ spl0_2932 ),
    inference(avatar_split_clause,[],[f38609,f32723,f17725,f32716]) ).

fof(f38611,plain,
    ( ! [X0] :
        ( succ(s258,X0)
        | until2p7(X0) )
    | ~ spl0_2931 ),
    inference(resolution,[],[f32718,f943]) ).

fof(f38613,plain,
    ( until2p7(s259)
    | ~ spl0_2931 ),
    inference(resolution,[],[f38611,f732]) ).

fof(f38614,plain,
    ( xuntil2p8(s259)
    | ~ node4(s259)
    | ~ spl0_2931 ),
    inference(resolution,[],[f38613,f942]) ).

fof(f38615,plain,
    ( xuntil2p8(s259)
    | ~ spl0_2515
    | ~ spl0_2931 ),
    inference(forward_subsumption_resolution,[],[f38614,f17774]) ).

fof(f38616,plain,
    ( spl0_3042
    | ~ spl0_2515
    | ~ spl0_2931 ),
    inference(avatar_split_clause,[],[f38615,f32716,f17773,f36465]) ).

fof(f38617,plain,
    ( ! [X0] :
        ( succ(s259,X0)
        | until2p7(X0) )
    | ~ spl0_3042 ),
    inference(resolution,[],[f36467,f943]) ).

fof(f38619,plain,
    ( until2p7(s260)
    | ~ spl0_3042 ),
    inference(resolution,[],[f38617,f733]) ).

fof(f38620,plain,
    ( xuntil2p8(s260)
    | ~ node4(s260)
    | ~ spl0_3042 ),
    inference(resolution,[],[f38619,f942]) ).

fof(f38621,plain,
    ( xuntil2p8(s260)
    | ~ spl0_2521
    | ~ spl0_3042 ),
    inference(forward_subsumption_resolution,[],[f38620,f17910]) ).

fof(f38622,plain,
    ( spl0_2935
    | ~ spl0_2521
    | ~ spl0_3042 ),
    inference(avatar_split_clause,[],[f38621,f36465,f17909,f32748]) ).

fof(f38623,plain,
    ( ! [X0] :
        ( succ(s260,X0)
        | until2p7(X0) )
    | ~ spl0_2935 ),
    inference(resolution,[],[f32750,f943]) ).

fof(f38625,plain,
    ( ! [X0] :
        ( succ(s261,X0)
        | until2p7(X0) )
    | ~ spl0_2723 ),
    inference(resolution,[],[f30475,f943]) ).

fof(f38627,plain,
    ( until2p7(s261)
    | ~ spl0_2935 ),
    inference(resolution,[],[f38623,f734]) ).

fof(f38628,plain,
    ( xuntil2p8(s261)
    | ~ node4(s261)
    | ~ spl0_2935 ),
    inference(resolution,[],[f38627,f942]) ).

fof(f38629,plain,
    ( until2p7(s262)
    | ~ spl0_2723 ),
    inference(resolution,[],[f38625,f735]) ).

fof(f38630,plain,
    ( xuntil2p8(s262)
    | ~ node4(s262)
    | ~ spl0_2723 ),
    inference(resolution,[],[f38629,f942]) ).

fof(f38631,plain,
    ( xuntil2p8(s262)
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(forward_subsumption_resolution,[],[f38630,f17895]) ).

fof(f38632,plain,
    ( ! [X0] :
        ( succ(s262,X0)
        | until2p7(X0) )
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(resolution,[],[f38631,f943]) ).

fof(f38634,plain,
    ( ! [X0] :
        ( succ(s264,X0)
        | until2p7(X0) )
    | ~ spl0_2942 ),
    inference(resolution,[],[f32819,f943]) ).

fof(f38636,plain,
    ( ! [X0] :
        ( succ(s266,X0)
        | until2p7(X0) )
    | ~ spl0_2715 ),
    inference(resolution,[],[f30241,f943]) ).

fof(f38638,plain,
    ( until2p7(s263)
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(resolution,[],[f38632,f736]) ).

fof(f38639,plain,
    ( xuntil2p8(s263)
    | ~ node4(s263)
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(resolution,[],[f38638,f942]) ).

fof(f38640,plain,
    ( xuntil2p8(s263)
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(forward_subsumption_resolution,[],[f38639,f17880]) ).

fof(f38641,plain,
    ( ! [X0] :
        ( succ(s263,X0)
        | until2p7(X0) )
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(resolution,[],[f38640,f943]) ).

fof(f38643,plain,
    ( until2p7(s264)
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(resolution,[],[f38641,f737]) ).

fof(f38644,plain,
    ( xuntil2p8(s264)
    | ~ node4(s264)
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2723 ),
    inference(resolution,[],[f38643,f942]) ).

fof(f38645,plain,
    ( until2p7(s265)
    | ~ spl0_2942 ),
    inference(resolution,[],[f38634,f738]) ).

fof(f38646,plain,
    ( xuntil2p8(s265)
    | ~ node4(s265)
    | ~ spl0_2942 ),
    inference(resolution,[],[f38645,f942]) ).

fof(f38647,plain,
    ( xuntil2p8(s265)
    | ~ spl0_2518
    | ~ spl0_2942 ),
    inference(forward_subsumption_resolution,[],[f38646,f17868]) ).

fof(f38648,plain,
    ( ! [X0] :
        ( succ(s265,X0)
        | until2p7(X0) )
    | ~ spl0_2518
    | ~ spl0_2942 ),
    inference(resolution,[],[f38647,f943]) ).

fof(f38650,plain,
    ( until2p7(s266)
    | ~ spl0_2518
    | ~ spl0_2942 ),
    inference(resolution,[],[f38648,f739]) ).

fof(f38651,plain,
    ( xuntil2p8(s266)
    | ~ node4(s266)
    | ~ spl0_2518
    | ~ spl0_2942 ),
    inference(resolution,[],[f38650,f942]) ).

fof(f38652,plain,
    ( until2p7(s267)
    | ~ spl0_2715 ),
    inference(resolution,[],[f38636,f740]) ).

fof(f38653,plain,
    ( xuntil2p8(s267)
    | ~ node4(s267)
    | ~ spl0_2715 ),
    inference(resolution,[],[f38652,f942]) ).

fof(f38654,plain,
    ( xuntil2p8(s267)
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(forward_subsumption_resolution,[],[f38653,f17857]) ).

fof(f38655,plain,
    ( ! [X0] :
        ( succ(s267,X0)
        | until2p7(X0) )
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(resolution,[],[f38654,f943]) ).

fof(f38657,plain,
    ( ! [X0] :
        ( succ(s269,X0)
        | until2p7(X0) )
    | ~ spl0_2941 ),
    inference(resolution,[],[f32813,f943]) ).

fof(f38659,plain,
    ( until2p7(s268)
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(resolution,[],[f38655,f741]) ).

fof(f38660,plain,
    ( xuntil2p8(s268)
    | ~ node4(s268)
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(resolution,[],[f38659,f942]) ).

fof(f38661,plain,
    ( xuntil2p8(s268)
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(forward_subsumption_resolution,[],[f38660,f17846]) ).

fof(f38662,plain,
    ( ! [X0] :
        ( succ(s268,X0)
        | until2p7(X0) )
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(resolution,[],[f38661,f943]) ).

fof(f38664,plain,
    ( until2p7(s269)
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(resolution,[],[f38662,f742]) ).

fof(f38665,plain,
    ( xuntil2p8(s269)
    | ~ node4(s269)
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2715 ),
    inference(resolution,[],[f38664,f942]) ).

fof(f38666,plain,
    ( ! [X0] :
        ( succ(s271,X0)
        | until2p7(X0) )
    | ~ spl0_3027 ),
    inference(resolution,[],[f35853,f943]) ).

fof(f38668,plain,
    ( until2p7(s270)
    | ~ spl0_2941 ),
    inference(resolution,[],[f38657,f743]) ).

fof(f38669,plain,
    ( xuntil2p8(s270)
    | ~ node4(s270)
    | ~ spl0_2941 ),
    inference(resolution,[],[f38668,f942]) ).

fof(f38670,plain,
    ( xuntil2p8(s270)
    | ~ spl0_2537
    | ~ spl0_2941 ),
    inference(forward_subsumption_resolution,[],[f38669,f18253]) ).

fof(f38671,plain,
    ( ! [X0] :
        ( succ(s270,X0)
        | until2p7(X0) )
    | ~ spl0_2537
    | ~ spl0_2941 ),
    inference(resolution,[],[f38670,f943]) ).

fof(f38673,plain,
    ( until2p7(s271)
    | ~ spl0_2537
    | ~ spl0_2941 ),
    inference(resolution,[],[f38671,f744]) ).

fof(f38674,plain,
    ( xuntil2p8(s271)
    | ~ node4(s271)
    | ~ spl0_2537
    | ~ spl0_2941 ),
    inference(resolution,[],[f38673,f942]) ).

fof(f38675,plain,
    ( until2p7(s272)
    | ~ spl0_3027 ),
    inference(resolution,[],[f38666,f745]) ).

fof(f38676,plain,
    ( xuntil2p8(s272)
    | ~ node4(s272)
    | ~ spl0_3027 ),
    inference(resolution,[],[f38675,f942]) ).

fof(f38677,plain,
    ( xuntil2p8(s272)
    | ~ spl0_2536
    | ~ spl0_3027 ),
    inference(forward_subsumption_resolution,[],[f38676,f18241]) ).

fof(f38678,plain,
    ( ! [X0] :
        ( succ(s272,X0)
        | until2p7(X0) )
    | ~ spl0_2536
    | ~ spl0_3027 ),
    inference(resolution,[],[f38677,f943]) ).

fof(f38680,plain,
    ( until2p7(s273)
    | ~ spl0_2536
    | ~ spl0_3027 ),
    inference(resolution,[],[f38678,f746]) ).

fof(f38681,plain,
    ( xuntil2p8(s273)
    | ~ node4(s273)
    | ~ spl0_2536
    | ~ spl0_3027 ),
    inference(resolution,[],[f38680,f942]) ).

fof(f38682,plain,
    ( xuntil2p8(s273)
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_3027 ),
    inference(forward_subsumption_resolution,[],[f38681,f18230]) ).

fof(f38683,plain,
    ( spl0_2940
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_3027 ),
    inference(avatar_split_clause,[],[f38682,f35851,f18240,f18229,f32805]) ).

fof(f38684,plain,
    ( ! [X0] :
        ( succ(s273,X0)
        | until2p7(X0) )
    | ~ spl0_2940 ),
    inference(resolution,[],[f32807,f943]) ).

fof(f38686,plain,
    ( until2p7(s274)
    | ~ spl0_2940 ),
    inference(resolution,[],[f38684,f747]) ).

fof(f38687,plain,
    ( xuntil2p8(s274)
    | ~ node4(s274)
    | ~ spl0_2940 ),
    inference(resolution,[],[f38686,f942]) ).

fof(f38688,plain,
    ( xuntil2p8(s274)
    | ~ spl0_2534
    | ~ spl0_2940 ),
    inference(forward_subsumption_resolution,[],[f38687,f18204]) ).

fof(f38689,plain,
    ( spl0_2939
    | ~ spl0_2534
    | ~ spl0_2940 ),
    inference(avatar_split_clause,[],[f38688,f32805,f18203,f32799]) ).

fof(f38690,plain,
    ( ! [X0] :
        ( succ(s274,X0)
        | until2p7(X0) )
    | ~ spl0_2939 ),
    inference(resolution,[],[f32801,f943]) ).

fof(f38692,plain,
    ( until2p7(s275)
    | ~ spl0_2939 ),
    inference(resolution,[],[f38690,f748]) ).

fof(f38693,plain,
    ( xuntil2p8(s275)
    | ~ node4(s275)
    | ~ spl0_2939 ),
    inference(resolution,[],[f38692,f942]) ).

fof(f38694,plain,
    ( xuntil2p8(s275)
    | ~ spl0_2523
    | ~ spl0_2939 ),
    inference(forward_subsumption_resolution,[],[f38693,f18007]) ).

fof(f38695,plain,
    ( spl0_2938
    | ~ spl0_2523
    | ~ spl0_2939 ),
    inference(avatar_split_clause,[],[f38694,f32799,f18006,f32793]) ).

fof(f38696,plain,
    ( ! [X0] :
        ( succ(s275,X0)
        | until2p7(X0) )
    | ~ spl0_2938 ),
    inference(resolution,[],[f32795,f943]) ).

fof(f38698,plain,
    ( until2p7(s276)
    | ~ spl0_2938 ),
    inference(resolution,[],[f38696,f749]) ).

fof(f38699,plain,
    ( xuntil2p8(s276)
    | ~ node4(s276)
    | ~ spl0_2938 ),
    inference(resolution,[],[f38698,f942]) ).

fof(f38700,plain,
    ( xuntil2p8(s276)
    | ~ spl0_2524
    | ~ spl0_2938 ),
    inference(forward_subsumption_resolution,[],[f38699,f18017]) ).

fof(f38701,plain,
    ( spl0_2722
    | ~ spl0_2524
    | ~ spl0_2938 ),
    inference(avatar_split_clause,[],[f38700,f32793,f18016,f30467]) ).

fof(f38702,plain,
    ( ! [X0] :
        ( succ(s276,X0)
        | until2p7(X0) )
    | ~ spl0_2722 ),
    inference(resolution,[],[f30469,f943]) ).

fof(f38704,plain,
    ( until2p7(s277)
    | ~ spl0_2722 ),
    inference(resolution,[],[f38702,f750]) ).

fof(f38705,plain,
    ( xuntil2p8(s277)
    | ~ node4(s277)
    | ~ spl0_2722 ),
    inference(resolution,[],[f38704,f942]) ).

fof(f38706,plain,
    ( xuntil2p8(s277)
    | ~ spl0_2525
    | ~ spl0_2722 ),
    inference(forward_subsumption_resolution,[],[f38705,f18033]) ).

fof(f38707,plain,
    ( ! [X0] :
        ( succ(s277,X0)
        | until2p7(X0) )
    | ~ spl0_2525
    | ~ spl0_2722 ),
    inference(resolution,[],[f38706,f943]) ).

fof(f38709,plain,
    ( ! [X0] :
        ( succ(s280,X0)
        | until2p7(X0) )
    | ~ spl0_3017 ),
    inference(resolution,[],[f35445,f943]) ).

fof(f38711,plain,
    ( until2p7(s278)
    | ~ spl0_2525
    | ~ spl0_2722 ),
    inference(resolution,[],[f38707,f751]) ).

fof(f38712,plain,
    ( xuntil2p8(s278)
    | ~ node4(s278)
    | ~ spl0_2525
    | ~ spl0_2722 ),
    inference(resolution,[],[f38711,f942]) ).

fof(f38713,plain,
    ( xuntil2p8(s278)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2722 ),
    inference(forward_subsumption_resolution,[],[f38712,f18049]) ).

fof(f38714,plain,
    ( ! [X0] :
        ( succ(s278,X0)
        | until2p7(X0) )
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2722 ),
    inference(resolution,[],[f38713,f943]) ).

fof(f38716,plain,
    ( until2p7(s279)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2722 ),
    inference(resolution,[],[f38714,f752]) ).

fof(f38717,plain,
    ( xuntil2p8(s279)
    | ~ node4(s279)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2722 ),
    inference(resolution,[],[f38716,f942]) ).

fof(f38718,plain,
    ( xuntil2p8(s279)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2722 ),
    inference(forward_subsumption_resolution,[],[f38717,f18070]) ).

fof(f38719,plain,
    ( ! [X0] :
        ( succ(s279,X0)
        | until2p7(X0) )
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2722 ),
    inference(resolution,[],[f38718,f943]) ).

fof(f38721,plain,
    ( ! [X0] :
        ( succ(s281,X0)
        | until2p7(X0) )
    | ~ spl0_2936 ),
    inference(resolution,[],[f32777,f943]) ).

fof(f38723,plain,
    ( until2p7(s280)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2722 ),
    inference(resolution,[],[f38719,f753]) ).

fof(f38724,plain,
    ( xuntil2p8(s280)
    | ~ node4(s280)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2722 ),
    inference(resolution,[],[f38723,f942]) ).

fof(f38725,plain,
    ( until2p7(s281)
    | ~ spl0_3017 ),
    inference(resolution,[],[f38709,f754]) ).

fof(f38726,plain,
    ( xuntil2p8(s281)
    | ~ node4(s281)
    | ~ spl0_3017 ),
    inference(resolution,[],[f38725,f942]) ).

fof(f38727,plain,
    ( ! [X0] :
        ( succ(s283,X0)
        | until2p7(X0) )
    | ~ spl0_2725 ),
    inference(resolution,[],[f30530,f943]) ).

fof(f38729,plain,
    ( until2p7(s282)
    | ~ spl0_2936 ),
    inference(resolution,[],[f38721,f755]) ).

fof(f38730,plain,
    ( xuntil2p8(s282)
    | ~ node4(s282)
    | ~ spl0_2936 ),
    inference(resolution,[],[f38729,f942]) ).

fof(f38731,plain,
    ( xuntil2p8(s282)
    | ~ spl0_2529
    | ~ spl0_2936 ),
    inference(forward_subsumption_resolution,[],[f38730,f18111]) ).

fof(f38732,plain,
    ( ! [X0] :
        ( succ(s282,X0)
        | until2p7(X0) )
    | ~ spl0_2529
    | ~ spl0_2936 ),
    inference(resolution,[],[f38731,f943]) ).

fof(f38734,plain,
    ( until2p7(s283)
    | ~ spl0_2529
    | ~ spl0_2936 ),
    inference(resolution,[],[f38732,f756]) ).

fof(f38735,plain,
    ( xuntil2p8(s283)
    | ~ node4(s283)
    | ~ spl0_2529
    | ~ spl0_2936 ),
    inference(resolution,[],[f38734,f942]) ).

fof(f38736,plain,
    ( until2p7(s284)
    | ~ spl0_2725 ),
    inference(resolution,[],[f38727,f757]) ).

fof(f38737,plain,
    ( xuntil2p8(s284)
    | ~ node4(s284)
    | ~ spl0_2725 ),
    inference(resolution,[],[f38736,f942]) ).

fof(f38738,plain,
    ( xuntil2p8(s284)
    | ~ spl0_2533
    | ~ spl0_2725 ),
    inference(forward_subsumption_resolution,[],[f38737,f18182]) ).

fof(f38739,plain,
    ( ! [X0] :
        ( succ(s284,X0)
        | until2p7(X0) )
    | ~ spl0_2533
    | ~ spl0_2725 ),
    inference(resolution,[],[f38738,f943]) ).

fof(f38741,plain,
    ( until2p7(s285)
    | ~ spl0_2533
    | ~ spl0_2725 ),
    inference(resolution,[],[f38739,f758]) ).

fof(f38742,plain,
    ( xuntil2p8(s285)
    | ~ node4(s285)
    | ~ spl0_2533
    | ~ spl0_2725 ),
    inference(resolution,[],[f38741,f942]) ).

fof(f38743,plain,
    ( xuntil2p8(s285)
    | ~ spl0_2533
    | ~ spl0_2541
    | ~ spl0_2725 ),
    inference(forward_subsumption_resolution,[],[f38742,f18360]) ).

fof(f38744,plain,
    ( spl0_3026
    | ~ spl0_2533
    | ~ spl0_2541
    | ~ spl0_2725 ),
    inference(avatar_split_clause,[],[f38743,f30528,f18359,f18181,f35845]) ).

fof(f38745,plain,
    ( ! [X0] :
        ( succ(s285,X0)
        | until2p7(X0) )
    | ~ spl0_3026 ),
    inference(resolution,[],[f35847,f943]) ).

fof(f38747,plain,
    ( until2p7(s286)
    | ~ spl0_3026 ),
    inference(resolution,[],[f38745,f759]) ).

fof(f38748,plain,
    ( xuntil2p8(s286)
    | ~ node4(s286)
    | ~ spl0_3026 ),
    inference(resolution,[],[f38747,f942]) ).

fof(f38749,plain,
    ( xuntil2p8(s286)
    | ~ spl0_2532
    | ~ spl0_3026 ),
    inference(forward_subsumption_resolution,[],[f38748,f18171]) ).

fof(f38750,plain,
    ( spl0_2937
    | ~ spl0_2532
    | ~ spl0_3026 ),
    inference(avatar_split_clause,[],[f38749,f35845,f18170,f32786]) ).

fof(f38751,plain,
    ( ! [X0] :
        ( succ(s286,X0)
        | until2p7(X0) )
    | ~ spl0_2937 ),
    inference(resolution,[],[f32788,f943]) ).

fof(f38753,plain,
    ( until2p7(s287)
    | ~ spl0_2937 ),
    inference(resolution,[],[f38751,f760]) ).

fof(f38754,plain,
    ( xuntil2p8(s287)
    | ~ node4(s287)
    | ~ spl0_2937 ),
    inference(resolution,[],[f38753,f942]) ).

fof(f38755,plain,
    ( xuntil2p8(s287)
    | ~ spl0_2653
    | ~ spl0_2937 ),
    inference(forward_subsumption_resolution,[],[f38754,f20709]) ).

fof(f38756,plain,
    ( ! [X0] :
        ( succ(s287,X0)
        | until2p7(X0) )
    | ~ spl0_2653
    | ~ spl0_2937 ),
    inference(resolution,[],[f38755,f943]) ).

fof(f38758,plain,
    ( ! [X0] :
        ( succ(s288,X0)
        | until2p7(X0) )
    | ~ spl0_2721 ),
    inference(resolution,[],[f30462,f943]) ).

fof(f38760,plain,
    ( until2p7(s288)
    | ~ spl0_2653
    | ~ spl0_2937 ),
    inference(resolution,[],[f38756,f761]) ).

fof(f38761,plain,
    ( xuntil2p8(s288)
    | ~ node4(s288)
    | ~ spl0_2653
    | ~ spl0_2937 ),
    inference(resolution,[],[f38760,f942]) ).

fof(f38762,plain,
    ( ! [X0] :
        ( succ(s289,X0)
        | until2p7(X0) )
    | ~ spl0_3034 ),
    inference(resolution,[],[f36254,f943]) ).

fof(f38764,plain,
    ( until2p7(s289)
    | ~ spl0_2721 ),
    inference(resolution,[],[f38758,f762]) ).

fof(f38765,plain,
    ( xuntil2p8(s289)
    | ~ node4(s289)
    | ~ spl0_2721 ),
    inference(resolution,[],[f38764,f942]) ).

fof(f38766,plain,
    ( until2p7(s290)
    | ~ spl0_3034 ),
    inference(resolution,[],[f38762,f763]) ).

fof(f38767,plain,
    ( xuntil2p8(s290)
    | ~ node4(s290)
    | ~ spl0_3034 ),
    inference(resolution,[],[f38766,f942]) ).

fof(f38768,plain,
    ( xuntil2p8(s290)
    | ~ spl0_2544
    | ~ spl0_3034 ),
    inference(forward_subsumption_resolution,[],[f38767,f18455]) ).

fof(f38769,plain,
    ( spl0_2943
    | ~ spl0_2544
    | ~ spl0_3034 ),
    inference(avatar_split_clause,[],[f38768,f36252,f18454,f32853]) ).

fof(f38770,plain,
    ( ! [X0] :
        ( succ(s290,X0)
        | until2p7(X0) )
    | ~ spl0_2943 ),
    inference(resolution,[],[f32855,f943]) ).

fof(f38772,plain,
    ( ! [X0] :
        ( succ(s291,X0)
        | until2p7(X0) )
    | ~ spl0_2732 ),
    inference(resolution,[],[f30695,f943]) ).

fof(f38774,plain,
    ( until2p7(s291)
    | ~ spl0_2943 ),
    inference(resolution,[],[f38770,f764]) ).

fof(f38775,plain,
    ( xuntil2p8(s291)
    | ~ node4(s291)
    | ~ spl0_2943 ),
    inference(resolution,[],[f38774,f942]) ).

fof(f38776,plain,
    ( ! [X0] :
        ( succ(s292,X0)
        | until2p7(X0) )
    | ~ spl0_3021 ),
    inference(resolution,[],[f35670,f943]) ).

fof(f38778,plain,
    ( until2p7(s292)
    | ~ spl0_2732 ),
    inference(resolution,[],[f38772,f765]) ).

fof(f38779,plain,
    ( xuntil2p8(s292)
    | ~ node4(s292)
    | ~ spl0_2732 ),
    inference(resolution,[],[f38778,f942]) ).

fof(f38780,plain,
    ( ! [X0] :
        ( succ(s294,X0)
        | until2p7(X0) )
    | ~ spl0_2955 ),
    inference(resolution,[],[f32967,f943]) ).

fof(f38782,plain,
    ( until2p7(s293)
    | ~ spl0_3021 ),
    inference(resolution,[],[f38776,f766]) ).

fof(f38783,plain,
    ( xuntil2p8(s293)
    | ~ node4(s293)
    | ~ spl0_3021 ),
    inference(resolution,[],[f38782,f942]) ).

fof(f38784,plain,
    ( xuntil2p8(s293)
    | ~ spl0_2547
    | ~ spl0_3021 ),
    inference(forward_subsumption_resolution,[],[f38783,f18494]) ).

fof(f38785,plain,
    ( ! [X0] :
        ( succ(s293,X0)
        | until2p7(X0) )
    | ~ spl0_2547
    | ~ spl0_3021 ),
    inference(resolution,[],[f38784,f943]) ).

fof(f38787,plain,
    ( until2p7(s294)
    | ~ spl0_2547
    | ~ spl0_3021 ),
    inference(resolution,[],[f38785,f767]) ).

fof(f38788,plain,
    ( xuntil2p8(s294)
    | ~ node4(s294)
    | ~ spl0_2547
    | ~ spl0_3021 ),
    inference(resolution,[],[f38787,f942]) ).

fof(f38789,plain,
    ( until2p7(s295)
    | ~ spl0_2955 ),
    inference(resolution,[],[f38780,f768]) ).

fof(f38790,plain,
    ( xuntil2p8(s295)
    | ~ node4(s295)
    | ~ spl0_2955 ),
    inference(resolution,[],[f38789,f942]) ).

fof(f38791,plain,
    ( xuntil2p8(s295)
    | ~ spl0_2588
    | ~ spl0_2955 ),
    inference(forward_subsumption_resolution,[],[f38790,f19271]) ).

fof(f38792,plain,
    ( spl0_3007
    | ~ spl0_2588
    | ~ spl0_2955 ),
    inference(avatar_split_clause,[],[f38791,f32965,f19270,f34708]) ).

fof(f38793,plain,
    ( ! [X0] :
        ( succ(s295,X0)
        | until2p7(X0) )
    | ~ spl0_3007 ),
    inference(resolution,[],[f34710,f943]) ).

fof(f38795,plain,
    ( until2p7(s296)
    | ~ spl0_3007 ),
    inference(resolution,[],[f38793,f769]) ).

fof(f38796,plain,
    ( xuntil2p8(s296)
    | ~ node4(s296)
    | ~ spl0_3007 ),
    inference(resolution,[],[f38795,f942]) ).

fof(f38797,plain,
    ( xuntil2p8(s296)
    | ~ spl0_2584
    | ~ spl0_3007 ),
    inference(forward_subsumption_resolution,[],[f38796,f19168]) ).

fof(f38798,plain,
    ( spl0_2954
    | ~ spl0_2584
    | ~ spl0_3007 ),
    inference(avatar_split_clause,[],[f38797,f34708,f19167,f32959]) ).

fof(f38799,plain,
    ( ! [X0] :
        ( succ(s296,X0)
        | until2p7(X0) )
    | ~ spl0_2954 ),
    inference(resolution,[],[f32961,f943]) ).

fof(f38801,plain,
    ( until2p7(s297)
    | ~ spl0_2954 ),
    inference(resolution,[],[f38799,f770]) ).

fof(f38802,plain,
    ( xuntil2p8(s297)
    | ~ node4(s297)
    | ~ spl0_2954 ),
    inference(resolution,[],[f38801,f942]) ).

fof(f38803,plain,
    ( xuntil2p8(s297)
    | ~ spl0_2548
    | ~ spl0_2954 ),
    inference(forward_subsumption_resolution,[],[f38802,f18527]) ).

fof(f38804,plain,
    ( spl0_3011
    | ~ spl0_2548
    | ~ spl0_2954 ),
    inference(avatar_split_clause,[],[f38803,f32959,f18526,f34973]) ).

fof(f38805,plain,
    ( ! [X0] :
        ( succ(s297,X0)
        | until2p7(X0) )
    | ~ spl0_3011 ),
    inference(resolution,[],[f34975,f943]) ).

fof(f38807,plain,
    ( until2p7(s298)
    | ~ spl0_3011 ),
    inference(resolution,[],[f38805,f771]) ).

fof(f38808,plain,
    ( xuntil2p8(s298)
    | ~ node4(s298)
    | ~ spl0_3011 ),
    inference(resolution,[],[f38807,f942]) ).

fof(f38809,plain,
    ( xuntil2p8(s298)
    | ~ spl0_2549
    | ~ spl0_3011 ),
    inference(forward_subsumption_resolution,[],[f38808,f18540]) ).

fof(f38810,plain,
    ( spl0_3015
    | ~ spl0_2549
    | ~ spl0_3011 ),
    inference(avatar_split_clause,[],[f38809,f34973,f18539,f35400]) ).

fof(f38811,plain,
    ( ! [X0] :
        ( succ(s298,X0)
        | until2p7(X0) )
    | ~ spl0_3015 ),
    inference(resolution,[],[f35402,f943]) ).

fof(f38813,plain,
    ( ! [X0] :
        ( succ(s299,X0)
        | until2p7(X0) )
    | ~ spl0_3006 ),
    inference(resolution,[],[f34703,f943]) ).

fof(f38815,plain,
    ( until2p7(s299)
    | ~ spl0_3015 ),
    inference(resolution,[],[f38811,f772]) ).

fof(f38816,plain,
    ( xuntil2p8(s299)
    | ~ node4(s299)
    | ~ spl0_3015 ),
    inference(resolution,[],[f38815,f942]) ).

fof(f38817,plain,
    ( until2p7(s300)
    | ~ spl0_3006 ),
    inference(resolution,[],[f38813,f773]) ).

fof(f38818,plain,
    ( xuntil2p8(s300)
    | ~ node4(s300)
    | ~ spl0_3006 ),
    inference(resolution,[],[f38817,f942]) ).

fof(f38819,plain,
    ( xuntil2p8(s300)
    | ~ spl0_2551
    | ~ spl0_3006 ),
    inference(forward_subsumption_resolution,[],[f38818,f18566]) ).

fof(f38820,plain,
    ( ! [X0] :
        ( succ(s300,X0)
        | until2p7(X0) )
    | ~ spl0_2551
    | ~ spl0_3006 ),
    inference(resolution,[],[f38819,f943]) ).

fof(f38822,plain,
    ( ! [X0] :
        ( succ(s303,X0)
        | until2p7(X0) )
    | ~ spl0_3041 ),
    inference(resolution,[],[f36461,f943]) ).

fof(f38824,plain,
    ( until2p7(s301)
    | ~ spl0_2551
    | ~ spl0_3006 ),
    inference(resolution,[],[f38820,f774]) ).

fof(f38825,plain,
    ( xuntil2p8(s301)
    | ~ node4(s301)
    | ~ spl0_2551
    | ~ spl0_3006 ),
    inference(resolution,[],[f38824,f942]) ).

fof(f38826,plain,
    ( xuntil2p8(s301)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_3006 ),
    inference(forward_subsumption_resolution,[],[f38825,f18581]) ).

fof(f38827,plain,
    ( ! [X0] :
        ( succ(s301,X0)
        | until2p7(X0) )
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_3006 ),
    inference(resolution,[],[f38826,f943]) ).

fof(f38829,plain,
    ( until2p7(s302)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_3006 ),
    inference(resolution,[],[f38827,f775]) ).

fof(f38830,plain,
    ( xuntil2p8(s302)
    | ~ node4(s302)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_3006 ),
    inference(resolution,[],[f38829,f942]) ).

fof(f38831,plain,
    ( xuntil2p8(s302)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_3006 ),
    inference(forward_subsumption_resolution,[],[f38830,f19138]) ).

fof(f38832,plain,
    ( ! [X0] :
        ( succ(s302,X0)
        | until2p7(X0) )
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_3006 ),
    inference(resolution,[],[f38831,f943]) ).

fof(f38834,plain,
    ( until2p7(s303)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_3006 ),
    inference(resolution,[],[f38832,f776]) ).

fof(f38835,plain,
    ( xuntil2p8(s303)
    | ~ node4(s303)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_3006 ),
    inference(resolution,[],[f38834,f942]) ).

fof(f38836,plain,
    ( ! [X0] :
        ( succ(s304,X0)
        | until2p7(X0) )
    | ~ spl0_3025 ),
    inference(resolution,[],[f35840,f943]) ).

fof(f38838,plain,
    ( until2p7(s304)
    | ~ spl0_3041 ),
    inference(resolution,[],[f38822,f777]) ).

fof(f38839,plain,
    ( xuntil2p8(s304)
    | ~ node4(s304)
    | ~ spl0_3041 ),
    inference(resolution,[],[f38838,f942]) ).

fof(f38840,plain,
    ( until2p7(s305)
    | ~ spl0_3025 ),
    inference(resolution,[],[f38836,f778]) ).

fof(f38841,plain,
    ( xuntil2p8(s305)
    | ~ node4(s305)
    | ~ spl0_3025 ),
    inference(resolution,[],[f38840,f942]) ).

fof(f38842,plain,
    ( xuntil2p8(s305)
    | ~ spl0_2554
    | ~ spl0_3025 ),
    inference(forward_subsumption_resolution,[],[f38841,f18621]) ).

fof(f38843,plain,
    ( spl0_3040
    | ~ spl0_2554
    | ~ spl0_3025 ),
    inference(avatar_split_clause,[],[f38842,f35838,f18620,f36452]) ).

fof(f38844,plain,
    ( ! [X0] :
        ( succ(s305,X0)
        | until2p7(X0) )
    | ~ spl0_3040 ),
    inference(resolution,[],[f36454,f943]) ).

fof(f38846,plain,
    ( ! [X0] :
        ( succ(s306,X0)
        | until2p7(X0) )
    | ~ spl0_2944 ),
    inference(resolution,[],[f32877,f943]) ).

fof(f38848,plain,
    ( until2p7(s306)
    | ~ spl0_3040 ),
    inference(resolution,[],[f38844,f779]) ).

fof(f38849,plain,
    ( xuntil2p8(s306)
    | ~ node4(s306)
    | ~ spl0_3040 ),
    inference(resolution,[],[f38848,f942]) ).

fof(f38850,plain,
    ( ! [X0] :
        ( succ(s308,X0)
        | until2p7(X0) )
    | ~ spl0_3043 ),
    inference(resolution,[],[f36523,f943]) ).

fof(f38852,plain,
    ( until2p7(s307)
    | ~ spl0_2944 ),
    inference(resolution,[],[f38846,f780]) ).

fof(f38853,plain,
    ( xuntil2p8(s307)
    | ~ node4(s307)
    | ~ spl0_2944 ),
    inference(resolution,[],[f38852,f942]) ).

fof(f38854,plain,
    ( xuntil2p8(s307)
    | ~ spl0_2555
    | ~ spl0_2944 ),
    inference(forward_subsumption_resolution,[],[f38853,f18642]) ).

fof(f38855,plain,
    ( ! [X0] :
        ( succ(s307,X0)
        | until2p7(X0) )
    | ~ spl0_2555
    | ~ spl0_2944 ),
    inference(resolution,[],[f38854,f943]) ).

fof(f38857,plain,
    ( until2p7(s308)
    | ~ spl0_2555
    | ~ spl0_2944 ),
    inference(resolution,[],[f38855,f781]) ).

fof(f38858,plain,
    ( xuntil2p8(s308)
    | ~ node4(s308)
    | ~ spl0_2555
    | ~ spl0_2944 ),
    inference(resolution,[],[f38857,f942]) ).

fof(f38859,plain,
    ( until2p7(s309)
    | ~ spl0_3043 ),
    inference(resolution,[],[f38850,f782]) ).

fof(f38860,plain,
    ( xuntil2p8(s309)
    | ~ node4(s309)
    | ~ spl0_3043 ),
    inference(resolution,[],[f38859,f942]) ).

fof(f38861,plain,
    ( xuntil2p8(s309)
    | ~ spl0_2558
    | ~ spl0_3043 ),
    inference(forward_subsumption_resolution,[],[f38860,f18690]) ).

fof(f38862,plain,
    ( spl0_2945
    | ~ spl0_2558
    | ~ spl0_3043 ),
    inference(avatar_split_clause,[],[f38861,f36521,f18689,f32884]) ).

fof(f38863,plain,
    ( ! [X0] :
        ( succ(s309,X0)
        | until2p7(X0) )
    | ~ spl0_2945 ),
    inference(resolution,[],[f32886,f943]) ).

fof(f38865,plain,
    ( until2p7(s310)
    | ~ spl0_2945 ),
    inference(resolution,[],[f38863,f783]) ).

fof(f38866,plain,
    ( xuntil2p8(s310)
    | ~ node4(s310)
    | ~ spl0_2945 ),
    inference(resolution,[],[f38865,f942]) ).

fof(f38867,plain,
    ( xuntil2p8(s310)
    | ~ spl0_2582
    | ~ spl0_2945 ),
    inference(forward_subsumption_resolution,[],[f38866,f19122]) ).

fof(f38868,plain,
    ( spl0_2953
    | ~ spl0_2582
    | ~ spl0_2945 ),
    inference(avatar_split_clause,[],[f38867,f32884,f19121,f32953]) ).

fof(f38869,plain,
    ( ! [X0] :
        ( succ(s310,X0)
        | until2p7(X0) )
    | ~ spl0_2953 ),
    inference(resolution,[],[f32955,f943]) ).

fof(f38871,plain,
    ( until2p7(s311)
    | ~ spl0_2953 ),
    inference(resolution,[],[f38869,f784]) ).

fof(f38872,plain,
    ( xuntil2p8(s311)
    | ~ node4(s311)
    | ~ spl0_2953 ),
    inference(resolution,[],[f38871,f942]) ).

fof(f38873,plain,
    ( xuntil2p8(s311)
    | ~ spl0_2559
    | ~ spl0_2953 ),
    inference(forward_subsumption_resolution,[],[f38872,f18713]) ).

fof(f38874,plain,
    ( spl0_3036
    | ~ spl0_2559
    | ~ spl0_2953 ),
    inference(avatar_split_clause,[],[f38873,f32953,f18712,f36348]) ).

fof(f38875,plain,
    ( ! [X0] :
        ( succ(s311,X0)
        | until2p7(X0) )
    | ~ spl0_3036 ),
    inference(resolution,[],[f36350,f943]) ).

fof(f38877,plain,
    ( until2p7(s312)
    | ~ spl0_3036 ),
    inference(resolution,[],[f38875,f785]) ).

fof(f38878,plain,
    ( xuntil2p8(s312)
    | ~ node4(s312)
    | ~ spl0_3036 ),
    inference(resolution,[],[f38877,f942]) ).

fof(f38879,plain,
    ( xuntil2p8(s312)
    | ~ spl0_2581
    | ~ spl0_3036 ),
    inference(forward_subsumption_resolution,[],[f38878,f19111]) ).

fof(f38880,plain,
    ( spl0_2952
    | ~ spl0_2581
    | ~ spl0_3036 ),
    inference(avatar_split_clause,[],[f38879,f36348,f19110,f32947]) ).

fof(f38881,plain,
    ( ! [X0] :
        ( succ(s312,X0)
        | until2p7(X0) )
    | ~ spl0_2952 ),
    inference(resolution,[],[f32949,f943]) ).

fof(f38883,plain,
    ( until2p7(s313)
    | ~ spl0_2952 ),
    inference(resolution,[],[f38881,f786]) ).

fof(f38884,plain,
    ( xuntil2p8(s313)
    | ~ node4(s313)
    | ~ spl0_2952 ),
    inference(resolution,[],[f38883,f942]) ).

fof(f38885,plain,
    ( xuntil2p8(s313)
    | ~ spl0_2580
    | ~ spl0_2952 ),
    inference(forward_subsumption_resolution,[],[f38884,f19083]) ).

fof(f38886,plain,
    ( spl0_2951
    | ~ spl0_2580
    | ~ spl0_2952 ),
    inference(avatar_split_clause,[],[f38885,f32947,f19082,f32941]) ).

fof(f38887,plain,
    ( ! [X0] :
        ( succ(s313,X0)
        | until2p7(X0) )
    | ~ spl0_2951 ),
    inference(resolution,[],[f32943,f943]) ).

fof(f38889,plain,
    ( ! [X0] :
        ( succ(s314,X0)
        | until2p7(X0) )
    | ~ spl0_3032 ),
    inference(resolution,[],[f36155,f943]) ).

fof(f38891,plain,
    ( until2p7(s314)
    | ~ spl0_2951 ),
    inference(resolution,[],[f38887,f787]) ).

fof(f38892,plain,
    ( xuntil2p8(s314)
    | ~ node4(s314)
    | ~ spl0_2951 ),
    inference(resolution,[],[f38891,f942]) ).

fof(f38893,plain,
    ( until2p7(s315)
    | ~ spl0_3032 ),
    inference(resolution,[],[f38889,f788]) ).

fof(f38894,plain,
    ( xuntil2p8(s315)
    | ~ node4(s315)
    | ~ spl0_3032 ),
    inference(resolution,[],[f38893,f942]) ).

fof(f38895,plain,
    ( xuntil2p8(s315)
    | ~ spl0_2561
    | ~ spl0_3032 ),
    inference(forward_subsumption_resolution,[],[f38894,f18751]) ).

fof(f38896,plain,
    ( spl0_3008
    | ~ spl0_2561
    | ~ spl0_3032 ),
    inference(avatar_split_clause,[],[f38895,f36153,f18750,f34734]) ).

fof(f38897,plain,
    ( ! [X0] :
        ( succ(s315,X0)
        | until2p7(X0) )
    | ~ spl0_3008 ),
    inference(resolution,[],[f34736,f943]) ).

fof(f38899,plain,
    ( ! [X0] :
        ( succ(s316,X0)
        | until2p7(X0) )
    | ~ spl0_3001 ),
    inference(resolution,[],[f34402,f943]) ).

fof(f38901,plain,
    ( ! [X0] :
        ( succ(s317,X0)
        | until2p7(X0) )
    | ~ spl0_2993 ),
    inference(resolution,[],[f34013,f943]) ).

fof(f38903,plain,
    ( until2p7(s316)
    | ~ spl0_3008 ),
    inference(resolution,[],[f38897,f789]) ).

fof(f38904,plain,
    ( xuntil2p8(s316)
    | ~ node4(s316)
    | ~ spl0_3008 ),
    inference(resolution,[],[f38903,f942]) ).

fof(f38905,plain,
    ( until2p7(s317)
    | ~ spl0_3001 ),
    inference(resolution,[],[f38899,f790]) ).

fof(f38906,plain,
    ( xuntil2p8(s317)
    | ~ node4(s317)
    | ~ spl0_3001 ),
    inference(resolution,[],[f38905,f942]) ).

fof(f38907,plain,
    ( until2p7(s318)
    | ~ spl0_2993 ),
    inference(resolution,[],[f38901,f791]) ).

fof(f38908,plain,
    ( xuntil2p8(s318)
    | ~ node4(s318)
    | ~ spl0_2993 ),
    inference(resolution,[],[f38907,f942]) ).

fof(f38909,plain,
    ( xuntil2p8(s318)
    | ~ spl0_2568
    | ~ spl0_2993 ),
    inference(forward_subsumption_resolution,[],[f38908,f18854]) ).

fof(f38910,plain,
    ( spl0_2946
    | ~ spl0_2568
    | ~ spl0_2993 ),
    inference(avatar_split_clause,[],[f38909,f34011,f18853,f32899]) ).

fof(f38911,plain,
    ( ! [X0] :
        ( succ(s318,X0)
        | until2p7(X0) )
    | ~ spl0_2946 ),
    inference(resolution,[],[f32901,f943]) ).

fof(f38913,plain,
    ( ! [X0] :
        ( succ(s323,X0)
        | until2p7(X0) )
    | ~ spl0_2950 ),
    inference(resolution,[],[f32937,f943]) ).

fof(f38915,plain,
    ( until2p7(s319)
    | ~ spl0_2946 ),
    inference(resolution,[],[f38911,f792]) ).

fof(f38916,plain,
    ( xuntil2p8(s319)
    | ~ node4(s319)
    | ~ spl0_2946 ),
    inference(resolution,[],[f38915,f942]) ).

fof(f38917,plain,
    ( xuntil2p8(s319)
    | ~ spl0_2564
    | ~ spl0_2946 ),
    inference(forward_subsumption_resolution,[],[f38916,f18796]) ).

fof(f38918,plain,
    ( ! [X0] :
        ( succ(s319,X0)
        | until2p7(X0) )
    | ~ spl0_2564
    | ~ spl0_2946 ),
    inference(resolution,[],[f38917,f943]) ).

fof(f38920,plain,
    ( until2p7(s320)
    | ~ spl0_2564
    | ~ spl0_2946 ),
    inference(resolution,[],[f38918,f793]) ).

fof(f38921,plain,
    ( xuntil2p8(s320)
    | ~ node4(s320)
    | ~ spl0_2564
    | ~ spl0_2946 ),
    inference(resolution,[],[f38920,f942]) ).

fof(f38922,plain,
    ( xuntil2p8(s320)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2946 ),
    inference(forward_subsumption_resolution,[],[f38921,f18811]) ).

fof(f38923,plain,
    ( ! [X0] :
        ( succ(s320,X0)
        | until2p7(X0) )
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2946 ),
    inference(resolution,[],[f38922,f943]) ).

fof(f38925,plain,
    ( until2p7(s321)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2946 ),
    inference(resolution,[],[f38923,f794]) ).

fof(f38926,plain,
    ( xuntil2p8(s321)
    | ~ node4(s321)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2946 ),
    inference(resolution,[],[f38925,f942]) ).

fof(f38927,plain,
    ( xuntil2p8(s321)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2946 ),
    inference(forward_subsumption_resolution,[],[f38926,f18826]) ).

fof(f38928,plain,
    ( ! [X0] :
        ( succ(s321,X0)
        | until2p7(X0) )
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2946 ),
    inference(resolution,[],[f38927,f943]) ).

fof(f38930,plain,
    ( until2p7(s322)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2946 ),
    inference(resolution,[],[f38928,f795]) ).

fof(f38931,plain,
    ( xuntil2p8(s322)
    | ~ node4(s322)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2946 ),
    inference(resolution,[],[f38930,f942]) ).

fof(f38932,plain,
    ( xuntil2p8(s322)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2946 ),
    inference(forward_subsumption_resolution,[],[f38931,f18843]) ).

fof(f38933,plain,
    ( ! [X0] :
        ( succ(s322,X0)
        | until2p7(X0) )
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2946 ),
    inference(resolution,[],[f38932,f943]) ).

fof(f38935,plain,
    ( until2p7(s323)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2946 ),
    inference(resolution,[],[f38933,f796]) ).

fof(f38936,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2946 ),
    inference(resolution,[],[f38935,f942]) ).

fof(f38937,plain,
    ( until2p7(s324)
    | ~ spl0_2950 ),
    inference(resolution,[],[f38913,f797]) ).

fof(f38938,plain,
    ( xuntil2p8(s324)
    | ~ node4(s324)
    | ~ spl0_2950 ),
    inference(resolution,[],[f38937,f942]) ).

fof(f38939,plain,
    ( xuntil2p8(s324)
    | ~ spl0_2570
    | ~ spl0_2950 ),
    inference(forward_subsumption_resolution,[],[f38938,f18914]) ).

fof(f38940,plain,
    ( spl0_3022
    | ~ spl0_2570
    | ~ spl0_2950 ),
    inference(avatar_split_clause,[],[f38939,f32935,f18913,f35705]) ).

fof(f38941,plain,
    ( ! [X0] :
        ( succ(s324,X0)
        | until2p7(X0) )
    | ~ spl0_3022 ),
    inference(resolution,[],[f35707,f943]) ).

fof(f38943,plain,
    ( until2p7(s325)
    | ~ spl0_3022 ),
    inference(resolution,[],[f38941,f798]) ).

fof(f38944,plain,
    ( xuntil2p8(s325)
    | ~ node4(s325)
    | ~ spl0_3022 ),
    inference(resolution,[],[f38943,f942]) ).

fof(f38945,plain,
    ( xuntil2p8(s325)
    | ~ spl0_2579
    | ~ spl0_3022 ),
    inference(forward_subsumption_resolution,[],[f38944,f19072]) ).

fof(f38946,plain,
    ( spl0_2949
    | ~ spl0_2579
    | ~ spl0_3022 ),
    inference(avatar_split_clause,[],[f38945,f35705,f19071,f32929]) ).

fof(f38947,plain,
    ( ! [X0] :
        ( succ(s325,X0)
        | until2p7(X0) )
    | ~ spl0_2949 ),
    inference(resolution,[],[f32931,f943]) ).

fof(f38949,plain,
    ( ! [X0] :
        ( succ(s326,X0)
        | until2p7(X0) )
    | ~ spl0_2948 ),
    inference(resolution,[],[f32925,f943]) ).

fof(f38951,plain,
    ( until2p7(s326)
    | ~ spl0_2949 ),
    inference(resolution,[],[f38947,f799]) ).

fof(f38952,plain,
    ( xuntil2p8(s326)
    | ~ node4(s326)
    | ~ spl0_2949 ),
    inference(resolution,[],[f38951,f942]) ).

fof(f38953,plain,
    ( ! [X0] :
        ( succ(s327,X0)
        | until2p7(X0) )
    | ~ spl0_2713 ),
    inference(resolution,[],[f30154,f943]) ).

fof(f38955,plain,
    ( ! [X0] :
        ( succ(s329,X0)
        | until2p7(X0) )
    | ~ spl0_2947 ),
    inference(resolution,[],[f32918,f943]) ).

fof(f38957,plain,
    ( until2p7(s327)
    | ~ spl0_2948 ),
    inference(resolution,[],[f38949,f800]) ).

fof(f38958,plain,
    ( xuntil2p8(s327)
    | ~ node4(s327)
    | ~ spl0_2948 ),
    inference(resolution,[],[f38957,f942]) ).

fof(f38959,plain,
    ( until2p7(s328)
    | ~ spl0_2713 ),
    inference(resolution,[],[f38953,f801]) ).

fof(f38960,plain,
    ( xuntil2p8(s328)
    | ~ node4(s328)
    | ~ spl0_2713 ),
    inference(resolution,[],[f38959,f942]) ).

fof(f38961,plain,
    ( xuntil2p8(s328)
    | ~ spl0_2572
    | ~ spl0_2713 ),
    inference(forward_subsumption_resolution,[],[f38960,f18954]) ).

fof(f38962,plain,
    ( ! [X0] :
        ( succ(s328,X0)
        | until2p7(X0) )
    | ~ spl0_2572
    | ~ spl0_2713 ),
    inference(resolution,[],[f38961,f943]) ).

fof(f38964,plain,
    ( until2p7(s329)
    | ~ spl0_2572
    | ~ spl0_2713 ),
    inference(resolution,[],[f38962,f802]) ).

fof(f38965,plain,
    ( xuntil2p8(s329)
    | ~ node4(s329)
    | ~ spl0_2572
    | ~ spl0_2713 ),
    inference(resolution,[],[f38964,f942]) ).

fof(f38966,plain,
    ( ! [X0] :
        ( succ(s330,X0)
        | until2p7(X0) )
    | ~ spl0_2727 ),
    inference(resolution,[],[f30617,f943]) ).

fof(f38968,plain,
    ( ! [X0] :
        ( succ(s334,X0)
        | until2p7(X0) )
    | ~ spl0_2729 ),
    inference(resolution,[],[f30661,f943]) ).

fof(f38970,plain,
    ( until2p7(s330)
    | ~ spl0_2947 ),
    inference(resolution,[],[f38955,f803]) ).

fof(f38971,plain,
    ( xuntil2p8(s330)
    | ~ node4(s330)
    | ~ spl0_2947 ),
    inference(resolution,[],[f38970,f942]) ).

fof(f38972,plain,
    ( ! [X0] :
        ( succ(s335,X0)
        | until2p7(X0) )
    | ~ spl0_2956 ),
    inference(resolution,[],[f33021,f943]) ).

fof(f38974,plain,
    ( ! [X0] :
        ( succ(s336,X0)
        | until2p7(X0) )
    | ~ spl0_2957 ),
    inference(resolution,[],[f33028,f943]) ).

fof(f38976,plain,
    ( until2p7(s331)
    | ~ spl0_2727 ),
    inference(resolution,[],[f38966,f804]) ).

fof(f38977,plain,
    ( xuntil2p8(s331)
    | ~ node4(s331)
    | ~ spl0_2727 ),
    inference(resolution,[],[f38976,f942]) ).

fof(f38978,plain,
    ( xuntil2p8(s331)
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(forward_subsumption_resolution,[],[f38977,f19028]) ).

fof(f38979,plain,
    ( ! [X0] :
        ( succ(s331,X0)
        | until2p7(X0) )
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38978,f943]) ).

fof(f38981,plain,
    ( ! [X0] :
        ( succ(s337,X0)
        | until2p7(X0) )
    | ~ spl0_2958 ),
    inference(resolution,[],[f33035,f943]) ).

fof(f38983,plain,
    ( until2p7(s332)
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38979,f805]) ).

fof(f38984,plain,
    ( xuntil2p8(s332)
    | ~ node4(s332)
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38983,f942]) ).

fof(f38985,plain,
    ( xuntil2p8(s332)
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(forward_subsumption_resolution,[],[f38984,f18995]) ).

fof(f38986,plain,
    ( ! [X0] :
        ( succ(s332,X0)
        | until2p7(X0) )
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38985,f943]) ).

fof(f38988,plain,
    ( until2p7(s333)
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38986,f806]) ).

fof(f38989,plain,
    ( xuntil2p8(s333)
    | ~ node4(s333)
    | ~ spl0_2574
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38988,f942]) ).

fof(f38990,plain,
    ( xuntil2p8(s333)
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(forward_subsumption_resolution,[],[f38989,f19016]) ).

fof(f38991,plain,
    ( ! [X0] :
        ( succ(s333,X0)
        | until2p7(X0) )
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38990,f943]) ).

fof(f38993,plain,
    ( until2p7(s334)
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38991,f807]) ).

fof(f38994,plain,
    ( xuntil2p8(s334)
    | ~ node4(s334)
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2727 ),
    inference(resolution,[],[f38993,f942]) ).

fof(f38995,plain,
    ( until2p7(s335)
    | ~ spl0_2729 ),
    inference(resolution,[],[f38968,f808]) ).

fof(f38996,plain,
    ( xuntil2p8(s335)
    | ~ node4(s335)
    | ~ spl0_2729 ),
    inference(resolution,[],[f38995,f942]) ).

fof(f38997,plain,
    ( ! [X0] :
        ( succ(s338,X0)
        | until2p7(X0) )
    | ~ spl0_3029 ),
    inference(resolution,[],[f36019,f943]) ).

fof(f38999,plain,
    ( until2p7(s336)
    | ~ spl0_2956 ),
    inference(resolution,[],[f38972,f809]) ).

fof(f39000,plain,
    ( xuntil2p8(s336)
    | ~ node4(s336)
    | ~ spl0_2956 ),
    inference(resolution,[],[f38999,f942]) ).

fof(f39001,plain,
    ( until2p7(s337)
    | ~ spl0_2957 ),
    inference(resolution,[],[f38974,f810]) ).

fof(f39002,plain,
    ( xuntil2p8(s337)
    | ~ node4(s337)
    | ~ spl0_2957 ),
    inference(resolution,[],[f39001,f942]) ).

fof(f39003,plain,
    ( ! [X0] :
        ( succ(s339,X0)
        | until2p7(X0) )
    | ~ spl0_2975 ),
    inference(resolution,[],[f33233,f943]) ).

fof(f39005,plain,
    ( until2p7(s338)
    | ~ spl0_2958 ),
    inference(resolution,[],[f38981,f811]) ).

fof(f39006,plain,
    ( xuntil2p8(s338)
    | ~ node4(s338)
    | ~ spl0_2958 ),
    inference(resolution,[],[f39005,f942]) ).

fof(f39007,plain,
    ( ! [X0] :
        ( succ(s340,X0)
        | until2p7(X0) )
    | ~ spl0_2731 ),
    inference(resolution,[],[f30689,f943]) ).

fof(f39009,plain,
    ( until2p7(s339)
    | ~ spl0_3029 ),
    inference(resolution,[],[f38997,f812]) ).

fof(f39010,plain,
    ( xuntil2p8(s339)
    | ~ node4(s339)
    | ~ spl0_3029 ),
    inference(resolution,[],[f39009,f942]) ).

fof(f39011,plain,
    ( ! [X0] :
        ( succ(s341,X0)
        | until2p7(X0) )
    | ~ spl0_3020 ),
    inference(resolution,[],[f35663,f943]) ).

fof(f39013,plain,
    ( until2p7(s340)
    | ~ spl0_2975 ),
    inference(resolution,[],[f39003,f813]) ).

fof(f39014,plain,
    ( xuntil2p8(s340)
    | ~ node4(s340)
    | ~ spl0_2975 ),
    inference(resolution,[],[f39013,f942]) ).

fof(f39015,plain,
    ( until2p7(s341)
    | ~ spl0_2731 ),
    inference(resolution,[],[f39007,f814]) ).

fof(f39016,plain,
    ( xuntil2p8(s341)
    | ~ node4(s341)
    | ~ spl0_2731 ),
    inference(resolution,[],[f39015,f942]) ).

fof(f39017,plain,
    ( until2p7(s342)
    | ~ spl0_3020 ),
    inference(resolution,[],[f39011,f815]) ).

fof(f39018,plain,
    ( xuntil2p8(s342)
    | ~ node4(s342)
    | ~ spl0_3020 ),
    inference(resolution,[],[f39017,f942]) ).

fof(f39019,plain,
    ( xuntil2p8(s342)
    | ~ spl0_2651
    | ~ spl0_3020 ),
    inference(forward_subsumption_resolution,[],[f39018,f20677]) ).

fof(f39020,plain,
    ( spl0_2974
    | ~ spl0_2651
    | ~ spl0_3020 ),
    inference(avatar_split_clause,[],[f39019,f35661,f20676,f33225]) ).

fof(f39021,plain,
    ( ! [X0] :
        ( succ(s342,X0)
        | until2p7(X0) )
    | ~ spl0_2974 ),
    inference(resolution,[],[f33227,f943]) ).

fof(f39023,plain,
    ( until2p7(s343)
    | ~ spl0_2974 ),
    inference(resolution,[],[f39021,f816]) ).

fof(f39024,plain,
    ( xuntil2p8(s343)
    | ~ node4(s343)
    | ~ spl0_2974 ),
    inference(resolution,[],[f39023,f942]) ).

fof(f39025,plain,
    ( xuntil2p8(s343)
    | ~ spl0_2596
    | ~ spl0_2974 ),
    inference(forward_subsumption_resolution,[],[f39024,f19524]) ).

fof(f39026,plain,
    ( spl0_2959
    | ~ spl0_2596
    | ~ spl0_2974 ),
    inference(avatar_split_clause,[],[f39025,f33225,f19523,f33045]) ).

fof(f39027,plain,
    ( ! [X0] :
        ( succ(s343,X0)
        | until2p7(X0) )
    | ~ spl0_2959 ),
    inference(resolution,[],[f33047,f943]) ).

fof(f39029,plain,
    ( until2p7(s344)
    | ~ spl0_2959 ),
    inference(resolution,[],[f39027,f817]) ).

fof(f39030,plain,
    ( xuntil2p8(s344)
    | ~ node4(s344)
    | ~ spl0_2959 ),
    inference(resolution,[],[f39029,f942]) ).

fof(f39031,plain,
    ( xuntil2p8(s344)
    | ~ spl0_2595
    | ~ spl0_2959 ),
    inference(forward_subsumption_resolution,[],[f39030,f19512]) ).

fof(f39032,plain,
    ( ! [X0] :
        ( succ(s344,X0)
        | until2p7(X0) )
    | ~ spl0_2595
    | ~ spl0_2959 ),
    inference(resolution,[],[f39031,f943]) ).

fof(f39034,plain,
    ( until2p7(s345)
    | ~ spl0_2595
    | ~ spl0_2959 ),
    inference(resolution,[],[f39032,f818]) ).

fof(f39035,plain,
    ( xuntil2p8(s345)
    | ~ node4(s345)
    | ~ spl0_2595
    | ~ spl0_2959 ),
    inference(resolution,[],[f39034,f942]) ).

fof(f39036,plain,
    ( xuntil2p8(s345)
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2959 ),
    inference(forward_subsumption_resolution,[],[f39035,f20652]) ).

fof(f39037,plain,
    ( ! [X0] :
        ( succ(s345,X0)
        | until2p7(X0) )
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2959 ),
    inference(resolution,[],[f39036,f943]) ).

fof(f39039,plain,
    ( ! [X0] :
        ( succ(s346,X0)
        | until2p7(X0) )
    | ~ spl0_2991 ),
    inference(resolution,[],[f33929,f943]) ).

fof(f39041,plain,
    ( until2p7(s346)
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2959 ),
    inference(resolution,[],[f39037,f819]) ).

fof(f39042,plain,
    ( xuntil2p8(s346)
    | ~ node4(s346)
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2959 ),
    inference(resolution,[],[f39041,f942]) ).

fof(f39043,plain,
    ( until2p7(s347)
    | ~ spl0_2991 ),
    inference(resolution,[],[f39039,f820]) ).

fof(f39044,plain,
    ( xuntil2p8(s347)
    | ~ node4(s347)
    | ~ spl0_2991 ),
    inference(resolution,[],[f39043,f942]) ).

fof(f39045,plain,
    ( xuntil2p8(s347)
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(forward_subsumption_resolution,[],[f39044,f20635]) ).

fof(f39046,plain,
    ( ! [X0] :
        ( succ(s347,X0)
        | until2p7(X0) )
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39045,f943]) ).

fof(f39048,plain,
    ( ! [X0] :
        ( succ(s350,X0)
        | until2p7(X0) )
    | ~ spl0_2730 ),
    inference(resolution,[],[f30682,f943]) ).

fof(f39050,plain,
    ( until2p7(s348)
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39046,f821]) ).

fof(f39051,plain,
    ( xuntil2p8(s348)
    | ~ node4(s348)
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39050,f942]) ).

fof(f39052,plain,
    ( xuntil2p8(s348)
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(forward_subsumption_resolution,[],[f39051,f19562]) ).

fof(f39053,plain,
    ( ! [X0] :
        ( succ(s348,X0)
        | until2p7(X0) )
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39052,f943]) ).

fof(f39055,plain,
    ( until2p7(s349)
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39053,f822]) ).

fof(f39056,plain,
    ( xuntil2p8(s349)
    | ~ node4(s349)
    | ~ spl0_2597
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39055,f942]) ).

fof(f39057,plain,
    ( xuntil2p8(s349)
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(forward_subsumption_resolution,[],[f39056,f20604]) ).

fof(f39058,plain,
    ( ! [X0] :
        ( succ(s349,X0)
        | until2p7(X0) )
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39057,f943]) ).

fof(f39060,plain,
    ( until2p7(s350)
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39058,f823]) ).

fof(f39061,plain,
    ( xuntil2p8(s350)
    | ~ node4(s350)
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2991 ),
    inference(resolution,[],[f39060,f942]) ).

fof(f39062,plain,
    ( until2p7(s351)
    | ~ spl0_2730 ),
    inference(resolution,[],[f39048,f824]) ).

fof(f39063,plain,
    ( xuntil2p8(s351)
    | ~ node4(s351)
    | ~ spl0_2730 ),
    inference(resolution,[],[f39062,f942]) ).

fof(f39064,plain,
    ( xuntil2p8(s351)
    | ~ spl0_2627
    | ~ spl0_2730 ),
    inference(forward_subsumption_resolution,[],[f39063,f20120]) ).

fof(f39065,plain,
    ( ! [X0] :
        ( succ(s351,X0)
        | until2p7(X0) )
    | ~ spl0_2627
    | ~ spl0_2730 ),
    inference(resolution,[],[f39064,f943]) ).

fof(f39067,plain,
    ( ! [X0] :
        ( succ(s352,X0)
        | until2p7(X0) )
    | ~ spl0_3013 ),
    inference(resolution,[],[f35250,f943]) ).

fof(f39069,plain,
    ( until2p7(s352)
    | ~ spl0_2627
    | ~ spl0_2730 ),
    inference(resolution,[],[f39065,f825]) ).

fof(f39070,plain,
    ( xuntil2p8(s352)
    | ~ node4(s352)
    | ~ spl0_2627
    | ~ spl0_2730 ),
    inference(resolution,[],[f39069,f942]) ).

fof(f39071,plain,
    ( until2p7(s353)
    | ~ spl0_3013 ),
    inference(resolution,[],[f39067,f826]) ).

fof(f39072,plain,
    ( xuntil2p8(s353)
    | ~ node4(s353)
    | ~ spl0_3013 ),
    inference(resolution,[],[f39071,f942]) ).

fof(f39073,plain,
    ( xuntil2p8(s353)
    | ~ spl0_2626
    | ~ spl0_3013 ),
    inference(forward_subsumption_resolution,[],[f39072,f20099]) ).

fof(f39074,plain,
    ( spl0_2968
    | ~ spl0_2626
    | ~ spl0_3013 ),
    inference(avatar_split_clause,[],[f39073,f35248,f20098,f33137]) ).

fof(f39075,plain,
    ( ! [X0] :
        ( succ(s353,X0)
        | until2p7(X0) )
    | ~ spl0_2968 ),
    inference(resolution,[],[f33139,f943]) ).

fof(f39077,plain,
    ( ! [X0] :
        ( succ(s355,X0)
        | until2p7(X0) )
    | ~ spl0_2726 ),
    inference(resolution,[],[f30610,f943]) ).

fof(f39079,plain,
    ( until2p7(s354)
    | ~ spl0_2968 ),
    inference(resolution,[],[f39075,f827]) ).

fof(f39080,plain,
    ( xuntil2p8(s354)
    | ~ node4(s354)
    | ~ spl0_2968 ),
    inference(resolution,[],[f39079,f942]) ).

fof(f39081,plain,
    ( xuntil2p8(s354)
    | ~ spl0_2598
    | ~ spl0_2968 ),
    inference(forward_subsumption_resolution,[],[f39080,f19612]) ).

fof(f39082,plain,
    ( ! [X0] :
        ( succ(s354,X0)
        | until2p7(X0) )
    | ~ spl0_2598
    | ~ spl0_2968 ),
    inference(resolution,[],[f39081,f943]) ).

fof(f39084,plain,
    ( ! [X0] :
        ( succ(s356,X0)
        | until2p7(X0) )
    | ~ spl0_2989 ),
    inference(resolution,[],[f33802,f943]) ).

fof(f39086,plain,
    ( ! [X0] :
        ( succ(s357,X0)
        | until2p7(X0) )
    | ~ spl0_3047 ),
    inference(resolution,[],[f36822,f943]) ).

fof(f39088,plain,
    ( until2p7(s355)
    | ~ spl0_2598
    | ~ spl0_2968 ),
    inference(resolution,[],[f39082,f828]) ).

fof(f39089,plain,
    ( xuntil2p8(s355)
    | ~ node4(s355)
    | ~ spl0_2598
    | ~ spl0_2968 ),
    inference(resolution,[],[f39088,f942]) ).

fof(f39090,plain,
    ( until2p7(s356)
    | ~ spl0_2726 ),
    inference(resolution,[],[f39077,f829]) ).

fof(f39091,plain,
    ( xuntil2p8(s356)
    | ~ node4(s356)
    | ~ spl0_2726 ),
    inference(resolution,[],[f39090,f942]) ).

fof(f39092,plain,
    ( until2p7(s357)
    | ~ spl0_2989 ),
    inference(resolution,[],[f39084,f830]) ).

fof(f39093,plain,
    ( xuntil2p8(s357)
    | ~ node4(s357)
    | ~ spl0_2989 ),
    inference(resolution,[],[f39092,f942]) ).

fof(f39094,plain,
    ( ! [X0] :
        ( succ(s358,X0)
        | until2p7(X0) )
    | ~ spl0_2960 ),
    inference(resolution,[],[f33068,f943]) ).

fof(f39096,plain,
    ( until2p7(s358)
    | ~ spl0_3047 ),
    inference(resolution,[],[f39086,f831]) ).

fof(f39097,plain,
    ( xuntil2p8(s358)
    | ~ node4(s358)
    | ~ spl0_3047 ),
    inference(resolution,[],[f39096,f942]) ).

fof(f39098,plain,
    ( ! [X0] :
        ( succ(s360,X0)
        | until2p7(X0) )
    | ~ spl0_2967 ),
    inference(resolution,[],[f33133,f943]) ).

fof(f39100,plain,
    ( until2p7(s359)
    | ~ spl0_2960 ),
    inference(resolution,[],[f39094,f832]) ).

fof(f39101,plain,
    ( xuntil2p8(s359)
    | ~ node4(s359)
    | ~ spl0_2960 ),
    inference(resolution,[],[f39100,f942]) ).

fof(f39102,plain,
    ( xuntil2p8(s359)
    | ~ spl0_2603
    | ~ spl0_2960 ),
    inference(forward_subsumption_resolution,[],[f39101,f19686]) ).

fof(f39103,plain,
    ( ! [X0] :
        ( succ(s359,X0)
        | until2p7(X0) )
    | ~ spl0_2603
    | ~ spl0_2960 ),
    inference(resolution,[],[f39102,f943]) ).

fof(f39105,plain,
    ( until2p7(s360)
    | ~ spl0_2603
    | ~ spl0_2960 ),
    inference(resolution,[],[f39103,f833]) ).

fof(f39106,plain,
    ( xuntil2p8(s360)
    | ~ node4(s360)
    | ~ spl0_2603
    | ~ spl0_2960 ),
    inference(resolution,[],[f39105,f942]) ).

fof(f39107,plain,
    ( until2p7(s361)
    | ~ spl0_2967 ),
    inference(resolution,[],[f39098,f834]) ).

fof(f39108,plain,
    ( xuntil2p8(s361)
    | ~ node4(s361)
    | ~ spl0_2967 ),
    inference(resolution,[],[f39107,f942]) ).

fof(f39109,plain,
    ( xuntil2p8(s361)
    | ~ spl0_2604
    | ~ spl0_2967 ),
    inference(forward_subsumption_resolution,[],[f39108,f19708]) ).

fof(f39110,plain,
    ( spl0_2728
    | ~ spl0_2604
    | ~ spl0_2967 ),
    inference(avatar_split_clause,[],[f39109,f33131,f19707,f30652]) ).

fof(f39111,plain,
    ( ! [X0] :
        ( succ(s361,X0)
        | until2p7(X0) )
    | ~ spl0_2728 ),
    inference(resolution,[],[f30654,f943]) ).

fof(f39113,plain,
    ( ! [X0] :
        ( succ(s362,X0)
        | until2p7(X0) )
    | ~ spl0_2966 ),
    inference(resolution,[],[f33127,f943]) ).

fof(f39115,plain,
    ( until2p7(s362)
    | ~ spl0_2728 ),
    inference(resolution,[],[f39111,f835]) ).

fof(f39116,plain,
    ( xuntil2p8(s362)
    | ~ node4(s362)
    | ~ spl0_2728 ),
    inference(resolution,[],[f39115,f942]) ).

fof(f39117,plain,
    ( ! [X0] :
        ( succ(s363,X0)
        | until2p7(X0) )
    | ~ spl0_2733 ),
    inference(resolution,[],[f30775,f943]) ).

fof(f39119,plain,
    ( until2p7(s363)
    | ~ spl0_2966 ),
    inference(resolution,[],[f39113,f836]) ).

fof(f39120,plain,
    ( xuntil2p8(s363)
    | ~ node4(s363)
    | ~ spl0_2966 ),
    inference(resolution,[],[f39119,f942]) ).

fof(f39121,plain,
    ( ! [X0] :
        ( succ(s364,X0)
        | until2p7(X0) )
    | ~ spl0_2961 ),
    inference(resolution,[],[f33080,f943]) ).

fof(f39123,plain,
    ( until2p7(s364)
    | ~ spl0_2733 ),
    inference(resolution,[],[f39117,f837]) ).

fof(f39124,plain,
    ( xuntil2p8(s364)
    | ~ node4(s364)
    | ~ spl0_2733 ),
    inference(resolution,[],[f39123,f942]) ).

fof(f39125,plain,
    ( until2p7(s365)
    | ~ spl0_2961 ),
    inference(resolution,[],[f39121,f838]) ).

fof(f39126,plain,
    ( xuntil2p8(s365)
    | ~ node4(s365)
    | ~ spl0_2961 ),
    inference(resolution,[],[f39125,f942]) ).

fof(f39127,plain,
    ( xuntil2p8(s365)
    | ~ spl0_2606
    | ~ spl0_2961 ),
    inference(forward_subsumption_resolution,[],[f39126,f19748]) ).

fof(f39128,plain,
    ( ! [X0] :
        ( succ(s365,X0)
        | until2p7(X0) )
    | ~ spl0_2606
    | ~ spl0_2961 ),
    inference(resolution,[],[f39127,f943]) ).

fof(f39130,plain,
    ( ! [X0] :
        ( succ(s367,X0)
        | until2p7(X0) )
    | ~ spl0_3049 ),
    inference(resolution,[],[f36907,f943]) ).

fof(f39132,plain,
    ( until2p7(s366)
    | ~ spl0_2606
    | ~ spl0_2961 ),
    inference(resolution,[],[f39128,f839]) ).

fof(f39133,plain,
    ( xuntil2p8(s366)
    | ~ node4(s366)
    | ~ spl0_2606
    | ~ spl0_2961 ),
    inference(resolution,[],[f39132,f942]) ).

fof(f39134,plain,
    ( xuntil2p8(s366)
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2961 ),
    inference(forward_subsumption_resolution,[],[f39133,f19781]) ).

fof(f39135,plain,
    ( ! [X0] :
        ( succ(s366,X0)
        | until2p7(X0) )
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2961 ),
    inference(resolution,[],[f39134,f943]) ).

fof(f39137,plain,
    ( until2p7(s367)
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2961 ),
    inference(resolution,[],[f39135,f840]) ).

fof(f39138,plain,
    ( xuntil2p8(s367)
    | ~ node4(s367)
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2961 ),
    inference(resolution,[],[f39137,f942]) ).

fof(f39139,plain,
    ( until2p7(s368)
    | ~ spl0_3049 ),
    inference(resolution,[],[f39130,f841]) ).

fof(f39140,plain,
    ( xuntil2p8(s368)
    | ~ node4(s368)
    | ~ spl0_3049 ),
    inference(resolution,[],[f39139,f942]) ).

fof(f39141,plain,
    ( xuntil2p8(s368)
    | ~ spl0_2610
    | ~ spl0_3049 ),
    inference(forward_subsumption_resolution,[],[f39140,f19818]) ).

fof(f39142,plain,
    ( spl0_2962
    | ~ spl0_2610
    | ~ spl0_3049 ),
    inference(avatar_split_clause,[],[f39141,f36905,f19817,f33088]) ).

fof(f39143,plain,
    ( ! [X0] :
        ( succ(s368,X0)
        | until2p7(X0) )
    | ~ spl0_2962 ),
    inference(resolution,[],[f33090,f943]) ).

fof(f39145,plain,
    ( until2p7(s369)
    | ~ spl0_2962 ),
    inference(resolution,[],[f39143,f842]) ).

fof(f39146,plain,
    ( xuntil2p8(s369)
    | ~ node4(s369)
    | ~ spl0_2962 ),
    inference(resolution,[],[f39145,f942]) ).

fof(f39147,plain,
    ( xuntil2p8(s369)
    | ~ spl0_2611
    | ~ spl0_2962 ),
    inference(forward_subsumption_resolution,[],[f39146,f19836]) ).

fof(f39148,plain,
    ( ! [X0] :
        ( succ(s369,X0)
        | until2p7(X0) )
    | ~ spl0_2611
    | ~ spl0_2962 ),
    inference(resolution,[],[f39147,f943]) ).

fof(f39150,plain,
    ( until2p7(s370)
    | ~ spl0_2611
    | ~ spl0_2962 ),
    inference(resolution,[],[f39148,f843]) ).

fof(f39151,plain,
    ( xuntil2p8(s370)
    | ~ node4(s370)
    | ~ spl0_2611
    | ~ spl0_2962 ),
    inference(resolution,[],[f39150,f942]) ).

fof(f39152,plain,
    ( xuntil2p8(s370)
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2962 ),
    inference(forward_subsumption_resolution,[],[f39151,f19852]) ).

fof(f39153,plain,
    ( spl0_2736
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2962 ),
    inference(avatar_split_clause,[],[f39152,f33088,f19851,f19835,f30862]) ).

fof(f39154,plain,
    ( ! [X0] :
        ( succ(s370,X0)
        | until2p7(X0) )
    | ~ spl0_2736 ),
    inference(resolution,[],[f30864,f943]) ).

fof(f39156,plain,
    ( until2p7(s371)
    | ~ spl0_2736 ),
    inference(resolution,[],[f39154,f844]) ).

fof(f39157,plain,
    ( xuntil2p8(s371)
    | ~ node4(s371)
    | ~ spl0_2736 ),
    inference(resolution,[],[f39156,f942]) ).

fof(f39158,plain,
    ( xuntil2p8(s371)
    | ~ spl0_2613
    | ~ spl0_2736 ),
    inference(forward_subsumption_resolution,[],[f39157,f19866]) ).

fof(f39159,plain,
    ( ! [X0] :
        ( succ(s371,X0)
        | until2p7(X0) )
    | ~ spl0_2613
    | ~ spl0_2736 ),
    inference(resolution,[],[f39158,f943]) ).

fof(f39161,plain,
    ( until2p7(s372)
    | ~ spl0_2613
    | ~ spl0_2736 ),
    inference(resolution,[],[f39159,f845]) ).

fof(f39162,plain,
    ( xuntil2p8(s372)
    | ~ node4(s372)
    | ~ spl0_2613
    | ~ spl0_2736 ),
    inference(resolution,[],[f39161,f942]) ).

fof(f39163,plain,
    ( xuntil2p8(s372)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2736 ),
    inference(forward_subsumption_resolution,[],[f39162,f19880]) ).

fof(f39164,plain,
    ( ! [X0] :
        ( succ(s372,X0)
        | until2p7(X0) )
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2736 ),
    inference(resolution,[],[f39163,f943]) ).

fof(f39166,plain,
    ( ! [X0] :
        ( succ(s374,X0)
        | until2p7(X0) )
    | ~ spl0_2965 ),
    inference(resolution,[],[f33121,f943]) ).

fof(f39168,plain,
    ( until2p7(s373)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2736 ),
    inference(resolution,[],[f39164,f846]) ).

fof(f39169,plain,
    ( xuntil2p8(s373)
    | ~ node4(s373)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2736 ),
    inference(resolution,[],[f39168,f942]) ).

fof(f39170,plain,
    ( xuntil2p8(s373)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2736 ),
    inference(forward_subsumption_resolution,[],[f39169,f19895]) ).

fof(f39171,plain,
    ( ! [X0] :
        ( succ(s373,X0)
        | until2p7(X0) )
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2736 ),
    inference(resolution,[],[f39170,f943]) ).

fof(f39173,plain,
    ( until2p7(s374)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2736 ),
    inference(resolution,[],[f39171,f847]) ).

fof(f39174,plain,
    ( xuntil2p8(s374)
    | ~ node4(s374)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2736 ),
    inference(resolution,[],[f39173,f942]) ).

fof(f39175,plain,
    ( until2p7(s375)
    | ~ spl0_2965 ),
    inference(resolution,[],[f39166,f848]) ).

fof(f39176,plain,
    ( xuntil2p8(s375)
    | ~ node4(s375)
    | ~ spl0_2965 ),
    inference(resolution,[],[f39175,f942]) ).

fof(f39177,plain,
    ( xuntil2p8(s375)
    | ~ spl0_2622
    | ~ spl0_2965 ),
    inference(forward_subsumption_resolution,[],[f39176,f20027]) ).

fof(f39178,plain,
    ( ! [X0] :
        ( succ(s375,X0)
        | until2p7(X0) )
    | ~ spl0_2622
    | ~ spl0_2965 ),
    inference(resolution,[],[f39177,f943]) ).

fof(f39180,plain,
    ( until2p7(s376)
    | ~ spl0_2622
    | ~ spl0_2965 ),
    inference(resolution,[],[f39178,f849]) ).

fof(f39181,plain,
    ( xuntil2p8(s376)
    | ~ node4(s376)
    | ~ spl0_2622
    | ~ spl0_2965 ),
    inference(resolution,[],[f39180,f942]) ).

fof(f39182,plain,
    ( xuntil2p8(s376)
    | ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2965 ),
    inference(forward_subsumption_resolution,[],[f39181,f19922]) ).

fof(f39183,plain,
    ( spl0_2995
    | ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2965 ),
    inference(avatar_split_clause,[],[f39182,f33119,f20026,f19921,f34085]) ).

fof(f39184,plain,
    ( ! [X0] :
        ( succ(s376,X0)
        | until2p7(X0) )
    | ~ spl0_2995 ),
    inference(resolution,[],[f34087,f943]) ).

fof(f39186,plain,
    ( ! [X0] :
        ( succ(s377,X0)
        | until2p7(X0) )
    | ~ spl0_2963 ),
    inference(resolution,[],[f33105,f943]) ).

fof(f39188,plain,
    ( until2p7(s377)
    | ~ spl0_2995 ),
    inference(resolution,[],[f39184,f850]) ).

fof(f39189,plain,
    ( xuntil2p8(s377)
    | ~ node4(s377)
    | ~ spl0_2995 ),
    inference(resolution,[],[f39188,f942]) ).

fof(f39190,plain,
    ( until2p7(s378)
    | ~ spl0_2963 ),
    inference(resolution,[],[f39186,f851]) ).

fof(f39191,plain,
    ( xuntil2p8(s378)
    | ~ node4(s378)
    | ~ spl0_2963 ),
    inference(resolution,[],[f39190,f942]) ).

fof(f39192,plain,
    ( xuntil2p8(s378)
    | ~ spl0_2618
    | ~ spl0_2963 ),
    inference(forward_subsumption_resolution,[],[f39191,f19951]) ).

fof(f39193,plain,
    ( spl0_2712
    | ~ spl0_2618
    | ~ spl0_2963 ),
    inference(avatar_split_clause,[],[f39192,f33103,f19950,f30146]) ).

fof(f39194,plain,
    ( ! [X0] :
        ( succ(s378,X0)
        | until2p7(X0) )
    | ~ spl0_2712 ),
    inference(resolution,[],[f30148,f943]) ).

fof(f39196,plain,
    ( until2p7(s379)
    | ~ spl0_2712 ),
    inference(resolution,[],[f39194,f852]) ).

fof(f39197,plain,
    ( xuntil2p8(s379)
    | ~ node4(s379)
    | ~ spl0_2712 ),
    inference(resolution,[],[f39196,f942]) ).

fof(f39198,plain,
    ( xuntil2p8(s379)
    | ~ spl0_2619
    | ~ spl0_2712 ),
    inference(forward_subsumption_resolution,[],[f39197,f19967]) ).

fof(f39199,plain,
    ( spl0_2994
    | ~ spl0_2619
    | ~ spl0_2712 ),
    inference(avatar_split_clause,[],[f39198,f30146,f19966,f34078]) ).

fof(f39200,plain,
    ( ! [X0] :
        ( succ(s379,X0)
        | until2p7(X0) )
    | ~ spl0_2994 ),
    inference(resolution,[],[f34080,f943]) ).

fof(f39202,plain,
    ( until2p7(s380)
    | ~ spl0_2994 ),
    inference(resolution,[],[f39200,f853]) ).

fof(f39203,plain,
    ( xuntil2p8(s380)
    | ~ node4(s380)
    | ~ spl0_2994 ),
    inference(resolution,[],[f39202,f942]) ).

fof(f39204,plain,
    ( xuntil2p8(s380)
    | ~ spl0_2621
    | ~ spl0_2994 ),
    inference(forward_subsumption_resolution,[],[f39203,f20006]) ).

fof(f39205,plain,
    ( spl0_2964
    | ~ spl0_2621
    | ~ spl0_2994 ),
    inference(avatar_split_clause,[],[f39204,f34078,f20005,f33112]) ).

fof(f39206,plain,
    ( ! [X0] :
        ( succ(s380,X0)
        | until2p7(X0) )
    | ~ spl0_2964 ),
    inference(resolution,[],[f33114,f943]) ).

fof(f39208,plain,
    ( ! [X0] :
        ( succ(s381,X0)
        | until2p7(X0) )
    | ~ spl0_3050 ),
    inference(resolution,[],[f36927,f943]) ).

fof(f39210,plain,
    ( until2p7(s381)
    | ~ spl0_2964 ),
    inference(resolution,[],[f39206,f854]) ).

fof(f39211,plain,
    ( xuntil2p8(s381)
    | ~ node4(s381)
    | ~ spl0_2964 ),
    inference(resolution,[],[f39210,f942]) ).

fof(f39212,plain,
    ( until2p7(s382)
    | ~ spl0_3050 ),
    inference(resolution,[],[f39208,f855]) ).

fof(f39213,plain,
    ( xuntil2p8(s382)
    | ~ node4(s382)
    | ~ spl0_3050 ),
    inference(resolution,[],[f39212,f942]) ).

fof(f39214,plain,
    ( xuntil2p8(s382)
    | ~ spl0_2620
    | ~ spl0_3050 ),
    inference(forward_subsumption_resolution,[],[f39213,f19994]) ).

fof(f39215,plain,
    ( ! [X0] :
        ( succ(s382,X0)
        | until2p7(X0) )
    | ~ spl0_2620
    | ~ spl0_3050 ),
    inference(resolution,[],[f39214,f943]) ).

fof(f39217,plain,
    ( until2p7(s383)
    | ~ spl0_2620
    | ~ spl0_3050 ),
    inference(resolution,[],[f39215,f856]) ).

fof(f39218,plain,
    ( xuntil2p8(s383)
    | ~ node4(s383)
    | ~ spl0_2620
    | ~ spl0_3050 ),
    inference(resolution,[],[f39217,f942]) ).

fof(f39219,plain,
    ( xuntil2p8(s383)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_3050 ),
    inference(forward_subsumption_resolution,[],[f39218,f20269]) ).

fof(f39220,plain,
    ( ! [X0] :
        ( succ(s383,X0)
        | until2p7(X0) )
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_3050 ),
    inference(resolution,[],[f39219,f943]) ).

fof(f39222,plain,
    ( ! [X0] :
        ( succ(s385,X0)
        | until2p7(X0) )
    | ~ spl0_2739 ),
    inference(resolution,[],[f30940,f943]) ).

fof(f39224,plain,
    ( until2p7(s384)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_3050 ),
    inference(resolution,[],[f39220,f857]) ).

fof(f39225,plain,
    ( xuntil2p8(s384)
    | ~ node4(s384)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_3050 ),
    inference(resolution,[],[f39224,f942]) ).

fof(f39226,plain,
    ( xuntil2p8(s384)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_3050 ),
    inference(forward_subsumption_resolution,[],[f39225,f20306]) ).

fof(f39227,plain,
    ( ! [X0] :
        ( succ(s384,X0)
        | until2p7(X0) )
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_3050 ),
    inference(resolution,[],[f39226,f943]) ).

fof(f39229,plain,
    ( until2p7(s385)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_3050 ),
    inference(resolution,[],[f39227,f858]) ).

fof(f39230,plain,
    ( xuntil2p8(s385)
    | ~ node4(s385)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632
    | ~ spl0_3050 ),
    inference(resolution,[],[f39229,f942]) ).

fof(f39231,plain,
    ( until2p7(s386)
    | ~ spl0_2739 ),
    inference(resolution,[],[f39222,f859]) ).

fof(f39232,plain,
    ( xuntil2p8(s386)
    | ~ node4(s386)
    | ~ spl0_2739 ),
    inference(resolution,[],[f39231,f942]) ).

fof(f39233,plain,
    ( xuntil2p8(s386)
    | ~ spl0_2633
    | ~ spl0_2739 ),
    inference(forward_subsumption_resolution,[],[f39232,f20334]) ).

fof(f39234,plain,
    ( spl0_2969
    | ~ spl0_2633
    | ~ spl0_2739 ),
    inference(avatar_split_clause,[],[f39233,f30938,f20333,f33179]) ).

fof(f39235,plain,
    ( ! [X0] :
        ( succ(s386,X0)
        | until2p7(X0) )
    | ~ spl0_2969 ),
    inference(resolution,[],[f33181,f943]) ).

fof(f39237,plain,
    ( ! [X0] :
        ( succ(s387,X0)
        | until2p7(X0) )
    | ~ spl0_3051 ),
    inference(resolution,[],[f36938,f943]) ).

fof(f39239,plain,
    ( until2p7(s387)
    | ~ spl0_2969 ),
    inference(resolution,[],[f39235,f860]) ).

fof(f39240,plain,
    ( xuntil2p8(s387)
    | ~ node4(s387)
    | ~ spl0_2969 ),
    inference(resolution,[],[f39239,f942]) ).

fof(f39241,plain,
    ( until2p7(s388)
    | ~ spl0_3051 ),
    inference(resolution,[],[f39237,f861]) ).

fof(f39242,plain,
    ( xuntil2p8(s388)
    | ~ node4(s388)
    | ~ spl0_3051 ),
    inference(resolution,[],[f39241,f942]) ).

fof(f39243,plain,
    ( xuntil2p8(s388)
    | ~ spl0_2635
    | ~ spl0_3051 ),
    inference(forward_subsumption_resolution,[],[f39242,f20365]) ).

fof(f39244,plain,
    ( ! [X0] :
        ( succ(s388,X0)
        | until2p7(X0) )
    | ~ spl0_2635
    | ~ spl0_3051 ),
    inference(resolution,[],[f39243,f943]) ).

fof(f39246,plain,
    ( until2p7(s389)
    | ~ spl0_2635
    | ~ spl0_3051 ),
    inference(resolution,[],[f39244,f862]) ).

fof(f39247,plain,
    ( xuntil2p8(s389)
    | ~ node4(s389)
    | ~ spl0_2635
    | ~ spl0_3051 ),
    inference(resolution,[],[f39246,f942]) ).

fof(f39248,plain,
    ( xuntil2p8(s389)
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_3051 ),
    inference(forward_subsumption_resolution,[],[f39247,f20385]) ).

fof(f39249,plain,
    ( spl0_3052
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_3051 ),
    inference(avatar_split_clause,[],[f39248,f36936,f20384,f20364,f36944]) ).

fof(f39250,plain,
    ( ! [X0] :
        ( succ(s389,X0)
        | until2p7(X0) )
    | ~ spl0_3052 ),
    inference(resolution,[],[f36946,f943]) ).

fof(f39252,plain,
    ( until2p7(s390)
    | ~ spl0_3052 ),
    inference(resolution,[],[f39250,f863]) ).

fof(f39253,plain,
    ( xuntil2p8(s390)
    | ~ node4(s390)
    | ~ spl0_3052 ),
    inference(resolution,[],[f39252,f942]) ).

fof(f39254,plain,
    ( xuntil2p8(s390)
    | ~ spl0_2637
    | ~ spl0_3052 ),
    inference(forward_subsumption_resolution,[],[f39253,f20401]) ).

fof(f39255,plain,
    ( spl0_2970
    | ~ spl0_2637
    | ~ spl0_3052 ),
    inference(avatar_split_clause,[],[f39254,f36944,f20400,f33189]) ).

fof(f39256,plain,
    ( ! [X0] :
        ( succ(s390,X0)
        | until2p7(X0) )
    | ~ spl0_2970 ),
    inference(resolution,[],[f33191,f943]) ).

fof(f39258,plain,
    ( ! [X0] :
        ( succ(s391,X0)
        | until2p7(X0) )
    | ~ spl0_2973 ),
    inference(resolution,[],[f33221,f943]) ).

fof(f39260,plain,
    ( ! [X0] :
        ( succ(s393,X0)
        | until2p7(X0) )
    | ~ spl0_3055 ),
    inference(resolution,[],[f36978,f943]) ).

fof(f39262,plain,
    ( until2p7(s391)
    | ~ spl0_2970 ),
    inference(resolution,[],[f39256,f864]) ).

fof(f39263,plain,
    ( xuntil2p8(s391)
    | ~ node4(s391)
    | ~ spl0_2970 ),
    inference(resolution,[],[f39262,f942]) ).

fof(f39264,plain,
    ( ! [X0] :
        ( succ(s394,X0)
        | until2p7(X0) )
    | ~ spl0_3053 ),
    inference(resolution,[],[f36957,f943]) ).

fof(f39266,plain,
    ( ! [X0] :
        ( succ(s395,X0)
        | until2p7(X0) )
    | ~ spl0_2972 ),
    inference(resolution,[],[f33215,f943]) ).

fof(f39268,plain,
    ( until2p7(s392)
    | ~ spl0_2973 ),
    inference(resolution,[],[f39258,f865]) ).

fof(f39269,plain,
    ( xuntil2p8(s392)
    | ~ node4(s392)
    | ~ spl0_2973 ),
    inference(resolution,[],[f39268,f942]) ).

fof(f39270,plain,
    ( xuntil2p8(s392)
    | ~ spl0_2646
    | ~ spl0_2973 ),
    inference(forward_subsumption_resolution,[],[f39269,f20567]) ).

fof(f39271,plain,
    ( ! [X0] :
        ( succ(s392,X0)
        | until2p7(X0) )
    | ~ spl0_2646
    | ~ spl0_2973 ),
    inference(resolution,[],[f39270,f943]) ).

fof(f39273,plain,
    ( until2p7(s393)
    | ~ spl0_2646
    | ~ spl0_2973 ),
    inference(resolution,[],[f39271,f866]) ).

fof(f39274,plain,
    ( xuntil2p8(s393)
    | ~ node4(s393)
    | ~ spl0_2646
    | ~ spl0_2973 ),
    inference(resolution,[],[f39273,f942]) ).

fof(f39275,plain,
    ( until2p7(s394)
    | ~ spl0_3055 ),
    inference(resolution,[],[f39260,f867]) ).

fof(f39276,plain,
    ( xuntil2p8(s394)
    | ~ node4(s394)
    | ~ spl0_3055 ),
    inference(resolution,[],[f39275,f942]) ).

fof(f39277,plain,
    ( until2p7(s395)
    | ~ spl0_3053 ),
    inference(resolution,[],[f39264,f868]) ).

fof(f39278,plain,
    ( xuntil2p8(s395)
    | ~ node4(s395)
    | ~ spl0_3053 ),
    inference(resolution,[],[f39277,f942]) ).

fof(f39279,plain,
    ( ! [X0] :
        ( succ(s398,X0)
        | until2p7(X0) )
    | ~ spl0_2734 ),
    inference(resolution,[],[f30817,f943]) ).

fof(f39281,plain,
    ( until2p7(s396)
    | ~ spl0_2972 ),
    inference(resolution,[],[f39266,f869]) ).

fof(f39282,plain,
    ( xuntil2p8(s396)
    | ~ node4(s396)
    | ~ spl0_2972 ),
    inference(resolution,[],[f39281,f942]) ).

fof(f39283,plain,
    ( xuntil2p8(s396)
    | ~ spl0_2639
    | ~ spl0_2972 ),
    inference(forward_subsumption_resolution,[],[f39282,f20455]) ).

fof(f39284,plain,
    ( ! [X0] :
        ( succ(s396,X0)
        | until2p7(X0) )
    | ~ spl0_2639
    | ~ spl0_2972 ),
    inference(resolution,[],[f39283,f943]) ).

fof(f39286,plain,
    ( until2p7(s397)
    | ~ spl0_2639
    | ~ spl0_2972 ),
    inference(resolution,[],[f39284,f870]) ).

fof(f39287,plain,
    ( xuntil2p8(s397)
    | ~ node4(s397)
    | ~ spl0_2639
    | ~ spl0_2972 ),
    inference(resolution,[],[f39286,f942]) ).

fof(f39288,plain,
    ( xuntil2p8(s397)
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2972 ),
    inference(forward_subsumption_resolution,[],[f39287,f20469]) ).

fof(f39289,plain,
    ( ! [X0] :
        ( succ(s397,X0)
        | until2p7(X0) )
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2972 ),
    inference(resolution,[],[f39288,f943]) ).

fof(f39291,plain,
    ( ! [X0] :
        ( succ(s401,X0)
        | until2p7(X0) )
    | ~ spl0_2971 ),
    inference(resolution,[],[f33208,f943]) ).

fof(f39293,plain,
    ( ! [X0] :
        ( succ(s402,X0)
        | until2p7(X0) )
    | ~ spl0_3054 ),
    inference(resolution,[],[f36971,f943]) ).

fof(f39295,plain,
    ( ! [X0] :
        ( succ(s403,X0)
        | until2p7(X0) )
    | ~ spl0_2983 ),
    inference(resolution,[],[f33367,f943]) ).

fof(f39297,plain,
    ( until2p7(s398)
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2972 ),
    inference(resolution,[],[f39289,f871]) ).

fof(f39298,plain,
    ( xuntil2p8(s398)
    | ~ node4(s398)
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2972 ),
    inference(resolution,[],[f39297,f942]) ).

fof(f39299,plain,
    ( until2p7(s399)
    | ~ spl0_2734 ),
    inference(resolution,[],[f39279,f872]) ).

fof(f39300,plain,
    ( xuntil2p8(s399)
    | ~ node4(s399)
    | ~ spl0_2734 ),
    inference(resolution,[],[f39299,f942]) ).

fof(f39301,plain,
    ( xuntil2p8(s399)
    | ~ spl0_2642
    | ~ spl0_2734 ),
    inference(forward_subsumption_resolution,[],[f39300,f20498]) ).

fof(f39302,plain,
    ( ! [X0] :
        ( succ(s399,X0)
        | until2p7(X0) )
    | ~ spl0_2642
    | ~ spl0_2734 ),
    inference(resolution,[],[f39301,f943]) ).

fof(f39304,plain,
    ( ! [X0] :
        ( succ(s404,X0)
        | until2p7(X0) )
    | ~ spl0_2982 ),
    inference(resolution,[],[f33361,f943]) ).

fof(f39306,plain,
    ( until2p7(s400)
    | ~ spl0_2642
    | ~ spl0_2734 ),
    inference(resolution,[],[f39302,f873]) ).

fof(f39307,plain,
    ( xuntil2p8(s400)
    | ~ node4(s400)
    | ~ spl0_2642
    | ~ spl0_2734 ),
    inference(resolution,[],[f39306,f942]) ).

fof(f39308,plain,
    ( xuntil2p8(s400)
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2734 ),
    inference(forward_subsumption_resolution,[],[f39307,f20512]) ).

fof(f39309,plain,
    ( ! [X0] :
        ( succ(s400,X0)
        | until2p7(X0) )
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2734 ),
    inference(resolution,[],[f39308,f943]) ).

fof(f39311,plain,
    ( until2p7(s401)
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2734 ),
    inference(resolution,[],[f39309,f874]) ).

fof(f39312,plain,
    ( xuntil2p8(s401)
    | ~ node4(s401)
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2734 ),
    inference(resolution,[],[f39311,f942]) ).

fof(f39313,plain,
    ( ! [X0] :
        ( succ(s405,X0)
        | until2p7(X0) )
    | ~ spl0_2981 ),
    inference(resolution,[],[f33355,f943]) ).

fof(f39315,plain,
    ( until2p7(s402)
    | ~ spl0_2971 ),
    inference(resolution,[],[f39291,f875]) ).

fof(f39316,plain,
    ( xuntil2p8(s402)
    | ~ node4(s402)
    | ~ spl0_2971 ),
    inference(resolution,[],[f39315,f942]) ).

fof(f39317,plain,
    ( until2p7(s403)
    | ~ spl0_3054 ),
    inference(resolution,[],[f39293,f876]) ).

fof(f39318,plain,
    ( xuntil2p8(s403)
    | ~ node4(s403)
    | ~ spl0_3054 ),
    inference(resolution,[],[f39317,f942]) ).

fof(f39319,plain,
    ( until2p7(s404)
    | ~ spl0_2983 ),
    inference(resolution,[],[f39295,f877]) ).

fof(f39320,plain,
    ( xuntil2p8(s404)
    | ~ node4(s404)
    | ~ spl0_2983 ),
    inference(resolution,[],[f39319,f942]) ).

fof(f39321,plain,
    ( until2p7(s405)
    | ~ spl0_2982 ),
    inference(resolution,[],[f39304,f878]) ).

fof(f39322,plain,
    ( xuntil2p8(s405)
    | ~ node4(s405)
    | ~ spl0_2982 ),
    inference(resolution,[],[f39321,f942]) ).

fof(f39323,plain,
    ( until2p7(s406)
    | ~ spl0_2981 ),
    inference(resolution,[],[f39313,f879]) ).

fof(f39324,plain,
    ( xuntil2p8(s406)
    | ~ node4(s406)
    | ~ spl0_2981 ),
    inference(resolution,[],[f39323,f942]) ).

fof(f39325,plain,
    ( xuntil2p8(s406)
    | ~ spl0_2659
    | ~ spl0_2981 ),
    inference(forward_subsumption_resolution,[],[f39324,f21266]) ).

fof(f39326,plain,
    ( spl0_3057
    | ~ spl0_2659
    | ~ spl0_2981 ),
    inference(avatar_split_clause,[],[f39325,f33353,f21265,f37006]) ).

fof(f39327,plain,
    ( ! [X0] :
        ( succ(s406,X0)
        | until2p7(X0) )
    | ~ spl0_3057 ),
    inference(resolution,[],[f37008,f943]) ).

fof(f39329,plain,
    ( until2p7(s407)
    | ~ spl0_3057 ),
    inference(resolution,[],[f39327,f880]) ).

fof(f39330,plain,
    ( xuntil2p8(s407)
    | ~ node4(s407)
    | ~ spl0_3057 ),
    inference(resolution,[],[f39329,f942]) ).

fof(f39331,plain,
    ( xuntil2p8(s407)
    | ~ spl0_2660
    | ~ spl0_3057 ),
    inference(forward_subsumption_resolution,[],[f39330,f21281]) ).

fof(f39332,plain,
    ( spl0_2976
    | ~ spl0_2660
    | ~ spl0_3057 ),
    inference(avatar_split_clause,[],[f39331,f37006,f21280,f33308]) ).

fof(f39333,plain,
    ( ! [X0] :
        ( succ(s407,X0)
        | until2p7(X0) )
    | ~ spl0_2976 ),
    inference(resolution,[],[f33310,f943]) ).

fof(f39335,plain,
    ( ! [X0] :
        ( succ(s408,X0)
        | until2p7(X0) )
    | ~ spl0_2711 ),
    inference(resolution,[],[f30141,f943]) ).

fof(f39337,plain,
    ( ! [X0] :
        ( succ(s410,X0)
        | until2p7(X0) )
    | ~ spl0_3056 ),
    inference(resolution,[],[f37001,f943]) ).

fof(f39339,plain,
    ( until2p7(s408)
    | ~ spl0_2976 ),
    inference(resolution,[],[f39333,f881]) ).

fof(f39340,plain,
    ( xuntil2p8(s408)
    | ~ node4(s408)
    | ~ spl0_2976 ),
    inference(resolution,[],[f39339,f942]) ).

fof(f39341,plain,
    ( until2p7(s409)
    | ~ spl0_2711 ),
    inference(resolution,[],[f39335,f882]) ).

fof(f39342,plain,
    ( xuntil2p8(s409)
    | ~ node4(s409)
    | ~ spl0_2711 ),
    inference(resolution,[],[f39341,f942]) ).

fof(f39343,plain,
    ( xuntil2p8(s409)
    | ~ spl0_2662
    | ~ spl0_2711 ),
    inference(forward_subsumption_resolution,[],[f39342,f21314]) ).

fof(f39344,plain,
    ( ! [X0] :
        ( succ(s409,X0)
        | until2p7(X0) )
    | ~ spl0_2662
    | ~ spl0_2711 ),
    inference(resolution,[],[f39343,f943]) ).

fof(f39346,plain,
    ( until2p7(s410)
    | ~ spl0_2662
    | ~ spl0_2711 ),
    inference(resolution,[],[f39344,f883]) ).

fof(f39347,plain,
    ( xuntil2p8(s410)
    | ~ node4(s410)
    | ~ spl0_2662
    | ~ spl0_2711 ),
    inference(resolution,[],[f39346,f942]) ).

fof(f39348,plain,
    ( ! [X0] :
        ( succ(s412,X0)
        | until2p7(X0) )
    | ~ spl0_2740 ),
    inference(resolution,[],[f30972,f943]) ).

fof(f39350,plain,
    ( until2p7(s411)
    | ~ spl0_3056 ),
    inference(resolution,[],[f39337,f884]) ).

fof(f39351,plain,
    ( xuntil2p8(s411)
    | ~ node4(s411)
    | ~ spl0_3056 ),
    inference(resolution,[],[f39350,f942]) ).

fof(f39352,plain,
    ( xuntil2p8(s411)
    | ~ spl0_2664
    | ~ spl0_3056 ),
    inference(forward_subsumption_resolution,[],[f39351,f21341]) ).

fof(f39353,plain,
    ( ! [X0] :
        ( succ(s411,X0)
        | until2p7(X0) )
    | ~ spl0_2664
    | ~ spl0_3056 ),
    inference(resolution,[],[f39352,f943]) ).

fof(f39355,plain,
    ( until2p7(s412)
    | ~ spl0_2664
    | ~ spl0_3056 ),
    inference(resolution,[],[f39353,f885]) ).

fof(f39356,plain,
    ( xuntil2p8(s412)
    | ~ node4(s412)
    | ~ spl0_2664
    | ~ spl0_3056 ),
    inference(resolution,[],[f39355,f942]) ).

fof(f39357,plain,
    ( ! [X0] :
        ( succ(s414,X0)
        | until2p7(X0) )
    | ~ spl0_2980 ),
    inference(resolution,[],[f33349,f943]) ).

fof(f39359,plain,
    ( until2p7(s413)
    | ~ spl0_2740 ),
    inference(resolution,[],[f39348,f886]) ).

fof(f39360,plain,
    ( xuntil2p8(s413)
    | ~ node4(s413)
    | ~ spl0_2740 ),
    inference(resolution,[],[f39359,f942]) ).

fof(f39361,plain,
    ( xuntil2p8(s413)
    | ~ spl0_2666
    | ~ spl0_2740 ),
    inference(forward_subsumption_resolution,[],[f39360,f21370]) ).

fof(f39362,plain,
    ( ! [X0] :
        ( succ(s413,X0)
        | until2p7(X0) )
    | ~ spl0_2666
    | ~ spl0_2740 ),
    inference(resolution,[],[f39361,f943]) ).

fof(f39364,plain,
    ( until2p7(s414)
    | ~ spl0_2666
    | ~ spl0_2740 ),
    inference(resolution,[],[f39362,f887]) ).

fof(f39365,plain,
    ( xuntil2p8(s414)
    | ~ node4(s414)
    | ~ spl0_2666
    | ~ spl0_2740 ),
    inference(resolution,[],[f39364,f942]) ).

fof(f39366,plain,
    ( until2p7(s415)
    | ~ spl0_2980 ),
    inference(resolution,[],[f39357,f888]) ).

fof(f39367,plain,
    ( xuntil2p8(s415)
    | ~ node4(s415)
    | ~ spl0_2980 ),
    inference(resolution,[],[f39366,f942]) ).

fof(f39368,plain,
    ( xuntil2p8(s415)
    | ~ spl0_2675
    | ~ spl0_2980 ),
    inference(forward_subsumption_resolution,[],[f39367,f21522]) ).

fof(f39369,plain,
    ( spl0_2979
    | ~ spl0_2675
    | ~ spl0_2980 ),
    inference(avatar_split_clause,[],[f39368,f33347,f21521,f33341]) ).

fof(f39370,plain,
    ( ! [X0] :
        ( succ(s415,X0)
        | until2p7(X0) )
    | ~ spl0_2979 ),
    inference(resolution,[],[f33343,f943]) ).

fof(f39372,plain,
    ( until2p7(s416)
    | ~ spl0_2979 ),
    inference(resolution,[],[f39370,f889]) ).

fof(f39373,plain,
    ( xuntil2p8(s416)
    | ~ node4(s416)
    | ~ spl0_2979 ),
    inference(resolution,[],[f39372,f942]) ).

fof(f39374,plain,
    ( xuntil2p8(s416)
    | ~ spl0_2667
    | ~ spl0_2979 ),
    inference(forward_subsumption_resolution,[],[f39373,f21396]) ).

fof(f39375,plain,
    ( spl0_2992
    | ~ spl0_2667
    | ~ spl0_2979 ),
    inference(avatar_split_clause,[],[f39374,f33341,f21395,f34004]) ).

fof(f39376,plain,
    ( ! [X0] :
        ( succ(s416,X0)
        | until2p7(X0) )
    | ~ spl0_2992 ),
    inference(resolution,[],[f34006,f943]) ).

fof(f39378,plain,
    ( until2p7(s417)
    | ~ spl0_2992 ),
    inference(resolution,[],[f39376,f890]) ).

fof(f39379,plain,
    ( xuntil2p8(s417)
    | ~ node4(s417)
    | ~ spl0_2992 ),
    inference(resolution,[],[f39378,f942]) ).

fof(f39380,plain,
    ( xuntil2p8(s417)
    | ~ spl0_2668
    | ~ spl0_2992 ),
    inference(forward_subsumption_resolution,[],[f39379,f21411]) ).

fof(f39381,plain,
    ( ! [X0] :
        ( succ(s417,X0)
        | until2p7(X0) )
    | ~ spl0_2668
    | ~ spl0_2992 ),
    inference(resolution,[],[f39380,f943]) ).

fof(f39383,plain,
    ( ! [X0] :
        ( succ(s419,X0)
        | until2p7(X0) )
    | ~ spl0_2741 ),
    inference(resolution,[],[f30985,f943]) ).

fof(f39385,plain,
    ( until2p7(s418)
    | ~ spl0_2668
    | ~ spl0_2992 ),
    inference(resolution,[],[f39381,f891]) ).

fof(f39386,plain,
    ( xuntil2p8(s418)
    | ~ node4(s418)
    | ~ spl0_2668
    | ~ spl0_2992 ),
    inference(resolution,[],[f39385,f942]) ).

fof(f39387,plain,
    ( xuntil2p8(s418)
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2992 ),
    inference(forward_subsumption_resolution,[],[f39386,f21436]) ).

fof(f39388,plain,
    ( ! [X0] :
        ( succ(s418,X0)
        | until2p7(X0) )
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2992 ),
    inference(resolution,[],[f39387,f943]) ).

fof(f39390,plain,
    ( ! [X0] :
        ( succ(s420,X0)
        | until2p7(X0) )
    | ~ spl0_2978 ),
    inference(resolution,[],[f33337,f943]) ).

fof(f39392,plain,
    ( until2p7(s419)
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2992 ),
    inference(resolution,[],[f39388,f892]) ).

fof(f39393,plain,
    ( xuntil2p8(s419)
    | ~ node4(s419)
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2992 ),
    inference(resolution,[],[f39392,f942]) ).

fof(f39394,plain,
    ( until2p7(s420)
    | ~ spl0_2741 ),
    inference(resolution,[],[f39383,f893]) ).

fof(f39395,plain,
    ( xuntil2p8(s420)
    | ~ node4(s420)
    | ~ spl0_2741 ),
    inference(resolution,[],[f39394,f942]) ).

fof(f39396,plain,
    ( ! [X0] :
        ( succ(s421,X0)
        | until2p7(X0) )
    | ~ spl0_2977 ),
    inference(resolution,[],[f33330,f943]) ).

fof(f39398,plain,
    ( until2p7(s421)
    | ~ spl0_2978 ),
    inference(resolution,[],[f39390,f894]) ).

fof(f39399,plain,
    ( xuntil2p8(s421)
    | ~ node4(s421)
    | ~ spl0_2978 ),
    inference(resolution,[],[f39398,f942]) ).

fof(f39400,plain,
    ( ! [X0] :
        ( succ(s422,X0)
        | until2p7(X0) )
    | ~ spl0_2738 ),
    inference(resolution,[],[f30934,f943]) ).

fof(f39402,plain,
    ( until2p7(s422)
    | ~ spl0_2977 ),
    inference(resolution,[],[f39396,f895]) ).

fof(f39403,plain,
    ( xuntil2p8(s422)
    | ~ node4(s422)
    | ~ spl0_2977 ),
    inference(resolution,[],[f39402,f942]) ).

fof(f39404,plain,
    ( until2p7(s423)
    | ~ spl0_2738 ),
    inference(resolution,[],[f39400,f896]) ).

fof(f39405,plain,
    ( xuntil2p8(s423)
    | ~ node4(s423)
    | ~ spl0_2738 ),
    inference(resolution,[],[f39404,f942]) ).

fof(f39406,plain,
    ( xuntil2p8(s423)
    | ~ spl0_2672
    | ~ spl0_2738 ),
    inference(forward_subsumption_resolution,[],[f39405,f21489]) ).

fof(f39407,plain,
    ( spl0_2742
    | ~ spl0_2672
    | ~ spl0_2738 ),
    inference(avatar_split_clause,[],[f39406,f30932,f21488,f30994]) ).

fof(f39408,plain,
    ( ! [X0] :
        ( succ(s423,X0)
        | until2p7(X0) )
    | ~ spl0_2742 ),
    inference(resolution,[],[f30996,f943]) ).

fof(f39410,plain,
    ( until2p7(s424)
    | ~ spl0_2742 ),
    inference(resolution,[],[f39408,f897]) ).

fof(f39411,plain,
    ( xuntil2p8(s424)
    | ~ node4(s424)
    | ~ spl0_2742 ),
    inference(resolution,[],[f39410,f942]) ).

fof(f39412,plain,
    ( xuntil2p8(s424)
    | ~ spl0_2682
    | ~ spl0_2742 ),
    inference(forward_subsumption_resolution,[],[f39411,f21719]) ).

fof(f39413,plain,
    ( spl0_2986
    | ~ spl0_2682
    | ~ spl0_2742 ),
    inference(avatar_split_clause,[],[f39412,f30994,f21718,f33412]) ).

fof(f39414,plain,
    ( ! [X0] :
        ( succ(s424,X0)
        | until2p7(X0) )
    | ~ spl0_2986 ),
    inference(resolution,[],[f33414,f943]) ).

fof(f39416,plain,
    ( until2p7(s425)
    | ~ spl0_2986 ),
    inference(resolution,[],[f39414,f898]) ).

fof(f39417,plain,
    ( xuntil2p8(s425)
    | ~ node4(s425)
    | ~ spl0_2986 ),
    inference(resolution,[],[f39416,f942]) ).

fof(f39418,plain,
    ( xuntil2p8(s425)
    | ~ spl0_2681
    | ~ spl0_2986 ),
    inference(forward_subsumption_resolution,[],[f39417,f21708]) ).

fof(f39419,plain,
    ( spl0_2985
    | ~ spl0_2681
    | ~ spl0_2986 ),
    inference(avatar_split_clause,[],[f39418,f33412,f21707,f33406]) ).

fof(f39420,plain,
    ( ! [X0] :
        ( succ(s425,X0)
        | until2p7(X0) )
    | ~ spl0_2985 ),
    inference(resolution,[],[f33408,f943]) ).

fof(f39422,plain,
    ( until2p7(s426)
    | ~ spl0_2985 ),
    inference(resolution,[],[f39420,f899]) ).

fof(f39423,plain,
    ( xuntil2p8(s426)
    | ~ node4(s426)
    | ~ spl0_2985 ),
    inference(resolution,[],[f39422,f942]) ).

fof(f39424,plain,
    ( xuntil2p8(s426)
    | ~ spl0_2680
    | ~ spl0_2985 ),
    inference(forward_subsumption_resolution,[],[f39423,f21695]) ).

fof(f39425,plain,
    ( spl0_2984
    | ~ spl0_2680
    | ~ spl0_2985 ),
    inference(avatar_split_clause,[],[f39424,f33406,f21694,f33399]) ).

fof(f39426,plain,
    ( ! [X0] :
        ( succ(s426,X0)
        | until2p7(X0) )
    | ~ spl0_2984 ),
    inference(resolution,[],[f33401,f943]) ).

fof(f39428,plain,
    ( until2p7(s427)
    | ~ spl0_2984 ),
    inference(resolution,[],[f39426,f900]) ).

fof(f39429,plain,
    ( xuntil2p8(s427)
    | ~ node4(s427)
    | ~ spl0_2984 ),
    inference(resolution,[],[f39428,f942]) ).

fof(f39430,plain,
    ( xuntil2p8(s427)
    | ~ spl0_2683
    | ~ spl0_2984 ),
    inference(forward_subsumption_resolution,[],[f39429,f21732]) ).

fof(f39431,plain,
    ( spl0_3048
    | ~ spl0_2683
    | ~ spl0_2984 ),
    inference(avatar_split_clause,[],[f39430,f33399,f21731,f36899]) ).

fof(f39432,plain,
    ( ! [X0] :
        ( succ(s427,X0)
        | until2p7(X0) )
    | ~ spl0_3048 ),
    inference(resolution,[],[f36901,f943]) ).

fof(f39434,plain,
    ( until2p7(s428)
    | ~ spl0_3048 ),
    inference(resolution,[],[f39432,f901]) ).

fof(f39435,plain,
    ( xuntil2p8(s428)
    | ~ node4(s428)
    | ~ spl0_3048 ),
    inference(resolution,[],[f39434,f942]) ).

fof(f39436,plain,
    ( xuntil2p8(s428)
    | ~ spl0_2684
    | ~ spl0_3048 ),
    inference(forward_subsumption_resolution,[],[f39435,f21752]) ).

fof(f39437,plain,
    ( spl0_2737
    | ~ spl0_2684
    | ~ spl0_3048 ),
    inference(avatar_split_clause,[],[f39436,f36899,f21751,f30925]) ).

fof(f39438,plain,
    ( ! [X0] :
        ( succ(s428,X0)
        | until2p7(X0) )
    | ~ spl0_2737 ),
    inference(resolution,[],[f30927,f943]) ).

fof(f39440,plain,
    ( until2p7(s429)
    | ~ spl0_2737 ),
    inference(resolution,[],[f39438,f902]) ).

fof(f39441,plain,
    ( xuntil2p8(s429)
    | ~ node4(s429)
    | ~ spl0_2737 ),
    inference(resolution,[],[f39440,f942]) ).

fof(f39442,plain,
    ( xuntil2p8(s429)
    | ~ spl0_2685
    | ~ spl0_2737 ),
    inference(forward_subsumption_resolution,[],[f39441,f21766]) ).

fof(f39443,plain,
    ( ! [X0] :
        ( succ(s429,X0)
        | until2p7(X0) )
    | ~ spl0_2685
    | ~ spl0_2737 ),
    inference(resolution,[],[f39442,f943]) ).

fof(f39445,plain,
    ( until2p7(s430)
    | ~ spl0_2685
    | ~ spl0_2737 ),
    inference(resolution,[],[f39443,f903]) ).

fof(f39446,plain,
    ( xuntil2p8(s430)
    | ~ node4(s430)
    | ~ spl0_2685
    | ~ spl0_2737 ),
    inference(resolution,[],[f39445,f942]) ).

fof(f39447,plain,
    ( xuntil2p8(s430)
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2737 ),
    inference(forward_subsumption_resolution,[],[f39446,f21781]) ).

fof(f39448,plain,
    ( spl0_2744
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2737 ),
    inference(avatar_split_clause,[],[f39447,f30925,f21780,f21765,f31024]) ).

fof(f39449,plain,
    ( ! [X0] :
        ( succ(s430,X0)
        | until2p7(X0) )
    | ~ spl0_2744 ),
    inference(resolution,[],[f31026,f943]) ).

fof(f39451,plain,
    ( until2p7(s431)
    | ~ spl0_2744 ),
    inference(resolution,[],[f39449,f904]) ).

fof(f39452,plain,
    ( xuntil2p8(s431)
    | ~ node4(s431)
    | ~ spl0_2744 ),
    inference(resolution,[],[f39451,f942]) ).

fof(f39453,plain,
    ( xuntil2p8(s431)
    | ~ spl0_2687
    | ~ spl0_2744 ),
    inference(forward_subsumption_resolution,[],[f39452,f21795]) ).

fof(f39454,plain,
    ( spl0_2735
    | ~ spl0_2687
    | ~ spl0_2744 ),
    inference(avatar_split_clause,[],[f39453,f31024,f21794,f30855]) ).

fof(f39455,plain,
    ( ! [X0] :
        ( succ(s431,X0)
        | until2p7(X0) )
    | ~ spl0_2735 ),
    inference(resolution,[],[f30857,f943]) ).

fof(f39457,plain,
    ( until2p7(s432)
    | ~ spl0_2735 ),
    inference(resolution,[],[f39455,f905]) ).

fof(f39458,plain,
    ( xuntil2p8(s432)
    | ~ node4(s432)
    | ~ spl0_2735 ),
    inference(resolution,[],[f39457,f942]) ).

fof(f39459,plain,
    ( xuntil2p8(s432)
    | ~ spl0_2688
    | ~ spl0_2735 ),
    inference(forward_subsumption_resolution,[],[f39458,f21809]) ).

fof(f39460,plain,
    ( spl0_2747
    | ~ spl0_2688
    | ~ spl0_2735 ),
    inference(avatar_split_clause,[],[f39459,f30855,f21808,f31054]) ).

fof(f39461,plain,
    ( ! [X0] :
        ( succ(s432,X0)
        | until2p7(X0) )
    | ~ spl0_2747 ),
    inference(resolution,[],[f31056,f943]) ).

fof(f39463,plain,
    ( until2p7(s433)
    | ~ spl0_2747 ),
    inference(resolution,[],[f39461,f906]) ).

fof(f39464,plain,
    ( xuntil2p8(s433)
    | ~ node4(s433)
    | ~ spl0_2747 ),
    inference(resolution,[],[f39463,f942]) ).

fof(f39465,plain,
    ( xuntil2p8(s433)
    | ~ spl0_2689
    | ~ spl0_2747 ),
    inference(forward_subsumption_resolution,[],[f39464,f21823]) ).

fof(f39466,plain,
    ( ! [X0] :
        ( succ(s433,X0)
        | until2p7(X0) )
    | ~ spl0_2689
    | ~ spl0_2747 ),
    inference(resolution,[],[f39465,f943]) ).

fof(f39468,plain,
    ( until2p7(s434)
    | ~ spl0_2689
    | ~ spl0_2747 ),
    inference(resolution,[],[f39466,f907]) ).

fof(f39469,plain,
    ( xuntil2p8(s434)
    | ~ node4(s434)
    | ~ spl0_2689
    | ~ spl0_2747 ),
    inference(resolution,[],[f39468,f942]) ).

fof(f39470,plain,
    ( xuntil2p8(s434)
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2747 ),
    inference(forward_subsumption_resolution,[],[f39469,f21850]) ).

fof(f39471,plain,
    ( spl0_2987
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2747 ),
    inference(avatar_split_clause,[],[f39470,f31054,f21849,f21822,f33429]) ).

fof(f39472,plain,
    ( ! [X0] :
        ( succ(s434,X0)
        | until2p7(X0) )
    | ~ spl0_2987 ),
    inference(resolution,[],[f33431,f943]) ).

fof(f39474,plain,
    ( until2p7(s435)
    | ~ spl0_2987 ),
    inference(resolution,[],[f39472,f908]) ).

fof(f39475,plain,
    ( xuntil2p8(s435)
    | ~ node4(s435)
    | ~ spl0_2987 ),
    inference(resolution,[],[f39474,f942]) ).

fof(f39476,plain,
    ( xuntil2p8(s435)
    | ~ spl0_2693
    | ~ spl0_2987 ),
    inference(forward_subsumption_resolution,[],[f39475,f21893]) ).

fof(f39477,plain,
    ( ! [X0] :
        ( succ(s435,X0)
        | until2p7(X0) )
    | ~ spl0_2693
    | ~ spl0_2987 ),
    inference(resolution,[],[f39476,f943]) ).

fof(f39479,plain,
    ( until2p7(s436)
    | ~ spl0_2693
    | ~ spl0_2987 ),
    inference(resolution,[],[f39477,f909]) ).

fof(f39480,plain,
    ( xuntil2p8(s436)
    | ~ node4(s436)
    | ~ spl0_2693
    | ~ spl0_2987 ),
    inference(resolution,[],[f39479,f942]) ).

fof(f39481,plain,
    ( xuntil2p8(s436)
    | ~ spl0_2691
    | ~ spl0_2693
    | ~ spl0_2987 ),
    inference(forward_subsumption_resolution,[],[f39480,f21861]) ).

fof(f39482,plain,
    ( spl0_2745
    | ~ spl0_2691
    | ~ spl0_2693
    | ~ spl0_2987 ),
    inference(avatar_split_clause,[],[f39481,f33429,f21892,f21860,f31035]) ).

fof(f39483,plain,
    ( ! [X0] :
        ( succ(s436,X0)
        | until2p7(X0) )
    | ~ spl0_2745 ),
    inference(resolution,[],[f31037,f943]) ).

fof(f39485,plain,
    ( until2p7(s437)
    | ~ spl0_2745 ),
    inference(resolution,[],[f39483,f910]) ).

fof(f39486,plain,
    ( xuntil2p8(s437)
    | ~ node4(s437)
    | ~ spl0_2745 ),
    inference(resolution,[],[f39485,f942]) ).

fof(f39487,plain,
    ( xuntil2p8(s437)
    | ~ spl0_2692
    | ~ spl0_2745 ),
    inference(forward_subsumption_resolution,[],[f39486,f21881]) ).

fof(f39488,plain,
    ( ! [X0] :
        ( succ(s437,X0)
        | until2p7(X0) )
    | ~ spl0_2692
    | ~ spl0_2745 ),
    inference(resolution,[],[f39487,f943]) ).

fof(f39490,plain,
    ( until2p7(s438)
    | ~ spl0_2692
    | ~ spl0_2745 ),
    inference(resolution,[],[f39488,f911]) ).

fof(f39491,plain,
    ( xuntil2p8(s438)
    | ~ node4(s438)
    | ~ spl0_2692
    | ~ spl0_2745 ),
    inference(resolution,[],[f39490,f942]) ).

fof(f39492,plain,
    ( xuntil2p8(s438)
    | ~ spl0_2692
    | ~ spl0_2694
    | ~ spl0_2745 ),
    inference(forward_subsumption_resolution,[],[f39491,f21924]) ).

fof(f39493,plain,
    ( spl0_2743
    | ~ spl0_2692
    | ~ spl0_2694
    | ~ spl0_2745 ),
    inference(avatar_split_clause,[],[f39492,f31035,f21923,f21880,f31017]) ).

fof(f39494,plain,
    ( ! [X0] :
        ( succ(s438,X0)
        | until2p7(X0) )
    | ~ spl0_2743 ),
    inference(resolution,[],[f31019,f943]) ).

fof(f39496,plain,
    ( until2p7(s439)
    | ~ spl0_2743 ),
    inference(resolution,[],[f39494,f912]) ).

fof(f39497,plain,
    ( xuntil2p8(s439)
    | ~ node4(s439)
    | ~ spl0_2743 ),
    inference(resolution,[],[f39496,f942]) ).

fof(f39498,plain,
    ( xuntil2p8(s439)
    | ~ spl0_2695
    | ~ spl0_2743 ),
    inference(forward_subsumption_resolution,[],[f39497,f21939]) ).

fof(f39499,plain,
    ( spl0_2748
    | ~ spl0_2695
    | ~ spl0_2743 ),
    inference(avatar_split_clause,[],[f39498,f31017,f21938,f31066]) ).

fof(f39500,plain,
    ( ! [X0] :
        ( succ(s439,X0)
        | until2p7(X0) )
    | ~ spl0_2748 ),
    inference(resolution,[],[f31068,f943]) ).

fof(f39502,plain,
    ( until2p7(s440)
    | ~ spl0_2748 ),
    inference(resolution,[],[f39500,f913]) ).

fof(f39503,plain,
    ( xuntil2p8(s440)
    | ~ node4(s440)
    | ~ spl0_2748 ),
    inference(resolution,[],[f39502,f942]) ).

fof(f39504,plain,
    ( xuntil2p8(s440)
    | ~ spl0_2697
    | ~ spl0_2748 ),
    inference(forward_subsumption_resolution,[],[f39503,f21973]) ).

fof(f39505,plain,
    ( ! [X0] :
        ( succ(s440,X0)
        | until2p7(X0) )
    | ~ spl0_2697
    | ~ spl0_2748 ),
    inference(resolution,[],[f39504,f943]) ).

fof(f39507,plain,
    ( until2p7(s441)
    | ~ spl0_2697
    | ~ spl0_2748 ),
    inference(resolution,[],[f39505,f914]) ).

fof(f39508,plain,
    ( xuntil2p8(s441)
    | ~ node4(s441)
    | ~ spl0_2697
    | ~ spl0_2748 ),
    inference(resolution,[],[f39507,f942]) ).

fof(f39509,plain,
    ( xuntil2p8(s441)
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2748 ),
    inference(forward_subsumption_resolution,[],[f39508,f21959]) ).

fof(f39510,plain,
    ( spl0_2746
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2748 ),
    inference(avatar_split_clause,[],[f39509,f31066,f21972,f21958,f31047]) ).

fof(f39511,plain,
    ( ! [X0] :
        ( succ(s441,X0)
        | until2p7(X0) )
    | ~ spl0_2746 ),
    inference(resolution,[],[f31049,f943]) ).

fof(f39513,plain,
    ( ! [X0] :
        ( succ(s443,X0)
        | until2p7(X0) )
    | ~ spl0_2749 ),
    inference(resolution,[],[f31079,f943]) ).

fof(f39515,plain,
    ( until2p7(s442)
    | ~ spl0_2746 ),
    inference(resolution,[],[f39511,f915]) ).

fof(f39516,plain,
    ( xuntil2p8(s442)
    | ~ node4(s442)
    | ~ spl0_2746 ),
    inference(resolution,[],[f39515,f942]) ).

fof(f39517,plain,
    ( xuntil2p8(s442)
    | ~ spl0_2698
    | ~ spl0_2746 ),
    inference(forward_subsumption_resolution,[],[f39516,f21986]) ).

fof(f39518,plain,
    ( spl0_3058
    | ~ spl0_2698
    | ~ spl0_2746 ),
    inference(avatar_split_clause,[],[f39517,f31047,f21985,f37050]) ).

fof(f39519,plain,
    ( ! [X0] :
        ( succ(s442,X0)
        | until2p7(X0) )
    | ~ spl0_3058 ),
    inference(resolution,[],[f37052,f943]) ).

fof(f39521,plain,
    ( until2p7(s443)
    | ~ spl0_3058 ),
    inference(resolution,[],[f39519,f916]) ).

fof(f39522,plain,
    ( xuntil2p8(s443)
    | ~ node4(s443)
    | ~ spl0_3058 ),
    inference(resolution,[],[f39521,f942]) ).

fof(f39523,plain,
    ( until2p7(s444)
    | ~ spl0_2749 ),
    inference(resolution,[],[f39513,f917]) ).

fof(f39524,plain,
    ( xuntil2p8(s444)
    | ~ node4(s444)
    | ~ spl0_2749 ),
    inference(resolution,[],[f39523,f942]) ).

fof(f39525,plain,
    ( xuntil2p8(s444)
    | ~ spl0_2700
    | ~ spl0_2749 ),
    inference(forward_subsumption_resolution,[],[f39524,f22027]) ).

fof(f39526,plain,
    ( ! [X0] :
        ( succ(s444,X0)
        | until2p7(X0) )
    | ~ spl0_2700
    | ~ spl0_2749 ),
    inference(resolution,[],[f39525,f943]) ).

fof(f39528,plain,
    ( ! [X0] :
        ( succ(s445,X0)
        | until2p7(X0) )
    | ~ spl0_2988 ),
    inference(resolution,[],[f33450,f943]) ).

fof(f39530,plain,
    ( until2p7(s445)
    | ~ spl0_2700
    | ~ spl0_2749 ),
    inference(resolution,[],[f39526,f918]) ).

fof(f39531,plain,
    ( xuntil2p8(s445)
    | ~ node4(s445)
    | ~ spl0_2700
    | ~ spl0_2749 ),
    inference(resolution,[],[f39530,f942]) ).

fof(f39532,plain,
    ( until2p7(s446)
    | ~ spl0_2988 ),
    inference(resolution,[],[f39528,f919]) ).

fof(f39533,plain,
    ( xuntil2p8(s446)
    | ~ node4(s446)
    | ~ spl0_2988 ),
    inference(resolution,[],[f39532,f942]) ).

fof(f39534,plain,
    ( xuntil2p8(s446)
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(forward_subsumption_resolution,[],[f39533,f22221]) ).

fof(f39535,plain,
    ( ! [X0] :
        ( succ(s446,X0)
        | until2p7(X0) )
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39534,f943]) ).

fof(f39537,plain,
    ( until2p7(s447)
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39535,f920]) ).

fof(f39538,plain,
    ( xuntil2p8(s447)
    | ~ node4(s447)
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39537,f942]) ).

fof(f39539,plain,
    ( xuntil2p8(s447)
    | ~ spl0_2706
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(forward_subsumption_resolution,[],[f39538,f22189]) ).

fof(f39540,plain,
    ( ! [X0] :
        ( succ(s447,X0)
        | until2p7(X0) )
    | ~ spl0_2706
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39539,f943]) ).

fof(f39542,plain,
    ( until2p7(s448)
    | ~ spl0_2706
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39540,f921]) ).

fof(f39543,plain,
    ( xuntil2p8(s448)
    | ~ node4(s448)
    | ~ spl0_2706
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39542,f942]) ).

fof(f39544,plain,
    ( xuntil2p8(s448)
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(forward_subsumption_resolution,[],[f39543,f22199]) ).

fof(f39545,plain,
    ( ! [X0] :
        ( succ(s448,X0)
        | until2p7(X0) )
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39544,f943]) ).

fof(f39547,plain,
    ( until2p7(s449)
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39545,f922]) ).

fof(f39548,plain,
    ( xuntil2p8(s449)
    | ~ node4(s449)
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2988 ),
    inference(resolution,[],[f39547,f942]) ).

fof(f39549,plain,
    ( xuntil2p8(s449)
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709
    | ~ spl0_2988 ),
    inference(forward_subsumption_resolution,[],[f39548,f22247]) ).

fof(f39551,plain,
    ( ~ last(s449)
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709
    | ~ spl0_2988 ),
    inference(resolution,[],[f39549,f472]) ).

fof(f39552,plain,
    ( $false
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709
    | ~ spl0_2988 ),
    inference(forward_subsumption_resolution,[],[f39551,f450]) ).

fof(f39553,plain,
    ( ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709
    | ~ spl0_2988 ),
    inference(avatar_contradiction_clause,[],[f39552]) ).

fof(f39554,plain,
    ( xuntil2p8(s445)
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2749 ),
    inference(forward_subsumption_resolution,[],[f39531,f22039]) ).

fof(f39555,plain,
    ( spl0_2988
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2749 ),
    inference(avatar_split_clause,[],[f39554,f31077,f22038,f22026,f33448]) ).

fof(f39556,plain,
    ( xuntil2p8(s443)
    | ~ spl0_2699
    | ~ spl0_3058 ),
    inference(forward_subsumption_resolution,[],[f39522,f22007]) ).

fof(f39557,plain,
    ( spl0_2749
    | ~ spl0_2699
    | ~ spl0_3058 ),
    inference(avatar_split_clause,[],[f39556,f37050,f22006,f31077]) ).

fof(f39558,plain,
    ( xuntil2p8(s422)
    | ~ spl0_2671
    | ~ spl0_2977 ),
    inference(forward_subsumption_resolution,[],[f39403,f21475]) ).

fof(f39559,plain,
    ( spl0_2738
    | ~ spl0_2671
    | ~ spl0_2977 ),
    inference(avatar_split_clause,[],[f39558,f33328,f21474,f30932]) ).

fof(f39560,plain,
    ( xuntil2p8(s421)
    | ~ spl0_2673
    | ~ spl0_2978 ),
    inference(forward_subsumption_resolution,[],[f39399,f21499]) ).

fof(f39561,plain,
    ( spl0_2977
    | ~ spl0_2673
    | ~ spl0_2978 ),
    inference(avatar_split_clause,[],[f39560,f33335,f21498,f33328]) ).

fof(f39562,plain,
    ( xuntil2p8(s420)
    | ~ spl0_2674
    | ~ spl0_2741 ),
    inference(forward_subsumption_resolution,[],[f39395,f21510]) ).

fof(f39563,plain,
    ( spl0_2978
    | ~ spl0_2674
    | ~ spl0_2741 ),
    inference(avatar_split_clause,[],[f39562,f30983,f21509,f33335]) ).

fof(f39564,plain,
    ( xuntil2p8(s419)
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2992 ),
    inference(forward_subsumption_resolution,[],[f39393,f21447]) ).

fof(f39565,plain,
    ( spl0_2741
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2992 ),
    inference(avatar_split_clause,[],[f39564,f34004,f21446,f21435,f21410,f30983]) ).

fof(f39566,plain,
    ( xuntil2p8(s414)
    | ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2740 ),
    inference(forward_subsumption_resolution,[],[f39365,f21541]) ).

fof(f39567,plain,
    ( spl0_2980
    | ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2740 ),
    inference(avatar_split_clause,[],[f39566,f30970,f21540,f21369,f33347]) ).

fof(f39568,plain,
    ( xuntil2p8(s412)
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_3056 ),
    inference(forward_subsumption_resolution,[],[f39356,f21356]) ).

fof(f39569,plain,
    ( spl0_2740
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_3056 ),
    inference(avatar_split_clause,[],[f39568,f36999,f21355,f21340,f30970]) ).

fof(f39570,plain,
    ( xuntil2p8(s410)
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2711 ),
    inference(forward_subsumption_resolution,[],[f39347,f21328]) ).

fof(f39571,plain,
    ( spl0_3056
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2711 ),
    inference(avatar_split_clause,[],[f39570,f30139,f21327,f21313,f36999]) ).

fof(f39572,plain,
    ( xuntil2p8(s408)
    | ~ spl0_2661
    | ~ spl0_2976 ),
    inference(forward_subsumption_resolution,[],[f39340,f21299]) ).

fof(f39573,plain,
    ( spl0_2711
    | ~ spl0_2661
    | ~ spl0_2976 ),
    inference(avatar_split_clause,[],[f39572,f33308,f21298,f30139]) ).

fof(f39574,plain,
    ( xuntil2p8(s405)
    | ~ spl0_2677
    | ~ spl0_2982 ),
    inference(forward_subsumption_resolution,[],[f39322,f21553]) ).

fof(f39575,plain,
    ( spl0_2981
    | ~ spl0_2677
    | ~ spl0_2982 ),
    inference(avatar_split_clause,[],[f39574,f33359,f21552,f33353]) ).

fof(f39576,plain,
    ( xuntil2p8(s404)
    | ~ spl0_2678
    | ~ spl0_2983 ),
    inference(forward_subsumption_resolution,[],[f39320,f21576]) ).

fof(f39577,plain,
    ( spl0_2982
    | ~ spl0_2678
    | ~ spl0_2983 ),
    inference(avatar_split_clause,[],[f39576,f33365,f21575,f33359]) ).

fof(f39578,plain,
    ( xuntil2p8(s403)
    | ~ spl0_2679
    | ~ spl0_3054 ),
    inference(forward_subsumption_resolution,[],[f39318,f21587]) ).

fof(f39579,plain,
    ( spl0_2983
    | ~ spl0_2679
    | ~ spl0_3054 ),
    inference(avatar_split_clause,[],[f39578,f36969,f21586,f33365]) ).

fof(f39580,plain,
    ( xuntil2p8(s402)
    | ~ spl0_2657
    | ~ spl0_2971 ),
    inference(forward_subsumption_resolution,[],[f39316,f21114]) ).

fof(f39581,plain,
    ( spl0_3054
    | ~ spl0_2657
    | ~ spl0_2971 ),
    inference(avatar_split_clause,[],[f39580,f33206,f21113,f36969]) ).

fof(f39582,plain,
    ( xuntil2p8(s401)
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2734 ),
    inference(forward_subsumption_resolution,[],[f39312,f20532]) ).

fof(f39583,plain,
    ( spl0_2971
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2734 ),
    inference(avatar_split_clause,[],[f39582,f30815,f20531,f20511,f20497,f33206]) ).

fof(f39584,plain,
    ( xuntil2p8(s398)
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2972 ),
    inference(forward_subsumption_resolution,[],[f39298,f20484]) ).

fof(f39585,plain,
    ( spl0_2734
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2972 ),
    inference(avatar_split_clause,[],[f39584,f33213,f20483,f20468,f20454,f30815]) ).

fof(f39586,plain,
    ( xuntil2p8(s395)
    | ~ spl0_2645
    | ~ spl0_3053 ),
    inference(forward_subsumption_resolution,[],[f39278,f20548]) ).

fof(f39587,plain,
    ( spl0_2972
    | ~ spl0_2645
    | ~ spl0_3053 ),
    inference(avatar_split_clause,[],[f39586,f36955,f20547,f33213]) ).

fof(f39588,plain,
    ( xuntil2p8(s394)
    | ~ spl0_2638
    | ~ spl0_3055 ),
    inference(forward_subsumption_resolution,[],[f39276,f20436]) ).

fof(f39589,plain,
    ( spl0_3053
    | ~ spl0_2638
    | ~ spl0_3055 ),
    inference(avatar_split_clause,[],[f39588,f36976,f20435,f36955]) ).

fof(f39590,plain,
    ( xuntil2p8(s393)
    | ~ spl0_2646
    | ~ spl0_2656
    | ~ spl0_2973 ),
    inference(forward_subsumption_resolution,[],[f39274,f21100]) ).

fof(f39591,plain,
    ( spl0_3055
    | ~ spl0_2646
    | ~ spl0_2656
    | ~ spl0_2973 ),
    inference(avatar_split_clause,[],[f39590,f33219,f21099,f20566,f36976]) ).

fof(f39592,plain,
    ( xuntil2p8(s391)
    | ~ spl0_2647
    | ~ spl0_2970 ),
    inference(forward_subsumption_resolution,[],[f39263,f20590]) ).

fof(f39593,plain,
    ( spl0_2973
    | ~ spl0_2647
    | ~ spl0_2970 ),
    inference(avatar_split_clause,[],[f39592,f33189,f20589,f33219]) ).

fof(f39594,plain,
    ( xuntil2p8(s387)
    | ~ spl0_2634
    | ~ spl0_2969 ),
    inference(forward_subsumption_resolution,[],[f39240,f20345]) ).

fof(f39595,plain,
    ( spl0_3051
    | ~ spl0_2634
    | ~ spl0_2969 ),
    inference(avatar_split_clause,[],[f39594,f33179,f20344,f36936]) ).

fof(f39596,plain,
    ( xuntil2p8(s385)
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_3050 ),
    inference(forward_subsumption_resolution,[],[f39230,f20290]) ).

fof(f39597,plain,
    ( spl0_2739
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_3050 ),
    inference(avatar_split_clause,[],[f39596,f36925,f20305,f20289,f20268,f19993,f30938]) ).

fof(f39598,plain,
    ( xuntil2p8(s381)
    | ~ spl0_2628
    | ~ spl0_2964 ),
    inference(forward_subsumption_resolution,[],[f39211,f20175]) ).

fof(f39599,plain,
    ( spl0_3050
    | ~ spl0_2628
    | ~ spl0_2964 ),
    inference(avatar_split_clause,[],[f39598,f33112,f20174,f36925]) ).

fof(f39600,plain,
    ( xuntil2p8(s377)
    | ~ spl0_2617
    | ~ spl0_2995 ),
    inference(forward_subsumption_resolution,[],[f39189,f19941]) ).

fof(f39601,plain,
    ( spl0_2963
    | ~ spl0_2617
    | ~ spl0_2995 ),
    inference(avatar_split_clause,[],[f39600,f34085,f19940,f33103]) ).

fof(f39602,plain,
    ( xuntil2p8(s374)
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2736 ),
    inference(forward_subsumption_resolution,[],[f39174,f20047]) ).

fof(f39603,plain,
    ( spl0_2965
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2736 ),
    inference(avatar_split_clause,[],[f39602,f30862,f20046,f19894,f19879,f19865,f33119]) ).

fof(f39604,plain,
    ( xuntil2p8(s367)
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2961 ),
    inference(forward_subsumption_resolution,[],[f39138,f19802]) ).

fof(f39605,plain,
    ( spl0_3049
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2961 ),
    inference(avatar_split_clause,[],[f39604,f33078,f19801,f19780,f19747,f36905]) ).

fof(f39606,plain,
    ( xuntil2p8(s364)
    | ~ spl0_2607
    | ~ spl0_2733 ),
    inference(forward_subsumption_resolution,[],[f39124,f19758]) ).

fof(f39607,plain,
    ( spl0_2961
    | ~ spl0_2607
    | ~ spl0_2733 ),
    inference(avatar_split_clause,[],[f39606,f30773,f19757,f33078]) ).

fof(f39608,plain,
    ( xuntil2p8(s363)
    | ~ spl0_2605
    | ~ spl0_2966 ),
    inference(forward_subsumption_resolution,[],[f39120,f19728]) ).

fof(f39609,plain,
    ( spl0_2733
    | ~ spl0_2605
    | ~ spl0_2966 ),
    inference(avatar_split_clause,[],[f39608,f33125,f19727,f30773]) ).

fof(f39610,plain,
    ( xuntil2p8(s362)
    | ~ spl0_2624
    | ~ spl0_2728 ),
    inference(forward_subsumption_resolution,[],[f39116,f20062]) ).

fof(f39611,plain,
    ( spl0_2966
    | ~ spl0_2624
    | ~ spl0_2728 ),
    inference(avatar_split_clause,[],[f39610,f30652,f20061,f33125]) ).

fof(f39612,plain,
    ( xuntil2p8(s360)
    | ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2960 ),
    inference(forward_subsumption_resolution,[],[f39106,f20088]) ).

fof(f39613,plain,
    ( spl0_2967
    | ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2960 ),
    inference(avatar_split_clause,[],[f39612,f33066,f20087,f19685,f33131]) ).

fof(f39614,plain,
    ( xuntil2p8(s358)
    | ~ spl0_2602
    | ~ spl0_3047 ),
    inference(forward_subsumption_resolution,[],[f39097,f19668]) ).

fof(f39615,plain,
    ( spl0_2960
    | ~ spl0_2602
    | ~ spl0_3047 ),
    inference(avatar_split_clause,[],[f39614,f36820,f19667,f33066]) ).

fof(f39616,plain,
    ( xuntil2p8(s357)
    | ~ spl0_2601
    | ~ spl0_2989 ),
    inference(forward_subsumption_resolution,[],[f39093,f19653]) ).

fof(f39617,plain,
    ( spl0_3047
    | ~ spl0_2601
    | ~ spl0_2989 ),
    inference(avatar_split_clause,[],[f39616,f33800,f19652,f36820]) ).

fof(f39618,plain,
    ( xuntil2p8(s356)
    | ~ spl0_2600
    | ~ spl0_2726 ),
    inference(forward_subsumption_resolution,[],[f39091,f19640]) ).

fof(f39619,plain,
    ( spl0_2989
    | ~ spl0_2600
    | ~ spl0_2726 ),
    inference(avatar_split_clause,[],[f39618,f30608,f19639,f33800]) ).

fof(f39620,plain,
    ( xuntil2p8(s355)
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2968 ),
    inference(forward_subsumption_resolution,[],[f39089,f19622]) ).

fof(f39621,plain,
    ( spl0_2726
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2968 ),
    inference(avatar_split_clause,[],[f39620,f33137,f19621,f19611,f30608]) ).

fof(f39622,plain,
    ( xuntil2p8(s352)
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2730 ),
    inference(forward_subsumption_resolution,[],[f39070,f20183]) ).

fof(f39623,plain,
    ( spl0_3013
    | ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2730 ),
    inference(avatar_split_clause,[],[f39622,f30680,f20182,f20119,f35248]) ).

fof(f39624,plain,
    ( xuntil2p8(s350)
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2658
    | ~ spl0_2991 ),
    inference(forward_subsumption_resolution,[],[f39061,f21119]) ).

fof(f39625,plain,
    ( spl0_2730
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2658
    | ~ spl0_2991 ),
    inference(avatar_split_clause,[],[f39624,f33927,f21118,f20634,f20603,f19561,f30680]) ).

fof(f39626,plain,
    ( xuntil2p8(s346)
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2654
    | ~ spl0_2959 ),
    inference(forward_subsumption_resolution,[],[f39042,f20858]) ).

fof(f39627,plain,
    ( spl0_2991
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2654
    | ~ spl0_2959 ),
    inference(avatar_split_clause,[],[f39626,f33045,f20857,f20651,f19511,f33927]) ).

fof(f39628,plain,
    ( xuntil2p8(s341)
    | ~ spl0_2594
    | ~ spl0_2731 ),
    inference(forward_subsumption_resolution,[],[f39016,f19479]) ).

fof(f39629,plain,
    ( spl0_3020
    | ~ spl0_2594
    | ~ spl0_2731 ),
    inference(avatar_split_clause,[],[f39628,f30687,f19478,f35661]) ).

fof(f39630,plain,
    ( xuntil2p8(s340)
    | ~ spl0_2593
    | ~ spl0_2975 ),
    inference(forward_subsumption_resolution,[],[f39014,f19465]) ).

fof(f39631,plain,
    ( spl0_2731
    | ~ spl0_2593
    | ~ spl0_2975 ),
    inference(avatar_split_clause,[],[f39630,f33231,f19464,f30687]) ).

fof(f39632,plain,
    ( xuntil2p8(s339)
    | ~ spl0_2652
    | ~ spl0_3029 ),
    inference(forward_subsumption_resolution,[],[f39010,f20694]) ).

fof(f39633,plain,
    ( spl0_2975
    | ~ spl0_2652
    | ~ spl0_3029 ),
    inference(avatar_split_clause,[],[f39632,f36017,f20693,f33231]) ).

fof(f39634,plain,
    ( xuntil2p8(s338)
    | ~ spl0_2592
    | ~ spl0_2958 ),
    inference(forward_subsumption_resolution,[],[f39006,f19448]) ).

fof(f39635,plain,
    ( spl0_3029
    | ~ spl0_2592
    | ~ spl0_2958 ),
    inference(avatar_split_clause,[],[f39634,f33033,f19447,f36017]) ).

fof(f39636,plain,
    ( xuntil2p8(s337)
    | ~ spl0_2591
    | ~ spl0_2957 ),
    inference(forward_subsumption_resolution,[],[f39002,f19428]) ).

fof(f39637,plain,
    ( spl0_2958
    | ~ spl0_2591
    | ~ spl0_2957 ),
    inference(avatar_split_clause,[],[f39636,f33026,f19427,f33033]) ).

fof(f39638,plain,
    ( xuntil2p8(s336)
    | ~ spl0_2590
    | ~ spl0_2956 ),
    inference(forward_subsumption_resolution,[],[f39000,f19402]) ).

fof(f39639,plain,
    ( spl0_2957
    | ~ spl0_2590
    | ~ spl0_2956 ),
    inference(avatar_split_clause,[],[f39638,f33019,f19401,f33026]) ).

fof(f39640,plain,
    ( xuntil2p8(s335)
    | ~ spl0_2589
    | ~ spl0_2729 ),
    inference(forward_subsumption_resolution,[],[f38996,f19383]) ).

fof(f39641,plain,
    ( spl0_2956
    | ~ spl0_2589
    | ~ spl0_2729 ),
    inference(avatar_split_clause,[],[f39640,f30659,f19382,f33019]) ).

fof(f39642,plain,
    ( xuntil2p8(s334)
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2587
    | ~ spl0_2727 ),
    inference(forward_subsumption_resolution,[],[f38994,f19266]) ).

fof(f39643,plain,
    ( spl0_2729
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2587
    | ~ spl0_2727 ),
    inference(avatar_split_clause,[],[f39642,f30615,f19265,f19027,f19015,f18994,f30659]) ).

fof(f39644,plain,
    ( xuntil2p8(s330)
    | ~ spl0_2573
    | ~ spl0_2947 ),
    inference(forward_subsumption_resolution,[],[f38971,f18975]) ).

fof(f39645,plain,
    ( spl0_2727
    | ~ spl0_2573
    | ~ spl0_2947 ),
    inference(avatar_split_clause,[],[f39644,f32916,f18974,f30615]) ).

fof(f39646,plain,
    ( xuntil2p8(s329)
    | ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2713 ),
    inference(forward_subsumption_resolution,[],[f38965,f19045]) ).

fof(f39647,plain,
    ( spl0_2947
    | ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2713 ),
    inference(avatar_split_clause,[],[f39646,f30152,f19044,f18953,f32916]) ).

fof(f39648,plain,
    ( xuntil2p8(s327)
    | ~ spl0_2571
    | ~ spl0_2948 ),
    inference(forward_subsumption_resolution,[],[f38958,f18940]) ).

fof(f39649,plain,
    ( spl0_2713
    | ~ spl0_2571
    | ~ spl0_2948 ),
    inference(avatar_split_clause,[],[f39648,f32923,f18939,f30152]) ).

fof(f39650,plain,
    ( xuntil2p8(s326)
    | ~ spl0_2578
    | ~ spl0_2949 ),
    inference(forward_subsumption_resolution,[],[f38952,f19059]) ).

fof(f39651,plain,
    ( spl0_2948
    | ~ spl0_2578
    | ~ spl0_2949 ),
    inference(avatar_split_clause,[],[f39650,f32929,f19058,f32923]) ).

fof(f39652,plain,
    ( xuntil2p8(s323)
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569
    | ~ spl0_2946 ),
    inference(forward_subsumption_resolution,[],[f38936,f18895]) ).

fof(f39653,plain,
    ( spl0_2950
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569
    | ~ spl0_2946 ),
    inference(avatar_split_clause,[],[f39652,f32899,f18894,f18842,f18825,f18810,f18795,f32935]) ).

fof(f39654,plain,
    ( xuntil2p8(s317)
    | ~ spl0_2563
    | ~ spl0_3001 ),
    inference(forward_subsumption_resolution,[],[f38906,f18777]) ).

fof(f39655,plain,
    ( spl0_2993
    | ~ spl0_2563
    | ~ spl0_3001 ),
    inference(avatar_split_clause,[],[f39654,f34400,f18776,f34011]) ).

fof(f39656,plain,
    ( xuntil2p8(s316)
    | ~ spl0_2562
    | ~ spl0_3008 ),
    inference(forward_subsumption_resolution,[],[f38904,f18764]) ).

fof(f39657,plain,
    ( spl0_3001
    | ~ spl0_2562
    | ~ spl0_3008 ),
    inference(avatar_split_clause,[],[f39656,f34734,f18763,f34400]) ).

fof(f39658,plain,
    ( xuntil2p8(s314)
    | ~ spl0_2560
    | ~ spl0_2951 ),
    inference(forward_subsumption_resolution,[],[f38892,f18738]) ).

fof(f39659,plain,
    ( spl0_3032
    | ~ spl0_2560
    | ~ spl0_2951 ),
    inference(avatar_split_clause,[],[f39658,f32941,f18737,f36153]) ).

fof(f39660,plain,
    ( xuntil2p8(s308)
    | ~ spl0_2555
    | ~ spl0_2557
    | ~ spl0_2944 ),
    inference(forward_subsumption_resolution,[],[f38858,f18674]) ).

fof(f39661,plain,
    ( spl0_3043
    | ~ spl0_2555
    | ~ spl0_2557
    | ~ spl0_2944 ),
    inference(avatar_split_clause,[],[f39660,f32875,f18673,f18641,f36521]) ).

fof(f39662,plain,
    ( xuntil2p8(s306)
    | ~ spl0_2556
    | ~ spl0_3040 ),
    inference(forward_subsumption_resolution,[],[f38849,f18653]) ).

fof(f39663,plain,
    ( spl0_2944
    | ~ spl0_2556
    | ~ spl0_3040 ),
    inference(avatar_split_clause,[],[f39662,f36452,f18652,f32875]) ).

fof(f39664,plain,
    ( xuntil2p8(s304)
    | ~ spl0_2553
    | ~ spl0_3041 ),
    inference(forward_subsumption_resolution,[],[f38839,f18608]) ).

fof(f39665,plain,
    ( spl0_3025
    | ~ spl0_2553
    | ~ spl0_3041 ),
    inference(avatar_split_clause,[],[f39664,f36459,f18607,f35838]) ).

fof(f39666,plain,
    ( xuntil2p8(s303)
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586
    | ~ spl0_3006 ),
    inference(forward_subsumption_resolution,[],[f38835,f19221]) ).

fof(f39667,plain,
    ( spl0_3041
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586
    | ~ spl0_3006 ),
    inference(avatar_split_clause,[],[f39666,f34701,f19220,f19137,f18580,f18565,f36459]) ).

fof(f39668,plain,
    ( xuntil2p8(s299)
    | ~ spl0_2550
    | ~ spl0_3015 ),
    inference(forward_subsumption_resolution,[],[f38816,f18553]) ).

fof(f39669,plain,
    ( spl0_3006
    | ~ spl0_2550
    | ~ spl0_3015 ),
    inference(avatar_split_clause,[],[f39668,f35400,f18552,f34701]) ).

fof(f39670,plain,
    ( xuntil2p8(s294)
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_3021 ),
    inference(forward_subsumption_resolution,[],[f38788,f19196]) ).

fof(f39671,plain,
    ( spl0_2955
    | ~ spl0_2547
    | ~ spl0_2585
    | ~ spl0_3021 ),
    inference(avatar_split_clause,[],[f39670,f35668,f19195,f18493,f32965]) ).

fof(f39672,plain,
    ( xuntil2p8(s292)
    | ~ spl0_2546
    | ~ spl0_2732 ),
    inference(forward_subsumption_resolution,[],[f38779,f18481]) ).

fof(f39673,plain,
    ( spl0_3021
    | ~ spl0_2546
    | ~ spl0_2732 ),
    inference(avatar_split_clause,[],[f39672,f30693,f18480,f35668]) ).

fof(f39674,plain,
    ( xuntil2p8(s291)
    | ~ spl0_2545
    | ~ spl0_2943 ),
    inference(forward_subsumption_resolution,[],[f38775,f18465]) ).

fof(f39675,plain,
    ( spl0_2732
    | ~ spl0_2545
    | ~ spl0_2943 ),
    inference(avatar_split_clause,[],[f39674,f32853,f18464,f30693]) ).

fof(f39676,plain,
    ( xuntil2p8(s289)
    | ~ spl0_2543
    | ~ spl0_2721 ),
    inference(forward_subsumption_resolution,[],[f38765,f18436]) ).

fof(f39677,plain,
    ( spl0_3034
    | ~ spl0_2543
    | ~ spl0_2721 ),
    inference(avatar_split_clause,[],[f39676,f30460,f18435,f36252]) ).

fof(f39678,plain,
    ( xuntil2p8(s288)
    | ~ spl0_2653
    | ~ spl0_2655
    | ~ spl0_2937 ),
    inference(forward_subsumption_resolution,[],[f38761,f20869]) ).

fof(f39679,plain,
    ( spl0_2721
    | ~ spl0_2653
    | ~ spl0_2655
    | ~ spl0_2937 ),
    inference(avatar_split_clause,[],[f39678,f32786,f20868,f20708,f30460]) ).

fof(f39680,plain,
    ( xuntil2p8(s283)
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2936 ),
    inference(forward_subsumption_resolution,[],[f38735,f18121]) ).

fof(f39681,plain,
    ( spl0_2725
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2936 ),
    inference(avatar_split_clause,[],[f39680,f32775,f18120,f18110,f30528]) ).

fof(f39682,plain,
    ( xuntil2p8(s281)
    | ~ spl0_2531
    | ~ spl0_3017 ),
    inference(forward_subsumption_resolution,[],[f38726,f18133]) ).

fof(f39683,plain,
    ( spl0_2936
    | ~ spl0_2531
    | ~ spl0_3017 ),
    inference(avatar_split_clause,[],[f39682,f35443,f18132,f32775]) ).

fof(f39684,plain,
    ( xuntil2p8(s280)
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2722 ),
    inference(forward_subsumption_resolution,[],[f38724,f18086]) ).

fof(f39685,plain,
    ( spl0_3017
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2722 ),
    inference(avatar_split_clause,[],[f39684,f30467,f18085,f18069,f18048,f18032,f35443]) ).

fof(f39686,plain,
    ( xuntil2p8(s271)
    | ~ spl0_2537
    | ~ spl0_2540
    | ~ spl0_2941 ),
    inference(forward_subsumption_resolution,[],[f38674,f18335]) ).

fof(f39687,plain,
    ( spl0_3027
    | ~ spl0_2537
    | ~ spl0_2540
    | ~ spl0_2941 ),
    inference(avatar_split_clause,[],[f39686,f32811,f18334,f18252,f35851]) ).

fof(f39688,plain,
    ( xuntil2p8(s269)
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2538
    | ~ spl0_2715 ),
    inference(forward_subsumption_resolution,[],[f38665,f18270]) ).

fof(f39689,plain,
    ( spl0_2941
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2538
    | ~ spl0_2715 ),
    inference(avatar_split_clause,[],[f39688,f30239,f18269,f17856,f17845,f32811]) ).

fof(f39690,plain,
    ( xuntil2p8(s266)
    | ~ spl0_2518
    | ~ spl0_2542
    | ~ spl0_2942 ),
    inference(forward_subsumption_resolution,[],[f38651,f18368]) ).

fof(f39691,plain,
    ( spl0_2715
    | ~ spl0_2518
    | ~ spl0_2542
    | ~ spl0_2942 ),
    inference(avatar_split_clause,[],[f39690,f32817,f18367,f17867,f30239]) ).

fof(f39692,plain,
    ( xuntil2p8(s264)
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2539
    | ~ spl0_2723 ),
    inference(forward_subsumption_resolution,[],[f38644,f18297]) ).

fof(f39693,plain,
    ( spl0_2942
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2539
    | ~ spl0_2723 ),
    inference(avatar_split_clause,[],[f39692,f30473,f18296,f17894,f17879,f32817]) ).

fof(f39694,plain,
    ( xuntil2p8(s261)
    | ~ spl0_2522
    | ~ spl0_2935 ),
    inference(forward_subsumption_resolution,[],[f38628,f17939]) ).

fof(f39695,plain,
    ( spl0_2723
    | ~ spl0_2522
    | ~ spl0_2935 ),
    inference(avatar_split_clause,[],[f39694,f32748,f17938,f30473]) ).

fof(f39696,plain,
    ( xuntil2p8(s257)
    | ~ spl0_2512
    | ~ spl0_2933 ),
    inference(forward_subsumption_resolution,[],[f38606,f17739]) ).

fof(f39697,plain,
    ( spl0_2932
    | ~ spl0_2512
    | ~ spl0_2933 ),
    inference(avatar_split_clause,[],[f39696,f32729,f17738,f32723]) ).

fof(f39698,plain,
    ( xuntil2p8(s255)
    | ~ spl0_2514
    | ~ spl0_3039 ),
    inference(forward_subsumption_resolution,[],[f38596,f17761]) ).

fof(f39699,plain,
    ( spl0_2934
    | ~ spl0_2514
    | ~ spl0_3039 ),
    inference(avatar_split_clause,[],[f39698,f36395,f17760,f32735]) ).

fof(f39700,plain,
    ( xuntil2p8(s254)
    | ~ spl0_2510
    | ~ spl0_2927 ),
    inference(forward_subsumption_resolution,[],[f38592,f17680]) ).

fof(f39701,plain,
    ( spl0_3039
    | ~ spl0_2510
    | ~ spl0_2927 ),
    inference(avatar_split_clause,[],[f39700,f32681,f17679,f36395]) ).

fof(f39702,plain,
    ( xuntil2p8(s250)
    | ~ spl0_2509
    | ~ spl0_3016 ),
    inference(forward_subsumption_resolution,[],[f38570,f17667]) ).

fof(f39703,plain,
    ( spl0_2930
    | ~ spl0_2509
    | ~ spl0_3016 ),
    inference(avatar_split_clause,[],[f39702,f35407,f17666,f32700]) ).

fof(f39704,plain,
    ( xuntil2p8(s240)
    | ~ spl0_2502
    | ~ spl0_2990 ),
    inference(forward_subsumption_resolution,[],[f38515,f17536]) ).

fof(f39705,plain,
    ( spl0_2926
    | ~ spl0_2502
    | ~ spl0_2990 ),
    inference(avatar_split_clause,[],[f39704,f33814,f17535,f32660]) ).

fof(f39706,plain,
    ( xuntil2p8(s238)
    | ~ spl0_2485
    | ~ spl0_2916 ),
    inference(forward_subsumption_resolution,[],[f38505,f17232]) ).

fof(f39707,plain,
    ( spl0_2915
    | ~ spl0_2485
    | ~ spl0_2916 ),
    inference(avatar_split_clause,[],[f39706,f32574,f17231,f32567]) ).

fof(f39708,plain,
    ( xuntil2p8(s236)
    | ~ spl0_2487
    | ~ spl0_2918 ),
    inference(forward_subsumption_resolution,[],[f38495,f17256]) ).

fof(f39709,plain,
    ( spl0_2917
    | ~ spl0_2487
    | ~ spl0_2918 ),
    inference(avatar_split_clause,[],[f39708,f32586,f17255,f32580]) ).

fof(f39710,plain,
    ( xuntil2p8(s235)
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(forward_subsumption_resolution,[],[f38493,f17267]) ).

fof(f39711,plain,
    ( spl0_2918
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2919 ),
    inference(avatar_split_clause,[],[f39710,f32592,f17289,f17277,f17266,f32586]) ).

fof(f39712,plain,
    ( xuntil2p8(s231)
    | ~ spl0_2492
    | ~ spl0_2921 ),
    inference(forward_subsumption_resolution,[],[f38471,f17319]) ).

fof(f39713,plain,
    ( spl0_2920
    | ~ spl0_2492
    | ~ spl0_2921 ),
    inference(avatar_split_clause,[],[f39712,f32604,f17318,f32598]) ).

fof(f39714,plain,
    ( xuntil2p8(s229)
    | ~ spl0_2494
    | ~ spl0_3035 ),
    inference(forward_subsumption_resolution,[],[f38461,f17341]) ).

fof(f39715,plain,
    ( spl0_2922
    | ~ spl0_2494
    | ~ spl0_3035 ),
    inference(avatar_split_clause,[],[f39714,f36259,f17340,f32610]) ).

fof(f39716,plain,
    ( xuntil2p8(s228)
    | ~ spl0_2484
    | ~ spl0_2914 ),
    inference(forward_subsumption_resolution,[],[f38457,f17156]) ).

fof(f39717,plain,
    ( spl0_3035
    | ~ spl0_2484
    | ~ spl0_2914 ),
    inference(avatar_split_clause,[],[f39716,f32550,f17155,f36259]) ).

fof(f39718,plain,
    ( xuntil2p8(s225)
    | ~ spl0_2481
    | ~ spl0_2908 ),
    inference(forward_subsumption_resolution,[],[f38441,f17098]) ).

fof(f39719,plain,
    ( spl0_3037
    | ~ spl0_2481
    | ~ spl0_2908 ),
    inference(avatar_split_clause,[],[f39718,f32501,f17097,f36355]) ).

fof(f39720,plain,
    ( xuntil2p8(s224)
    | ~ spl0_2475
    | ~ spl0_2909 ),
    inference(forward_subsumption_resolution,[],[f38437,f17026]) ).

fof(f39721,plain,
    ( spl0_2908
    | ~ spl0_2475
    | ~ spl0_2909 ),
    inference(avatar_split_clause,[],[f39720,f32508,f17025,f32501]) ).

fof(f39722,plain,
    ( xuntil2p8(s221)
    | ~ spl0_2478
    | ~ spl0_2912 ),
    inference(forward_subsumption_resolution,[],[f38421,f17061]) ).

fof(f39723,plain,
    ( spl0_2911
    | ~ spl0_2478
    | ~ spl0_2912 ),
    inference(avatar_split_clause,[],[f39722,f32526,f17060,f32520]) ).

fof(f39724,plain,
    ( xuntil2p8(s219)
    | ~ spl0_2480
    | ~ spl0_3005 ),
    inference(forward_subsumption_resolution,[],[f38411,f17083]) ).

fof(f39725,plain,
    ( spl0_2913
    | ~ spl0_2480
    | ~ spl0_3005 ),
    inference(avatar_split_clause,[],[f39724,f34614,f17082,f32532]) ).

fof(f39726,plain,
    ( xuntil2p8(s216)
    | ~ spl0_2471
    | ~ spl0_2906 ),
    inference(forward_subsumption_resolution,[],[f38395,f16933]) ).

fof(f39727,plain,
    ( spl0_2905
    | ~ spl0_2471
    | ~ spl0_2906 ),
    inference(avatar_split_clause,[],[f39726,f32477,f16932,f32471]) ).

fof(f39728,plain,
    ( xuntil2p8(s212)
    | ~ spl0_2465
    | ~ spl0_2901 ),
    inference(forward_subsumption_resolution,[],[f38373,f16826]) ).

fof(f39729,plain,
    ( spl0_2900
    | ~ spl0_2465
    | ~ spl0_2901 ),
    inference(avatar_split_clause,[],[f39728,f32436,f16825,f32429]) ).

fof(f39730,plain,
    ( xuntil2p8(s211)
    | ~ spl0_2466
    | ~ spl0_2902 ),
    inference(forward_subsumption_resolution,[],[f38371,f16839]) ).

fof(f39731,plain,
    ( spl0_2901
    | ~ spl0_2466
    | ~ spl0_2902 ),
    inference(avatar_split_clause,[],[f39730,f32442,f16838,f32436]) ).

fof(f39732,plain,
    ( xuntil2p8(s208)
    | ~ spl0_2464
    | ~ spl0_2895 ),
    inference(forward_subsumption_resolution,[],[f38353,f16778]) ).

fof(f39733,plain,
    ( spl0_3024
    | ~ spl0_2464
    | ~ spl0_2895 ),
    inference(avatar_split_clause,[],[f39732,f32386,f16777,f35736]) ).

fof(f39734,plain,
    ( xuntil2p8(s207)
    | ~ spl0_2459
    | ~ spl0_2896 ),
    inference(forward_subsumption_resolution,[],[f38351,f16718]) ).

fof(f39735,plain,
    ( spl0_2895
    | ~ spl0_2459
    | ~ spl0_2896 ),
    inference(avatar_split_clause,[],[f39734,f32393,f16717,f32386]) ).

fof(f39736,plain,
    ( xuntil2p8(s203)
    | ~ spl0_2463
    | ~ spl0_3033 ),
    inference(forward_subsumption_resolution,[],[f38327,f16764]) ).

fof(f39737,plain,
    ( spl0_2899
    | ~ spl0_2463
    | ~ spl0_3033 ),
    inference(avatar_split_clause,[],[f39736,f36160,f16763,f32411]) ).

fof(f39738,plain,
    ( xuntil2p8(s202)
    | ~ spl0_2458
    | ~ spl0_2891 ),
    inference(forward_subsumption_resolution,[],[f38323,f16662]) ).

fof(f39739,plain,
    ( spl0_3033
    | ~ spl0_2458
    | ~ spl0_2891 ),
    inference(avatar_split_clause,[],[f39738,f32350,f16661,f36160]) ).

fof(f39740,plain,
    ( xuntil2p8(s200)
    | ~ spl0_2454
    | ~ spl0_2893 ),
    inference(forward_subsumption_resolution,[],[f38313,f16615]) ).

fof(f39741,plain,
    ( spl0_2892
    | ~ spl0_2454
    | ~ spl0_2893 ),
    inference(avatar_split_clause,[],[f39740,f32363,f16614,f32357]) ).

fof(f39742,plain,
    ( xuntil2p8(s198)
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_3030 ),
    inference(forward_subsumption_resolution,[],[f38303,f16637]) ).

fof(f39743,plain,
    ( spl0_2894
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_3030 ),
    inference(avatar_split_clause,[],[f39742,f36024,f16647,f16636,f32369]) ).

fof(f39744,plain,
    ( xuntil2p8(s195)
    | ~ spl0_2447
    | ~ spl0_2888 ),
    inference(forward_subsumption_resolution,[],[f38288,f16486]) ).

fof(f39745,plain,
    ( spl0_2887
    | ~ spl0_2447
    | ~ spl0_2888 ),
    inference(avatar_split_clause,[],[f39744,f32321,f16485,f32314]) ).

fof(f39746,plain,
    ( xuntil2p8(s193)
    | ~ spl0_2449
    | ~ spl0_2890 ),
    inference(forward_subsumption_resolution,[],[f38278,f16510]) ).

fof(f39747,plain,
    ( spl0_2889
    | ~ spl0_2449
    | ~ spl0_2890 ),
    inference(avatar_split_clause,[],[f39746,f32333,f16509,f32327]) ).

fof(f39748,plain,
    ( xuntil2p8(s192)
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2714 ),
    inference(forward_subsumption_resolution,[],[f38274,f16521]) ).

fof(f39749,plain,
    ( spl0_2890
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2714 ),
    inference(avatar_split_clause,[],[f39748,f30158,f16531,f16520,f32333]) ).

fof(f39750,plain,
    ( xuntil2p8(s379)
    | ~ node4(s379)
    | spl0_74
    | ~ spl0_457 ),
    inference(resolution,[],[f25614,f942]) ).

fof(f39751,plain,
    ( xuntil2p8(s379)
    | spl0_74
    | ~ spl0_457
    | ~ spl0_2619 ),
    inference(forward_subsumption_resolution,[],[f39750,f19967]) ).

fof(f39752,plain,
    ( spl0_2994
    | spl0_74
    | ~ spl0_457
    | ~ spl0_2619 ),
    inference(avatar_split_clause,[],[f39751,f19966,f2773,f1237,f34078]) ).

fof(f39757,plain,
    ( xuntil2p8(s187)
    | ~ node4(s187)
    | ~ spl0_2876 ),
    inference(resolution,[],[f38248,f942]) ).

fof(f39758,plain,
    ( xuntil2p8(s187)
    | ~ spl0_2443
    | ~ spl0_2876 ),
    inference(forward_subsumption_resolution,[],[f39757,f16366]) ).

fof(f39759,plain,
    ( spl0_3028
    | ~ spl0_2443
    | ~ spl0_2876 ),
    inference(avatar_split_clause,[],[f39758,f32219,f16365,f35857]) ).

fof(f39760,plain,
    ( xuntil2p8(s185)
    | ~ spl0_2432
    | ~ spl0_2878 ),
    inference(forward_subsumption_resolution,[],[f38239,f16235]) ).

fof(f39761,plain,
    ( spl0_2877
    | ~ spl0_2432
    | ~ spl0_2878 ),
    inference(avatar_split_clause,[],[f39760,f32232,f16234,f32226]) ).

fof(f39762,plain,
    ( xuntil2p8(s183)
    | ~ spl0_2434
    | ~ spl0_2880 ),
    inference(forward_subsumption_resolution,[],[f38229,f16257]) ).

fof(f39763,plain,
    ( spl0_2879
    | ~ spl0_2434
    | ~ spl0_2880 ),
    inference(avatar_split_clause,[],[f39762,f32244,f16256,f32238]) ).

fof(f39764,plain,
    ( xuntil2p8(s182)
    | ~ spl0_2435
    | ~ spl0_2881 ),
    inference(forward_subsumption_resolution,[],[f38225,f16268]) ).

fof(f39765,plain,
    ( spl0_2880
    | ~ spl0_2435
    | ~ spl0_2881 ),
    inference(avatar_split_clause,[],[f39764,f32250,f16267,f32244]) ).

fof(f39766,plain,
    ( xuntil2p8(s180)
    | ~ spl0_2437
    | ~ spl0_2883 ),
    inference(forward_subsumption_resolution,[],[f38215,f16290]) ).

fof(f39767,plain,
    ( spl0_2882
    | ~ spl0_2437
    | ~ spl0_2883 ),
    inference(avatar_split_clause,[],[f39766,f32262,f16289,f32256]) ).

fof(f39768,plain,
    ( xuntil2p8(s177)
    | ~ spl0_2440
    | ~ spl0_2886 ),
    inference(forward_subsumption_resolution,[],[f38199,f16323]) ).

fof(f39769,plain,
    ( spl0_2885
    | ~ spl0_2440
    | ~ spl0_2886 ),
    inference(avatar_split_clause,[],[f39768,f32280,f16322,f32274]) ).

fof(f39770,plain,
    ( xuntil2p8(s176)
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_3018 ),
    inference(forward_subsumption_resolution,[],[f38195,f16334]) ).

fof(f39771,plain,
    ( spl0_2886
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_3018 ),
    inference(avatar_split_clause,[],[f39770,f35450,f16344,f16333,f32280]) ).

fof(f39772,plain,
    ( xuntil2p8(s173)
    | ~ spl0_2420
    | ~ spl0_2868 ),
    inference(forward_subsumption_resolution,[],[f38180,f15994]) ).

fof(f39773,plain,
    ( spl0_2867
    | ~ spl0_2420
    | ~ spl0_2868 ),
    inference(avatar_split_clause,[],[f39772,f32143,f15993,f32136]) ).

fof(f39774,plain,
    ( xuntil2p8(s169)
    | ~ spl0_2424
    | ~ spl0_2872 ),
    inference(forward_subsumption_resolution,[],[f38158,f16040]) ).

fof(f39775,plain,
    ( spl0_2871
    | ~ spl0_2424
    | ~ spl0_2872 ),
    inference(avatar_split_clause,[],[f39774,f32167,f16039,f32161]) ).

fof(f39776,plain,
    ( xuntil2p8(s167)
    | ~ spl0_2426
    | ~ spl0_2874 ),
    inference(forward_subsumption_resolution,[],[f38148,f16062]) ).

fof(f39777,plain,
    ( spl0_2873
    | ~ spl0_2426
    | ~ spl0_2874 ),
    inference(avatar_split_clause,[],[f39776,f32179,f16061,f32173]) ).

fof(f39778,plain,
    ( xuntil2p8(s163)
    | ~ spl0_2419
    | ~ spl0_2864 ),
    inference(forward_subsumption_resolution,[],[f38127,f15910]) ).

fof(f39779,plain,
    ( spl0_2997
    | ~ spl0_2419
    | ~ spl0_2864 ),
    inference(avatar_split_clause,[],[f39778,f32103,f15909,f34117]) ).

fof(f39780,plain,
    ( xuntil2p8(s162)
    | ~ spl0_2415
    | ~ spl0_2865 ),
    inference(forward_subsumption_resolution,[],[f38123,f15862]) ).

fof(f39781,plain,
    ( spl0_2864
    | ~ spl0_2415
    | ~ spl0_2865 ),
    inference(avatar_split_clause,[],[f39780,f32110,f15861,f32103]) ).

fof(f39782,plain,
    ( xuntil2p8(s161)
    | ~ spl0_2416
    | ~ spl0_2866 ),
    inference(forward_subsumption_resolution,[],[f38119,f15875]) ).

fof(f39783,plain,
    ( spl0_2865
    | ~ spl0_2416
    | ~ spl0_2866 ),
    inference(avatar_split_clause,[],[f39782,f32116,f15874,f32110]) ).

fof(f39784,plain,
    ( xuntil2p8(s158)
    | ~ spl0_2414
    | ~ spl0_2859 ),
    inference(forward_subsumption_resolution,[],[f38104,f15810]) ).

fof(f39785,plain,
    ( spl0_3014
    | ~ spl0_2414
    | ~ spl0_2859 ),
    inference(avatar_split_clause,[],[f39784,f32060,f15809,f35255]) ).

fof(f39786,plain,
    ( xuntil2p8(s157)
    | ~ spl0_2408
    | ~ spl0_2860 ),
    inference(forward_subsumption_resolution,[],[f38100,f15738]) ).

fof(f39787,plain,
    ( spl0_2859
    | ~ spl0_2408
    | ~ spl0_2860 ),
    inference(avatar_split_clause,[],[f39786,f32067,f15737,f32060]) ).

fof(f39788,plain,
    ( xuntil2p8(s154)
    | ~ spl0_2411
    | ~ spl0_2863 ),
    inference(forward_subsumption_resolution,[],[f38084,f15773]) ).

fof(f39789,plain,
    ( spl0_2862
    | ~ spl0_2411
    | ~ spl0_2863 ),
    inference(avatar_split_clause,[],[f39788,f32085,f15772,f32079]) ).

fof(f39790,plain,
    ( xuntil2p8(s153)
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_3004 ),
    inference(forward_subsumption_resolution,[],[f38080,f15784]) ).

fof(f39791,plain,
    ( spl0_2863
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_3004 ),
    inference(avatar_split_clause,[],[f39790,f34541,f15794,f15783,f32085]) ).

fof(f39792,plain,
    ( xuntil2p8(s151)
    | ~ spl0_2407
    | ~ spl0_2854 ),
    inference(forward_subsumption_resolution,[],[f38071,f15674]) ).

fof(f39793,plain,
    ( spl0_3004
    | ~ spl0_2407
    | ~ spl0_2854 ),
    inference(avatar_split_clause,[],[f39792,f32015,f15673,f34541]) ).

fof(f39794,plain,
    ( xuntil2p8(s150)
    | ~ spl0_2401
    | ~ spl0_2855 ),
    inference(forward_subsumption_resolution,[],[f38069,f15602]) ).

fof(f39795,plain,
    ( spl0_2854
    | ~ spl0_2401
    | ~ spl0_2855 ),
    inference(avatar_split_clause,[],[f39794,f32022,f15601,f32015]) ).

fof(f39796,plain,
    ( xuntil2p8(s148)
    | ~ spl0_2403
    | ~ spl0_2857 ),
    inference(forward_subsumption_resolution,[],[f38057,f15626]) ).

fof(f39797,plain,
    ( spl0_2856
    | ~ spl0_2403
    | ~ spl0_2857 ),
    inference(avatar_split_clause,[],[f39796,f32034,f15625,f32028]) ).

fof(f39798,plain,
    ( xuntil2p8(s146)
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_3019 ),
    inference(forward_subsumption_resolution,[],[f38047,f15648]) ).

fof(f39799,plain,
    ( spl0_2858
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_3019 ),
    inference(avatar_split_clause,[],[f39798,f35456,f15658,f15647,f32040]) ).

fof(f39800,plain,
    ( xuntil2p8(s144)
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2996 ),
    inference(forward_subsumption_resolution,[],[f38038,f15548]) ).

fof(f39801,plain,
    ( spl0_3019
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2996 ),
    inference(avatar_split_clause,[],[f39800,f34090,f15547,f15535,f35456]) ).

fof(f39802,plain,
    ( xuntil2p8(s138)
    | ~ spl0_2394
    | ~ spl0_2852 ),
    inference(forward_subsumption_resolution,[],[f38005,f15451]) ).

fof(f39803,plain,
    ( spl0_2851
    | ~ spl0_2394
    | ~ spl0_2852 ),
    inference(avatar_split_clause,[],[f39802,f31985,f15450,f31979]) ).

fof(f39804,plain,
    ( xuntil2p8(s137)
    | ~ spl0_2395
    | ~ spl0_2853 ),
    inference(forward_subsumption_resolution,[],[f38001,f15462]) ).

fof(f39805,plain,
    ( spl0_2852
    | ~ spl0_2395
    | ~ spl0_2853 ),
    inference(avatar_split_clause,[],[f39804,f31991,f15461,f31985]) ).

fof(f39806,plain,
    ( xuntil2p8(s136)
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_3045 ),
    inference(forward_subsumption_resolution,[],[f37997,f15473]) ).

fof(f39807,plain,
    ( spl0_2853
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_3045 ),
    inference(avatar_split_clause,[],[f39806,f36543,f15483,f15472,f31991]) ).

fof(f39808,plain,
    ( xuntil2p8(s133)
    | ~ spl0_2387
    | ~ spl0_2847 ),
    inference(forward_subsumption_resolution,[],[f37982,f15316]) ).

fof(f39809,plain,
    ( spl0_2846
    | ~ spl0_2387
    | ~ spl0_2847 ),
    inference(avatar_split_clause,[],[f39808,f31945,f15315,f31938]) ).

fof(f39810,plain,
    ( xuntil2p8(s132)
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_3010 ),
    inference(forward_subsumption_resolution,[],[f37980,f15329]) ).

fof(f39811,plain,
    ( spl0_2847
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_3010 ),
    inference(avatar_split_clause,[],[f39810,f34800,f15339,f15328,f31945]) ).

fof(f39812,plain,
    ( xuntil2p8(s127)
    | ~ spl0_2383
    | ~ spl0_2845 ),
    inference(forward_subsumption_resolution,[],[f37951,f15236]) ).

fof(f39813,plain,
    ( spl0_2844
    | ~ spl0_2383
    | ~ spl0_2845 ),
    inference(avatar_split_clause,[],[f39812,f31923,f15235,f31917]) ).

fof(f39814,plain,
    ( xuntil2p8(s124)
    | ~ spl0_2380
    | ~ spl0_2831 ),
    inference(forward_subsumption_resolution,[],[f37936,f15142]) ).

fof(f39815,plain,
    ( spl0_3044
    | ~ spl0_2380
    | ~ spl0_2831 ),
    inference(avatar_split_clause,[],[f39814,f31812,f15141,f36528]) ).

fof(f39816,plain,
    ( xuntil2p8(s123)
    | ~ spl0_2368
    | ~ spl0_2832 ),
    inference(forward_subsumption_resolution,[],[f37932,f14998]) ).

fof(f39817,plain,
    ( spl0_2831
    | ~ spl0_2368
    | ~ spl0_2832 ),
    inference(avatar_split_clause,[],[f39816,f31819,f14997,f31812]) ).

fof(f39818,plain,
    ( xuntil2p8(s122)
    | ~ spl0_2369
    | ~ spl0_2833 ),
    inference(forward_subsumption_resolution,[],[f37928,f15011]) ).

fof(f39819,plain,
    ( spl0_2832
    | ~ spl0_2369
    | ~ spl0_2833 ),
    inference(avatar_split_clause,[],[f39818,f31825,f15010,f31819]) ).

fof(f39820,plain,
    ( xuntil2p8(s117)
    | ~ spl0_2374
    | ~ spl0_2838 ),
    inference(forward_subsumption_resolution,[],[f37900,f15066]) ).

fof(f39821,plain,
    ( spl0_2837
    | ~ spl0_2374
    | ~ spl0_2838 ),
    inference(avatar_split_clause,[],[f39820,f31855,f15065,f31849]) ).

fof(f39822,plain,
    ( xuntil2p8(s109)
    | ~ spl0_2365
    | ~ spl0_2718 ),
    inference(forward_subsumption_resolution,[],[f37855,f14884]) ).

fof(f39823,plain,
    ( spl0_2716
    | ~ spl0_2365
    | ~ spl0_2718 ),
    inference(avatar_split_clause,[],[f39822,f30258,f14883,f30246]) ).

fof(f39824,plain,
    ( xuntil2p8(s107)
    | ~ spl0_2363
    | ~ spl0_2999 ),
    inference(forward_subsumption_resolution,[],[f37845,f14856]) ).

fof(f39825,plain,
    ( spl0_2717
    | ~ spl0_2363
    | ~ spl0_2999 ),
    inference(avatar_split_clause,[],[f39824,f34174,f14855,f30252]) ).

fof(f39826,plain,
    ( xuntil2p8(s106)
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_3000 ),
    inference(forward_subsumption_resolution,[],[f37843,f14838]) ).

fof(f39827,plain,
    ( spl0_2999
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_3000 ),
    inference(avatar_split_clause,[],[f39826,f34181,f14837,f14825,f34174]) ).

fof(f39828,plain,
    ( xuntil2p8(s102)
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_3046 ),
    inference(forward_subsumption_resolution,[],[f37820,f14775]) ).

fof(f39829,plain,
    ( spl0_2830
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_3046 ),
    inference(avatar_split_clause,[],[f39828,f36550,f14785,f14774,f31785]) ).

fof(f39830,plain,
    ( xuntil2p8(s100)
    | ~ spl0_2356
    | ~ spl0_2823 ),
    inference(forward_subsumption_resolution,[],[f37811,f14714]) ).

fof(f39831,plain,
    ( spl0_3046
    | ~ spl0_2356
    | ~ spl0_2823 ),
    inference(avatar_split_clause,[],[f39830,f31728,f14713,f36550]) ).

fof(f39832,plain,
    ( xuntil2p8(s96)
    | ~ spl0_2352
    | ~ spl0_2827 ),
    inference(forward_subsumption_resolution,[],[f37789,f14665]) ).

fof(f39833,plain,
    ( spl0_2826
    | ~ spl0_2352
    | ~ spl0_2827 ),
    inference(avatar_split_clause,[],[f39832,f31753,f14664,f31747]) ).

fof(f39834,plain,
    ( xuntil2p8(s91)
    | ~ spl0_2333
    | ~ spl0_2810 ),
    inference(forward_subsumption_resolution,[],[f37762,f14362]) ).

fof(f39835,plain,
    ( spl0_2809
    | ~ spl0_2333
    | ~ spl0_2810 ),
    inference(avatar_split_clause,[],[f39834,f31617,f14361,f31610]) ).

fof(f39836,plain,
    ( xuntil2p8(s89)
    | ~ spl0_2335
    | ~ spl0_2812 ),
    inference(forward_subsumption_resolution,[],[f37752,f14386]) ).

fof(f39837,plain,
    ( spl0_2811
    | ~ spl0_2335
    | ~ spl0_2812 ),
    inference(avatar_split_clause,[],[f39836,f31629,f14385,f31623]) ).

fof(f39838,plain,
    ( xuntil2p8(s88)
    | ~ spl0_2336
    | ~ spl0_2813 ),
    inference(forward_subsumption_resolution,[],[f37748,f14397]) ).

fof(f39839,plain,
    ( spl0_2812
    | ~ spl0_2336
    | ~ spl0_2813 ),
    inference(avatar_split_clause,[],[f39838,f31635,f14396,f31629]) ).

fof(f39840,plain,
    ( xuntil2p8(s87)
    | ~ spl0_2337
    | ~ spl0_2814 ),
    inference(forward_subsumption_resolution,[],[f37744,f14408]) ).

fof(f39841,plain,
    ( spl0_2813
    | ~ spl0_2337
    | ~ spl0_2814 ),
    inference(avatar_split_clause,[],[f39840,f31641,f14407,f31635]) ).

fof(f39842,plain,
    ( xuntil2p8(s86)
    | ~ spl0_2338
    | ~ spl0_2815 ),
    inference(forward_subsumption_resolution,[],[f37742,f14419]) ).

fof(f39843,plain,
    ( spl0_2814
    | ~ spl0_2338
    | ~ spl0_2815 ),
    inference(avatar_split_clause,[],[f39842,f31647,f14418,f31641]) ).

fof(f39844,plain,
    ( xuntil2p8(s83)
    | ~ spl0_2341
    | ~ spl0_2818 ),
    inference(forward_subsumption_resolution,[],[f37724,f14452]) ).

fof(f39845,plain,
    ( spl0_2817
    | ~ spl0_2341
    | ~ spl0_2818 ),
    inference(avatar_split_clause,[],[f39844,f31665,f14451,f31659]) ).

fof(f39846,plain,
    ( xuntil2p8(s80)
    | ~ spl0_2344
    | ~ spl0_2821 ),
    inference(forward_subsumption_resolution,[],[f37708,f14485]) ).

fof(f39847,plain,
    ( spl0_2820
    | ~ spl0_2344
    | ~ spl0_2821 ),
    inference(avatar_split_clause,[],[f39846,f31683,f14484,f31677]) ).

fof(f39848,plain,
    ( xuntil2p8(s78)
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_3009 ),
    inference(forward_subsumption_resolution,[],[f37698,f14507]) ).

fof(f39849,plain,
    ( spl0_2822
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_3009 ),
    inference(avatar_split_clause,[],[f39848,f34741,f14517,f14506,f31689]) ).

fof(f39850,plain,
    ( xuntil2p8(s76)
    | ~ spl0_2332
    | ~ spl0_2796 ),
    inference(forward_subsumption_resolution,[],[f37689,f14228]) ).

fof(f39851,plain,
    ( spl0_3009
    | ~ spl0_2332
    | ~ spl0_2796 ),
    inference(avatar_split_clause,[],[f39850,f31492,f14227,f34741]) ).

fof(f39852,plain,
    ( xuntil2p8(s75)
    | ~ spl0_2318
    | ~ spl0_2797 ),
    inference(forward_subsumption_resolution,[],[f37685,f14060]) ).

fof(f39853,plain,
    ( spl0_2796
    | ~ spl0_2318
    | ~ spl0_2797 ),
    inference(avatar_split_clause,[],[f39852,f31499,f14059,f31492]) ).

fof(f39854,plain,
    ( xuntil2p8(s72)
    | ~ spl0_2321
    | ~ spl0_2800 ),
    inference(forward_subsumption_resolution,[],[f37669,f14095]) ).

fof(f39855,plain,
    ( spl0_2799
    | ~ spl0_2321
    | ~ spl0_2800 ),
    inference(avatar_split_clause,[],[f39854,f31517,f14094,f31511]) ).

fof(f39856,plain,
    ( xuntil2p8(s70)
    | ~ spl0_2323
    | ~ spl0_2802 ),
    inference(forward_subsumption_resolution,[],[f37659,f14117]) ).

fof(f39857,plain,
    ( spl0_2801
    | ~ spl0_2323
    | ~ spl0_2802 ),
    inference(avatar_split_clause,[],[f39856,f31529,f14116,f31523]) ).

fof(f39858,plain,
    ( xuntil2p8(s67)
    | ~ spl0_2326
    | ~ spl0_2805 ),
    inference(forward_subsumption_resolution,[],[f37643,f14150]) ).

fof(f39859,plain,
    ( spl0_2804
    | ~ spl0_2326
    | ~ spl0_2805 ),
    inference(avatar_split_clause,[],[f39858,f31547,f14149,f31541]) ).

fof(f39860,plain,
    ( xuntil2p8(s63)
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2998 ),
    inference(forward_subsumption_resolution,[],[f37621,f14194]) ).

fof(f39861,plain,
    ( spl0_2808
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2998 ),
    inference(avatar_split_clause,[],[f39860,f34123,f14204,f14193,f31565]) ).

fof(f39862,plain,
    ( xuntil2p8(s60)
    | ~ spl0_2303
    | ~ spl0_2784 ),
    inference(forward_subsumption_resolution,[],[f37606,f13764]) ).

fof(f39863,plain,
    ( spl0_2783
    | ~ spl0_2303
    | ~ spl0_2784 ),
    inference(avatar_split_clause,[],[f39862,f31382,f13763,f31375]) ).

fof(f39864,plain,
    ( xuntil2p8(s59)
    | ~ spl0_2304
    | ~ spl0_2785 ),
    inference(forward_subsumption_resolution,[],[f37604,f13777]) ).

fof(f39865,plain,
    ( spl0_2784
    | ~ spl0_2304
    | ~ spl0_2785 ),
    inference(avatar_split_clause,[],[f39864,f31388,f13776,f31382]) ).

fof(f39866,plain,
    ( xuntil2p8(s58)
    | ~ spl0_2305
    | ~ spl0_2786 ),
    inference(forward_subsumption_resolution,[],[f37602,f13788]) ).

fof(f39867,plain,
    ( spl0_2785
    | ~ spl0_2305
    | ~ spl0_2786 ),
    inference(avatar_split_clause,[],[f39866,f31394,f13787,f31388]) ).

fof(f39868,plain,
    ( xuntil2p8(s57)
    | ~ spl0_2306
    | ~ spl0_2787 ),
    inference(forward_subsumption_resolution,[],[f37596,f13799]) ).

fof(f39869,plain,
    ( spl0_2786
    | ~ spl0_2306
    | ~ spl0_2787 ),
    inference(avatar_split_clause,[],[f39868,f31400,f13798,f31394]) ).

fof(f39870,plain,
    ( xuntil2p8(s56)
    | ~ spl0_2307
    | ~ spl0_2788 ),
    inference(forward_subsumption_resolution,[],[f37594,f13810]) ).

fof(f39871,plain,
    ( spl0_2787
    | ~ spl0_2307
    | ~ spl0_2788 ),
    inference(avatar_split_clause,[],[f39870,f31406,f13809,f31400]) ).

fof(f39872,plain,
    ( xuntil2p8(s55)
    | ~ spl0_2308
    | ~ spl0_2789 ),
    inference(forward_subsumption_resolution,[],[f37592,f13821]) ).

fof(f39873,plain,
    ( spl0_2788
    | ~ spl0_2308
    | ~ spl0_2789 ),
    inference(avatar_split_clause,[],[f39872,f31412,f13820,f31406]) ).

fof(f39874,plain,
    ( xuntil2p8(s54)
    | ~ spl0_2309
    | ~ spl0_2790 ),
    inference(forward_subsumption_resolution,[],[f37590,f13832]) ).

fof(f39875,plain,
    ( spl0_2789
    | ~ spl0_2309
    | ~ spl0_2790 ),
    inference(avatar_split_clause,[],[f39874,f31418,f13831,f31412]) ).

fof(f39876,plain,
    ( xuntil2p8(s53)
    | ~ spl0_2310
    | ~ spl0_2791 ),
    inference(forward_subsumption_resolution,[],[f37586,f13843]) ).

fof(f39877,plain,
    ( spl0_2790
    | ~ spl0_2310
    | ~ spl0_2791 ),
    inference(avatar_split_clause,[],[f39876,f31424,f13842,f31418]) ).

fof(f39878,plain,
    ( xuntil2p8(s52)
    | ~ spl0_2311
    | ~ spl0_2792 ),
    inference(forward_subsumption_resolution,[],[f37584,f13854]) ).

fof(f39879,plain,
    ( spl0_2791
    | ~ spl0_2311
    | ~ spl0_2792 ),
    inference(avatar_split_clause,[],[f39878,f31430,f13853,f31424]) ).

fof(f39880,plain,
    ( xuntil2p8(s51)
    | ~ spl0_2312
    | ~ spl0_2793 ),
    inference(forward_subsumption_resolution,[],[f37582,f13865]) ).

fof(f39881,plain,
    ( spl0_2792
    | ~ spl0_2312
    | ~ spl0_2793 ),
    inference(avatar_split_clause,[],[f39880,f31436,f13864,f31430]) ).

fof(f39882,plain,
    ( xuntil2p8(s50)
    | ~ spl0_2313
    | ~ spl0_2794 ),
    inference(forward_subsumption_resolution,[],[f37580,f13876]) ).

fof(f39883,plain,
    ( spl0_2793
    | ~ spl0_2313
    | ~ spl0_2794 ),
    inference(avatar_split_clause,[],[f39882,f31442,f13875,f31436]) ).

fof(f39884,plain,
    ( xuntil2p8(s49)
    | ~ spl0_2314
    | ~ spl0_2795 ),
    inference(forward_subsumption_resolution,[],[f37578,f13887]) ).

fof(f39885,plain,
    ( spl0_2794
    | ~ spl0_2314
    | ~ spl0_2795 ),
    inference(avatar_split_clause,[],[f39884,f31448,f13886,f31442]) ).

fof(f39886,plain,
    ( xuntil2p8(s48)
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_3002 ),
    inference(forward_subsumption_resolution,[],[f37576,f13898]) ).

fof(f39887,plain,
    ( spl0_2795
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_3002 ),
    inference(avatar_split_clause,[],[f39886,f34406,f13908,f13897,f31448]) ).

fof(f39888,plain,
    ( xuntil2p8(s46)
    | ~ spl0_2302
    | ~ spl0_2767 ),
    inference(forward_subsumption_resolution,[],[f37569,f13634]) ).

fof(f39889,plain,
    ( spl0_3002
    | ~ spl0_2302
    | ~ spl0_2767 ),
    inference(avatar_split_clause,[],[f39888,f31234,f13633,f34406]) ).

fof(f39890,plain,
    ( xuntil2p8(s45)
    | ~ spl0_2286
    | ~ spl0_2768 ),
    inference(forward_subsumption_resolution,[],[f37565,f13442]) ).

fof(f39891,plain,
    ( spl0_2767
    | ~ spl0_2286
    | ~ spl0_2768 ),
    inference(avatar_split_clause,[],[f39890,f31241,f13441,f31234]) ).

fof(f39892,plain,
    ( xuntil2p8(s44)
    | ~ spl0_2287
    | ~ spl0_2769 ),
    inference(forward_subsumption_resolution,[],[f37563,f13455]) ).

fof(f39893,plain,
    ( spl0_2768
    | ~ spl0_2287
    | ~ spl0_2769 ),
    inference(avatar_split_clause,[],[f39892,f31247,f13454,f31241]) ).

fof(f39894,plain,
    ( xuntil2p8(s43)
    | ~ spl0_2288
    | ~ spl0_2770 ),
    inference(forward_subsumption_resolution,[],[f37561,f13466]) ).

fof(f39895,plain,
    ( spl0_2769
    | ~ spl0_2288
    | ~ spl0_2770 ),
    inference(avatar_split_clause,[],[f39894,f31253,f13465,f31247]) ).

fof(f39896,plain,
    ( xuntil2p8(s42)
    | ~ spl0_2289
    | ~ spl0_2771 ),
    inference(forward_subsumption_resolution,[],[f37559,f13477]) ).

fof(f39897,plain,
    ( spl0_2770
    | ~ spl0_2289
    | ~ spl0_2771 ),
    inference(avatar_split_clause,[],[f39896,f31259,f13476,f31253]) ).

fof(f39898,plain,
    ( xuntil2p8(s41)
    | ~ spl0_2290
    | ~ spl0_2772 ),
    inference(forward_subsumption_resolution,[],[f37557,f13488]) ).

fof(f39899,plain,
    ( spl0_2771
    | ~ spl0_2290
    | ~ spl0_2772 ),
    inference(avatar_split_clause,[],[f39898,f31265,f13487,f31259]) ).

fof(f39900,plain,
    ( xuntil2p8(s40)
    | ~ spl0_2291
    | ~ spl0_2773 ),
    inference(forward_subsumption_resolution,[],[f37555,f13499]) ).

fof(f39901,plain,
    ( spl0_2772
    | ~ spl0_2291
    | ~ spl0_2773 ),
    inference(avatar_split_clause,[],[f39900,f31271,f13498,f31265]) ).

fof(f39902,plain,
    ( xuntil2p8(s39)
    | ~ spl0_2292
    | ~ spl0_2774 ),
    inference(forward_subsumption_resolution,[],[f37553,f13510]) ).

fof(f39903,plain,
    ( spl0_2773
    | ~ spl0_2292
    | ~ spl0_2774 ),
    inference(avatar_split_clause,[],[f39902,f31277,f13509,f31271]) ).

fof(f39904,plain,
    ( xuntil2p8(s38)
    | ~ spl0_2293
    | ~ spl0_2775 ),
    inference(forward_subsumption_resolution,[],[f37551,f13521]) ).

fof(f39905,plain,
    ( spl0_2774
    | ~ spl0_2293
    | ~ spl0_2775 ),
    inference(avatar_split_clause,[],[f39904,f31283,f13520,f31277]) ).

fof(f39906,plain,
    ( xuntil2p8(s37)
    | ~ spl0_2294
    | ~ spl0_2776 ),
    inference(forward_subsumption_resolution,[],[f37547,f13532]) ).

fof(f39907,plain,
    ( spl0_2775
    | ~ spl0_2294
    | ~ spl0_2776 ),
    inference(avatar_split_clause,[],[f39906,f31289,f13531,f31283]) ).

fof(f39908,plain,
    ( xuntil2p8(s36)
    | ~ spl0_2295
    | ~ spl0_2777 ),
    inference(forward_subsumption_resolution,[],[f37545,f13543]) ).

fof(f39909,plain,
    ( spl0_2776
    | ~ spl0_2295
    | ~ spl0_2777 ),
    inference(avatar_split_clause,[],[f39908,f31295,f13542,f31289]) ).

fof(f39910,plain,
    ( xuntil2p8(s35)
    | ~ spl0_2296
    | ~ spl0_2778 ),
    inference(forward_subsumption_resolution,[],[f37543,f13554]) ).

fof(f39911,plain,
    ( spl0_2777
    | ~ spl0_2296
    | ~ spl0_2778 ),
    inference(avatar_split_clause,[],[f39910,f31301,f13553,f31295]) ).

fof(f39912,plain,
    ( xuntil2p8(s34)
    | ~ spl0_2297
    | ~ spl0_2779 ),
    inference(forward_subsumption_resolution,[],[f37541,f13565]) ).

fof(f39913,plain,
    ( spl0_2778
    | ~ spl0_2297
    | ~ spl0_2779 ),
    inference(avatar_split_clause,[],[f39912,f31307,f13564,f31301]) ).

fof(f39914,plain,
    ( xuntil2p8(s33)
    | ~ spl0_2298
    | ~ spl0_2780 ),
    inference(forward_subsumption_resolution,[],[f37539,f13576]) ).

fof(f39915,plain,
    ( spl0_2779
    | ~ spl0_2298
    | ~ spl0_2780 ),
    inference(avatar_split_clause,[],[f39914,f31313,f13575,f31307]) ).

fof(f39916,plain,
    ( xuntil2p8(s32)
    | ~ spl0_2299
    | ~ spl0_2781 ),
    inference(forward_subsumption_resolution,[],[f37537,f13587]) ).

fof(f39917,plain,
    ( spl0_2780
    | ~ spl0_2299
    | ~ spl0_2781 ),
    inference(avatar_split_clause,[],[f39916,f31319,f13586,f31313]) ).

fof(f39918,plain,
    ( xuntil2p8(s31)
    | ~ spl0_2300
    | ~ spl0_2782 ),
    inference(forward_subsumption_resolution,[],[f37533,f13598]) ).

fof(f39919,plain,
    ( spl0_2781
    | ~ spl0_2300
    | ~ spl0_2782 ),
    inference(avatar_split_clause,[],[f39918,f31325,f13597,f31319]) ).

fof(f39920,plain,
    ( xuntil2p8(s30)
    | ~ spl0_2301
    | ~ spl0_3003 ),
    inference(forward_subsumption_resolution,[],[f37531,f13609]) ).

fof(f39921,plain,
    ( spl0_2782
    | ~ spl0_2301
    | ~ spl0_3003 ),
    inference(avatar_split_clause,[],[f39920,f34412,f13608,f31325]) ).

fof(f39922,plain,
    ( xuntil2p8(s29)
    | ~ spl0_2285
    | ~ spl0_2750 ),
    inference(forward_subsumption_resolution,[],[f37529,f13298]) ).

fof(f39923,plain,
    ( spl0_3003
    | ~ spl0_2285
    | ~ spl0_2750 ),
    inference(avatar_split_clause,[],[f39922,f31084,f13297,f34412]) ).

fof(f39924,plain,
    ( xuntil2p8(s28)
    | ~ spl0_2268
    | ~ spl0_2751 ),
    inference(forward_subsumption_resolution,[],[f37527,f13094]) ).

fof(f39925,plain,
    ( spl0_2750
    | ~ spl0_2268
    | ~ spl0_2751 ),
    inference(avatar_split_clause,[],[f39924,f31090,f13093,f31084]) ).

fof(f39926,plain,
    ( xuntil2p8(s27)
    | ~ spl0_2269
    | ~ spl0_2752 ),
    inference(forward_subsumption_resolution,[],[f37523,f13107]) ).

fof(f39927,plain,
    ( spl0_2751
    | ~ spl0_2269
    | ~ spl0_2752 ),
    inference(avatar_split_clause,[],[f39926,f31096,f13106,f31090]) ).

fof(f39928,plain,
    ( xuntil2p8(s26)
    | ~ spl0_2270
    | ~ spl0_2753 ),
    inference(forward_subsumption_resolution,[],[f37521,f13118]) ).

fof(f39929,plain,
    ( spl0_2752
    | ~ spl0_2270
    | ~ spl0_2753 ),
    inference(avatar_split_clause,[],[f39928,f31102,f13117,f31096]) ).

fof(f39930,plain,
    ( xuntil2p8(s25)
    | ~ spl0_2271
    | ~ spl0_2754 ),
    inference(forward_subsumption_resolution,[],[f37517,f13129]) ).

fof(f39931,plain,
    ( spl0_2753
    | ~ spl0_2271
    | ~ spl0_2754 ),
    inference(avatar_split_clause,[],[f39930,f31108,f13128,f31102]) ).

fof(f39932,plain,
    ( xuntil2p8(s24)
    | ~ spl0_2272
    | ~ spl0_2755 ),
    inference(forward_subsumption_resolution,[],[f37515,f13140]) ).

fof(f39933,plain,
    ( spl0_2754
    | ~ spl0_2272
    | ~ spl0_2755 ),
    inference(avatar_split_clause,[],[f39932,f31114,f13139,f31108]) ).

fof(f39934,plain,
    ( xuntil2p8(s23)
    | ~ spl0_2273
    | ~ spl0_2756 ),
    inference(forward_subsumption_resolution,[],[f37511,f13151]) ).

fof(f39935,plain,
    ( spl0_2755
    | ~ spl0_2273
    | ~ spl0_2756 ),
    inference(avatar_split_clause,[],[f39934,f31120,f13150,f31114]) ).

fof(f39936,plain,
    ( xuntil2p8(s22)
    | ~ spl0_2274
    | ~ spl0_2757 ),
    inference(forward_subsumption_resolution,[],[f37509,f13162]) ).

fof(f39937,plain,
    ( spl0_2756
    | ~ spl0_2274
    | ~ spl0_2757 ),
    inference(avatar_split_clause,[],[f39936,f31126,f13161,f31120]) ).

fof(f39938,plain,
    ( xuntil2p8(s21)
    | ~ spl0_2275
    | ~ spl0_2758 ),
    inference(forward_subsumption_resolution,[],[f37507,f13173]) ).

fof(f39939,plain,
    ( spl0_2757
    | ~ spl0_2275
    | ~ spl0_2758 ),
    inference(avatar_split_clause,[],[f39938,f31132,f13172,f31126]) ).

fof(f39940,plain,
    ( xuntil2p8(s20)
    | ~ spl0_2276
    | ~ spl0_2759 ),
    inference(forward_subsumption_resolution,[],[f37505,f13184]) ).

fof(f39941,plain,
    ( spl0_2758
    | ~ spl0_2276
    | ~ spl0_2759 ),
    inference(avatar_split_clause,[],[f39940,f31138,f13183,f31132]) ).

fof(f39942,plain,
    ( xuntil2p8(s19)
    | ~ spl0_2277
    | ~ spl0_2760 ),
    inference(forward_subsumption_resolution,[],[f37503,f13195]) ).

fof(f39943,plain,
    ( spl0_2759
    | ~ spl0_2277
    | ~ spl0_2760 ),
    inference(avatar_split_clause,[],[f39942,f31144,f13194,f31138]) ).

fof(f39944,plain,
    ( xuntil2p8(s18)
    | ~ spl0_2278
    | ~ spl0_2761 ),
    inference(forward_subsumption_resolution,[],[f37501,f13206]) ).

fof(f39945,plain,
    ( spl0_2760
    | ~ spl0_2278
    | ~ spl0_2761 ),
    inference(avatar_split_clause,[],[f39944,f31150,f13205,f31144]) ).

fof(f39946,plain,
    ( xuntil2p8(s17)
    | ~ spl0_2279
    | ~ spl0_2762 ),
    inference(forward_subsumption_resolution,[],[f37495,f13217]) ).

fof(f39947,plain,
    ( spl0_2761
    | ~ spl0_2279
    | ~ spl0_2762 ),
    inference(avatar_split_clause,[],[f39946,f31156,f13216,f31150]) ).

fof(f39948,plain,
    ( xuntil2p8(s16)
    | ~ spl0_2280
    | ~ spl0_2763 ),
    inference(forward_subsumption_resolution,[],[f37493,f13228]) ).

fof(f39949,plain,
    ( spl0_2762
    | ~ spl0_2280
    | ~ spl0_2763 ),
    inference(avatar_split_clause,[],[f39948,f31162,f13227,f31156]) ).

fof(f39950,plain,
    ( xuntil2p8(s15)
    | ~ spl0_2281
    | ~ spl0_2764 ),
    inference(forward_subsumption_resolution,[],[f37491,f13239]) ).

fof(f39951,plain,
    ( spl0_2763
    | ~ spl0_2281
    | ~ spl0_2764 ),
    inference(avatar_split_clause,[],[f39950,f31168,f13238,f31162]) ).

fof(f39952,plain,
    ( xuntil2p8(s14)
    | ~ spl0_2282
    | ~ spl0_2765 ),
    inference(forward_subsumption_resolution,[],[f37396,f13250]) ).

fof(f39953,plain,
    ( spl0_2764
    | ~ spl0_2282
    | ~ spl0_2765 ),
    inference(avatar_split_clause,[],[f39952,f31174,f13249,f31168]) ).

fof(f39954,plain,
    ( xuntil2p8(s75)
    | ~ node4(s75)
    | spl0_378
    | ~ spl0_457 ),
    inference(resolution,[],[f25655,f942]) ).

fof(f39955,plain,
    ( xuntil2p8(s75)
    | spl0_378
    | ~ spl0_457
    | ~ spl0_2318 ),
    inference(forward_subsumption_resolution,[],[f39954,f14060]) ).

fof(f39956,plain,
    ( spl0_2796
    | spl0_378
    | ~ spl0_457
    | ~ spl0_2318 ),
    inference(avatar_split_clause,[],[f39955,f14059,f2773,f2453,f31492]) ).

fof(f39960,plain,
    ( xuntil2p8(s429)
    | ~ node4(s429)
    | spl0_24
    | ~ spl0_457 ),
    inference(resolution,[],[f25164,f942]) ).

fof(f39961,plain,
    ( xuntil2p8(s429)
    | spl0_24
    | ~ spl0_457
    | ~ spl0_2685 ),
    inference(forward_subsumption_resolution,[],[f39960,f21766]) ).

fof(f39962,plain,
    ( ! [X0] :
        ( succ(s429,X0)
        | until2p7(X0) )
    | spl0_24
    | ~ spl0_457
    | ~ spl0_2685 ),
    inference(resolution,[],[f39961,f943]) ).

fof(f39964,plain,
    ( until2p7(s430)
    | spl0_24
    | ~ spl0_457
    | ~ spl0_2685 ),
    inference(resolution,[],[f39962,f903]) ).

fof(f39965,plain,
    ( xuntil2p8(s430)
    | ~ node4(s430)
    | spl0_24
    | ~ spl0_457
    | ~ spl0_2685 ),
    inference(resolution,[],[f39964,f942]) ).

fof(f39966,plain,
    ( xuntil2p8(s430)
    | spl0_24
    | ~ spl0_457
    | ~ spl0_2685
    | ~ spl0_2686 ),
    inference(forward_subsumption_resolution,[],[f39965,f21781]) ).

fof(f39967,plain,
    ( spl0_2744
    | spl0_24
    | ~ spl0_457
    | ~ spl0_2685
    | ~ spl0_2686 ),
    inference(avatar_split_clause,[],[f39966,f21780,f21765,f2773,f1037,f31024]) ).

fof(f39968,plain,
    ( xuntil2p8(s437)
    | ~ node4(s437)
    | spl0_16
    | ~ spl0_457 ),
    inference(resolution,[],[f25092,f942]) ).

fof(f39969,plain,
    ( xuntil2p8(s437)
    | spl0_16
    | ~ spl0_457
    | ~ spl0_2692 ),
    inference(forward_subsumption_resolution,[],[f39968,f21881]) ).

fof(f39970,plain,
    ( ! [X0] :
        ( succ(s437,X0)
        | until2p7(X0) )
    | spl0_16
    | ~ spl0_457
    | ~ spl0_2692 ),
    inference(resolution,[],[f39969,f943]) ).

fof(f39975,plain,
    ( until2p7(s438)
    | spl0_16
    | ~ spl0_457
    | ~ spl0_2692 ),
    inference(resolution,[],[f39970,f911]) ).

fof(f39976,plain,
    ( xuntil2p8(s438)
    | ~ node4(s438)
    | spl0_16
    | ~ spl0_457
    | ~ spl0_2692 ),
    inference(resolution,[],[f39975,f942]) ).

fof(f39977,plain,
    ( xuntil2p8(s438)
    | spl0_16
    | ~ spl0_457
    | ~ spl0_2692
    | ~ spl0_2694 ),
    inference(forward_subsumption_resolution,[],[f39976,f21924]) ).

fof(f39978,plain,
    ( spl0_2743
    | spl0_16
    | ~ spl0_457
    | ~ spl0_2692
    | ~ spl0_2694 ),
    inference(avatar_split_clause,[],[f39977,f21923,f21880,f2773,f1005,f31017]) ).

fof(f39980,plain,
    ( xuntil2p8(s122)
    | ~ node4(s122)
    | spl0_331
    | ~ spl0_457 ),
    inference(resolution,[],[f26078,f942]) ).

fof(f39981,plain,
    ( xuntil2p8(s122)
    | spl0_331
    | ~ spl0_457
    | ~ spl0_2369 ),
    inference(forward_subsumption_resolution,[],[f39980,f15011]) ).

fof(f39982,plain,
    ( spl0_2832
    | spl0_331
    | ~ spl0_457
    | ~ spl0_2369 ),
    inference(avatar_split_clause,[],[f39981,f15010,f2773,f2265,f31819]) ).

fof(f39986,plain,
    ( xuntil2p8(s211)
    | ~ node4(s211)
    | spl0_242
    | ~ spl0_457 ),
    inference(resolution,[],[f26879,f942]) ).

fof(f39987,plain,
    ( xuntil2p8(s211)
    | spl0_242
    | ~ spl0_457
    | ~ spl0_2466 ),
    inference(forward_subsumption_resolution,[],[f39986,f16839]) ).

fof(f39988,plain,
    ( spl0_2901
    | spl0_242
    | ~ spl0_457
    | ~ spl0_2466 ),
    inference(avatar_split_clause,[],[f39987,f16838,f2773,f1909,f32436]) ).

fof(f39990,plain,
    ( xuntil2p8(s166)
    | ~ node4(s166)
    | spl0_287
    | ~ spl0_457 ),
    inference(resolution,[],[f26474,f942]) ).

fof(f39991,plain,
    ( xuntil2p8(s166)
    | spl0_287
    | ~ spl0_457
    | ~ spl0_2427 ),
    inference(forward_subsumption_resolution,[],[f39990,f16073]) ).

fof(f39992,plain,
    ( spl0_2874
    | spl0_287
    | ~ spl0_457
    | ~ spl0_2427 ),
    inference(avatar_split_clause,[],[f39991,f16072,f2773,f2089,f32179]) ).

fof(f39995,plain,
    ( xuntil2p8(s283)
    | ~ node4(s283)
    | spl0_170
    | ~ spl0_457 ),
    inference(resolution,[],[f26478,f942]) ).

fof(f39996,plain,
    ( xuntil2p8(s283)
    | spl0_170
    | ~ spl0_457
    | ~ spl0_2530 ),
    inference(forward_subsumption_resolution,[],[f39995,f18121]) ).

fof(f39997,plain,
    ( spl0_2725
    | spl0_170
    | ~ spl0_457
    | ~ spl0_2530 ),
    inference(avatar_split_clause,[],[f39996,f18120,f2773,f1621,f30528]) ).

fof(f39998,plain,
    ( xuntil2p8(s326)
    | ~ node4(s326)
    | spl0_127
    | ~ spl0_457 ),
    inference(resolution,[],[f26091,f942]) ).

fof(f39999,plain,
    ( xuntil2p8(s326)
    | spl0_127
    | ~ spl0_457
    | ~ spl0_2578 ),
    inference(forward_subsumption_resolution,[],[f39998,f19059]) ).

fof(f40000,plain,
    ( spl0_2948
    | spl0_127
    | ~ spl0_457
    | ~ spl0_2578 ),
    inference(avatar_split_clause,[],[f39999,f19058,f2773,f1449,f32923]) ).

fof(f40006,plain,
    ( xuntil2p8(s338)
    | ~ node4(s338)
    | spl0_115
    | ~ spl0_457 ),
    inference(resolution,[],[f25983,f942]) ).

fof(f40007,plain,
    ( xuntil2p8(s338)
    | spl0_115
    | ~ spl0_457
    | ~ spl0_2592 ),
    inference(forward_subsumption_resolution,[],[f40006,f19448]) ).

fof(f40008,plain,
    ( spl0_3029
    | spl0_115
    | ~ spl0_457
    | ~ spl0_2592 ),
    inference(avatar_split_clause,[],[f40007,f19447,f2773,f1401,f36017]) ).

fof(f40012,plain,
    ( xuntil2p8(s149)
    | ~ node4(s149)
    | spl0_304
    | ~ spl0_457 ),
    inference(resolution,[],[f26321,f942]) ).

fof(f40013,plain,
    ( xuntil2p8(s149)
    | spl0_304
    | ~ spl0_457
    | ~ spl0_2402 ),
    inference(forward_subsumption_resolution,[],[f40012,f15615]) ).

fof(f40014,plain,
    ( spl0_2855
    | spl0_304
    | ~ spl0_457
    | ~ spl0_2402 ),
    inference(avatar_split_clause,[],[f40013,f15614,f2773,f2157,f32022]) ).

fof(f40016,plain,
    ( xuntil2p8(s47)
    | ~ node4(s47)
    | spl0_406
    | ~ spl0_457 ),
    inference(resolution,[],[f25403,f942]) ).

fof(f40017,plain,
    ( xuntil2p8(s47)
    | spl0_406
    | ~ spl0_457
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f40016,f13909]) ).

fof(f40020,plain,
    ( ! [X0] :
        ( succ(s47,X0)
        | until2p7(X0) )
    | spl0_406
    | ~ spl0_457
    | ~ spl0_2316 ),
    inference(resolution,[],[f40017,f943]) ).

fof(f40022,plain,
    ( until2p7(s48)
    | spl0_406
    | ~ spl0_457
    | ~ spl0_2316 ),
    inference(resolution,[],[f40020,f521]) ).

fof(f40023,plain,
    ( xuntil2p8(s48)
    | ~ node4(s48)
    | spl0_406
    | ~ spl0_457
    | ~ spl0_2316 ),
    inference(resolution,[],[f40022,f942]) ).

fof(f40024,plain,
    ( xuntil2p8(s48)
    | spl0_406
    | ~ spl0_457
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(forward_subsumption_resolution,[],[f40023,f13898]) ).

fof(f40025,plain,
    ( spl0_2795
    | spl0_406
    | ~ spl0_457
    | ~ spl0_2315
    | ~ spl0_2316 ),
    inference(avatar_split_clause,[],[f40024,f13908,f13897,f2773,f2565,f31448]) ).

fof(f40028,plain,
    ( xuntil2p8(s351)
    | ~ node4(s351)
    | spl0_102
    | ~ spl0_457 ),
    inference(resolution,[],[f25866,f942]) ).

fof(f40029,plain,
    ( xuntil2p8(s351)
    | spl0_102
    | ~ spl0_457
    | ~ spl0_2627 ),
    inference(forward_subsumption_resolution,[],[f40028,f20120]) ).

fof(f40031,plain,
    ( ! [X0] :
        ( succ(s351,X0)
        | until2p7(X0) )
    | spl0_102
    | ~ spl0_457
    | ~ spl0_2627 ),
    inference(resolution,[],[f40029,f943]) ).

fof(f40033,plain,
    ( until2p7(s352)
    | spl0_102
    | ~ spl0_457
    | ~ spl0_2627 ),
    inference(resolution,[],[f40031,f825]) ).

fof(f40034,plain,
    ( xuntil2p8(s352)
    | ~ node4(s352)
    | spl0_102
    | ~ spl0_457
    | ~ spl0_2627 ),
    inference(resolution,[],[f40033,f942]) ).

fof(f40035,plain,
    ( xuntil2p8(s352)
    | spl0_102
    | ~ spl0_457
    | ~ spl0_2627
    | ~ spl0_2629 ),
    inference(forward_subsumption_resolution,[],[f40034,f20183]) ).

fof(f40036,plain,
    ( spl0_3013
    | spl0_102
    | ~ spl0_457
    | ~ spl0_2627
    | ~ spl0_2629 ),
    inference(avatar_split_clause,[],[f40035,f20182,f20119,f2773,f1349,f35248]) ).

fof(f40037,plain,
    ( xuntil2p8(s57)
    | ~ node4(s57)
    | spl0_396
    | ~ spl0_457 ),
    inference(resolution,[],[f25493,f942]) ).

fof(f40038,plain,
    ( xuntil2p8(s57)
    | spl0_396
    | ~ spl0_457
    | ~ spl0_2306 ),
    inference(forward_subsumption_resolution,[],[f40037,f13799]) ).

fof(f40039,plain,
    ( spl0_2786
    | spl0_396
    | ~ spl0_457
    | ~ spl0_2306 ),
    inference(avatar_split_clause,[],[f40038,f13798,f2773,f2525,f31394]) ).

fof(f40042,plain,
    ( xuntil2p8(s383)
    | ~ node4(s383)
    | spl0_70
    | ~ spl0_457 ),
    inference(resolution,[],[f25578,f942]) ).

fof(f40043,plain,
    ( xuntil2p8(s383)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630 ),
    inference(forward_subsumption_resolution,[],[f40042,f20269]) ).

fof(f40046,plain,
    ( ! [X0] :
        ( succ(s383,X0)
        | until2p7(X0) )
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630 ),
    inference(resolution,[],[f40043,f943]) ).

fof(f40048,plain,
    ( until2p7(s384)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630 ),
    inference(resolution,[],[f40046,f857]) ).

fof(f40049,plain,
    ( xuntil2p8(s384)
    | ~ node4(s384)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630 ),
    inference(resolution,[],[f40048,f942]) ).

fof(f40050,plain,
    ( xuntil2p8(s384)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f40049,f20306]) ).

fof(f40051,plain,
    ( ! [X0] :
        ( succ(s384,X0)
        | until2p7(X0) )
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(resolution,[],[f40050,f943]) ).

fof(f40053,plain,
    ( until2p7(s385)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(resolution,[],[f40051,f858]) ).

fof(f40054,plain,
    ( xuntil2p8(s385)
    | ~ node4(s385)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(resolution,[],[f40053,f942]) ).

fof(f40055,plain,
    ( xuntil2p8(s385)
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f40054,f20290]) ).

fof(f40056,plain,
    ( spl0_2739
    | spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632 ),
    inference(avatar_split_clause,[],[f40055,f20305,f20289,f20268,f2773,f1221,f30938]) ).

fof(f40057,plain,
    ( xuntil2p8(s132)
    | ~ node4(s132)
    | spl0_321
    | ~ spl0_457 ),
    inference(resolution,[],[f26168,f942]) ).

fof(f40058,plain,
    ( xuntil2p8(s132)
    | spl0_321
    | ~ spl0_457
    | ~ spl0_2388 ),
    inference(forward_subsumption_resolution,[],[f40057,f15329]) ).

fof(f40059,plain,
    ( spl0_2847
    | spl0_321
    | ~ spl0_457
    | ~ spl0_2388 ),
    inference(avatar_split_clause,[],[f40058,f15328,f2773,f2225,f31945]) ).

fof(f40061,plain,
    ( xuntil2p8(s184)
    | ~ node4(s184)
    | spl0_269
    | ~ spl0_457 ),
    inference(resolution,[],[f26636,f942]) ).

fof(f40062,plain,
    ( xuntil2p8(s184)
    | spl0_269
    | ~ spl0_457
    | ~ spl0_2433 ),
    inference(forward_subsumption_resolution,[],[f40061,f16246]) ).

fof(f40063,plain,
    ( spl0_2878
    | spl0_269
    | ~ spl0_457
    | ~ spl0_2433 ),
    inference(avatar_split_clause,[],[f40062,f16245,f2773,f2017,f32232]) ).

fof(f40068,plain,
    ( xuntil2p8(s329)
    | ~ node4(s329)
    | spl0_124
    | ~ spl0_457 ),
    inference(resolution,[],[f26064,f942]) ).

fof(f40069,plain,
    ( xuntil2p8(s329)
    | spl0_124
    | ~ spl0_457
    | ~ spl0_2577 ),
    inference(forward_subsumption_resolution,[],[f40068,f19045]) ).

fof(f40070,plain,
    ( spl0_2947
    | spl0_124
    | ~ spl0_457
    | ~ spl0_2577 ),
    inference(avatar_split_clause,[],[f40069,f19044,f2773,f1437,f32916]) ).

fof(f40071,plain,
    ( xuntil2p8(s284)
    | ~ node4(s284)
    | spl0_169
    | ~ spl0_457 ),
    inference(resolution,[],[f26469,f942]) ).

fof(f40072,plain,
    ( xuntil2p8(s284)
    | spl0_169
    | ~ spl0_457
    | ~ spl0_2533 ),
    inference(forward_subsumption_resolution,[],[f40071,f18182]) ).

fof(f40076,plain,
    ( ! [X0] :
        ( succ(s284,X0)
        | until2p7(X0) )
    | spl0_169
    | ~ spl0_457
    | ~ spl0_2533 ),
    inference(resolution,[],[f40072,f943]) ).

fof(f40078,plain,
    ( until2p7(s285)
    | spl0_169
    | ~ spl0_457
    | ~ spl0_2533 ),
    inference(resolution,[],[f40076,f758]) ).

fof(f40079,plain,
    ( xuntil2p8(s285)
    | ~ node4(s285)
    | spl0_169
    | ~ spl0_457
    | ~ spl0_2533 ),
    inference(resolution,[],[f40078,f942]) ).

fof(f40080,plain,
    ( xuntil2p8(s285)
    | spl0_169
    | ~ spl0_457
    | ~ spl0_2533
    | ~ spl0_2541 ),
    inference(forward_subsumption_resolution,[],[f40079,f18360]) ).

fof(f40081,plain,
    ( spl0_3026
    | spl0_169
    | ~ spl0_457
    | ~ spl0_2533
    | ~ spl0_2541 ),
    inference(avatar_split_clause,[],[f40080,f18359,f18181,f2773,f1617,f35845]) ).

fof(f40085,plain,
    ( xuntil2p8(s298)
    | ~ node4(s298)
    | spl0_155
    | ~ spl0_457 ),
    inference(resolution,[],[f26343,f942]) ).

fof(f40086,plain,
    ( xuntil2p8(s298)
    | spl0_155
    | ~ spl0_457
    | ~ spl0_2549 ),
    inference(forward_subsumption_resolution,[],[f40085,f18540]) ).

fof(f40087,plain,
    ( spl0_3015
    | spl0_155
    | ~ spl0_457
    | ~ spl0_2549 ),
    inference(avatar_split_clause,[],[f40086,f18539,f2773,f1561,f35400]) ).

fof(f40088,plain,
    ( xuntil2p8(s386)
    | ~ node4(s386)
    | spl0_67
    | ~ spl0_457 ),
    inference(resolution,[],[f25551,f942]) ).

fof(f40089,plain,
    ( xuntil2p8(s386)
    | spl0_67
    | ~ spl0_457
    | ~ spl0_2633 ),
    inference(forward_subsumption_resolution,[],[f40088,f20334]) ).

fof(f40090,plain,
    ( spl0_2969
    | spl0_67
    | ~ spl0_457
    | ~ spl0_2633 ),
    inference(avatar_split_clause,[],[f40089,f20333,f2773,f1209,f33179]) ).

fof(f40091,plain,
    ( xuntil2p8(s140)
    | ~ node4(s140)
    | spl0_313
    | ~ spl0_457 ),
    inference(resolution,[],[f26240,f942]) ).

fof(f40092,plain,
    ( xuntil2p8(s140)
    | spl0_313
    | ~ spl0_457
    | ~ spl0_2392 ),
    inference(forward_subsumption_resolution,[],[f40091,f15429]) ).

fof(f40093,plain,
    ( spl0_2849
    | spl0_313
    | ~ spl0_457
    | ~ spl0_2392 ),
    inference(avatar_split_clause,[],[f40092,f15428,f2773,f2193,f31967]) ).

fof(f40096,plain,
    ( xuntil2p8(s83)
    | ~ node4(s83)
    | spl0_370
    | ~ spl0_457 ),
    inference(resolution,[],[f25727,f942]) ).

fof(f40097,plain,
    ( xuntil2p8(s83)
    | spl0_370
    | ~ spl0_457
    | ~ spl0_2341 ),
    inference(forward_subsumption_resolution,[],[f40096,f14452]) ).

fof(f40098,plain,
    ( spl0_2817
    | spl0_370
    | ~ spl0_457
    | ~ spl0_2341 ),
    inference(avatar_split_clause,[],[f40097,f14451,f2773,f2421,f31659]) ).

fof(f40102,plain,
    ( xuntil2p8(s404)
    | ~ node4(s404)
    | spl0_49
    | ~ spl0_457 ),
    inference(resolution,[],[f25389,f942]) ).

fof(f40103,plain,
    ( xuntil2p8(s404)
    | spl0_49
    | ~ spl0_457
    | ~ spl0_2678 ),
    inference(forward_subsumption_resolution,[],[f40102,f21576]) ).

fof(f40104,plain,
    ( spl0_2982
    | spl0_49
    | ~ spl0_457
    | ~ spl0_2678 ),
    inference(avatar_split_clause,[],[f40103,f21575,f2773,f1137,f33359]) ).

fof(f40108,plain,
    ( xuntil2p8(s147)
    | ~ node4(s147)
    | spl0_306
    | ~ spl0_457 ),
    inference(resolution,[],[f26303,f942]) ).

fof(f40109,plain,
    ( xuntil2p8(s147)
    | spl0_306
    | ~ spl0_457
    | ~ spl0_2404 ),
    inference(forward_subsumption_resolution,[],[f40108,f15637]) ).

fof(f40110,plain,
    ( spl0_2857
    | spl0_306
    | ~ spl0_457
    | ~ spl0_2404 ),
    inference(avatar_split_clause,[],[f40109,f15636,f2773,f2165,f32034]) ).

fof(f40111,plain,
    ( xuntil2p8(s150)
    | ~ node4(s150)
    | spl0_303
    | ~ spl0_457 ),
    inference(resolution,[],[f26330,f942]) ).

fof(f40112,plain,
    ( xuntil2p8(s150)
    | spl0_303
    | ~ spl0_457
    | ~ spl0_2401 ),
    inference(forward_subsumption_resolution,[],[f40111,f15602]) ).

fof(f40113,plain,
    ( spl0_2854
    | spl0_303
    | ~ spl0_457
    | ~ spl0_2401 ),
    inference(avatar_split_clause,[],[f40112,f15601,f2773,f2153,f32015]) ).

fof(f40114,plain,
    ( xuntil2p8(s247)
    | ~ node4(s247)
    | spl0_206
    | ~ spl0_457 ),
    inference(resolution,[],[f26802,f942]) ).

fof(f40115,plain,
    ( xuntil2p8(s247)
    | spl0_206
    | ~ spl0_457
    | ~ spl0_2497 ),
    inference(forward_subsumption_resolution,[],[f40114,f17461]) ).

fof(f40121,plain,
    ( ! [X0] :
        ( succ(s247,X0)
        | until2p7(X0) )
    | spl0_206
    | ~ spl0_457
    | ~ spl0_2497 ),
    inference(resolution,[],[f40115,f943]) ).

fof(f40123,plain,
    ( until2p7(s248)
    | spl0_206
    | ~ spl0_457
    | ~ spl0_2497 ),
    inference(resolution,[],[f40121,f721]) ).

fof(f40124,plain,
    ( xuntil2p8(s248)
    | ~ node4(s248)
    | spl0_206
    | ~ spl0_457
    | ~ spl0_2497 ),
    inference(resolution,[],[f40123,f942]) ).

fof(f40125,plain,
    ( xuntil2p8(s248)
    | spl0_206
    | ~ spl0_457
    | ~ spl0_2496
    | ~ spl0_2497 ),
    inference(forward_subsumption_resolution,[],[f40124,f17448]) ).

fof(f40126,plain,
    ( spl0_2923
    | spl0_206
    | ~ spl0_457
    | ~ spl0_2496
    | ~ spl0_2497 ),
    inference(avatar_split_clause,[],[f40125,f17460,f17447,f2773,f1765,f32641]) ).

fof(f40127,plain,
    ( xuntil2p8(s68)
    | ~ node4(s68)
    | spl0_385
    | ~ spl0_457 ),
    inference(resolution,[],[f25592,f942]) ).

fof(f40128,plain,
    ( xuntil2p8(s68)
    | spl0_385
    | ~ spl0_457
    | ~ spl0_2325 ),
    inference(forward_subsumption_resolution,[],[f40127,f14139]) ).

fof(f40129,plain,
    ( spl0_2803
    | spl0_385
    | ~ spl0_457
    | ~ spl0_2325 ),
    inference(avatar_split_clause,[],[f40128,f14138,f2773,f2481,f31535]) ).

fof(f40132,plain,
    ( xuntil2p8(s294)
    | ~ node4(s294)
    | spl0_159
    | ~ spl0_457 ),
    inference(resolution,[],[f26379,f942]) ).

fof(f40133,plain,
    ( xuntil2p8(s294)
    | spl0_159
    | ~ spl0_457
    | ~ spl0_2585 ),
    inference(forward_subsumption_resolution,[],[f40132,f19196]) ).

fof(f40134,plain,
    ( spl0_2955
    | spl0_159
    | ~ spl0_457
    | ~ spl0_2585 ),
    inference(avatar_split_clause,[],[f40133,f19195,f2773,f1577,f32965]) ).

fof(f40140,plain,
    ( xuntil2p8(s204)
    | ~ node4(s204)
    | spl0_249
    | ~ spl0_457 ),
    inference(resolution,[],[f26816,f942]) ).

fof(f40141,plain,
    ( xuntil2p8(s204)
    | spl0_249
    | ~ spl0_457
    | ~ spl0_2462 ),
    inference(forward_subsumption_resolution,[],[f40140,f16753]) ).

fof(f40142,plain,
    ( spl0_2898
    | spl0_249
    | ~ spl0_457
    | ~ spl0_2462 ),
    inference(avatar_split_clause,[],[f40141,f16752,f2773,f1937,f32405]) ).

fof(f40143,plain,
    ( xuntil2p8(s232)
    | ~ node4(s232)
    | spl0_221
    | ~ spl0_457 ),
    inference(resolution,[],[f26937,f942]) ).

fof(f40144,plain,
    ( xuntil2p8(s232)
    | spl0_221
    | ~ spl0_457
    | ~ spl0_2491 ),
    inference(forward_subsumption_resolution,[],[f40143,f17305]) ).

fof(f40145,plain,
    ( spl0_2919
    | spl0_221
    | ~ spl0_457
    | ~ spl0_2491 ),
    inference(avatar_split_clause,[],[f40144,f17304,f2773,f1825,f32592]) ).

fof(f40146,plain,
    ( xuntil2p8(s180)
    | ~ node4(s180)
    | spl0_273
    | ~ spl0_457 ),
    inference(resolution,[],[f26600,f942]) ).

fof(f40147,plain,
    ( xuntil2p8(s180)
    | spl0_273
    | ~ spl0_457
    | ~ spl0_2437 ),
    inference(forward_subsumption_resolution,[],[f40146,f16290]) ).

fof(f40148,plain,
    ( spl0_2882
    | spl0_273
    | ~ spl0_457
    | ~ spl0_2437 ),
    inference(avatar_split_clause,[],[f40147,f16289,f2773,f2033,f32256]) ).

fof(f40151,plain,
    ( xuntil2p8(s389)
    | ~ node4(s389)
    | spl0_64
    | ~ spl0_457 ),
    inference(resolution,[],[f25524,f942]) ).

fof(f40152,plain,
    ( xuntil2p8(s389)
    | spl0_64
    | ~ spl0_457
    | ~ spl0_2636 ),
    inference(forward_subsumption_resolution,[],[f40151,f20385]) ).

fof(f40153,plain,
    ( spl0_3052
    | spl0_64
    | ~ spl0_457
    | ~ spl0_2636 ),
    inference(avatar_split_clause,[],[f40152,f20384,f2773,f1197,f36944]) ).

fof(f40160,plain,
    ( xuntil2p8(s438)
    | ~ node4(s438)
    | spl0_15
    | ~ spl0_457 ),
    inference(resolution,[],[f25083,f942]) ).

fof(f40161,plain,
    ( xuntil2p8(s438)
    | spl0_15
    | ~ spl0_457
    | ~ spl0_2694 ),
    inference(forward_subsumption_resolution,[],[f40160,f21924]) ).

fof(f40162,plain,
    ( spl0_2743
    | spl0_15
    | ~ spl0_457
    | ~ spl0_2694 ),
    inference(avatar_split_clause,[],[f40161,f21923,f2773,f1001,f31017]) ).

fof(f40164,plain,
    ( xuntil2p8(s98)
    | ~ node4(s98)
    | spl0_355
    | ~ spl0_457 ),
    inference(resolution,[],[f25862,f942]) ).

fof(f40165,plain,
    ( xuntil2p8(s98)
    | spl0_355
    | ~ spl0_457
    | ~ spl0_2350 ),
    inference(forward_subsumption_resolution,[],[f40164,f14643]) ).

fof(f40166,plain,
    ( spl0_2824
    | spl0_355
    | ~ spl0_457
    | ~ spl0_2350 ),
    inference(avatar_split_clause,[],[f40165,f14642,f2773,f2361,f31735]) ).

fof(f40170,plain,
    ( xuntil2p8(s66)
    | ~ node4(s66)
    | spl0_387
    | ~ spl0_457 ),
    inference(resolution,[],[f25574,f942]) ).

fof(f40171,plain,
    ( xuntil2p8(s66)
    | spl0_387
    | ~ spl0_457
    | ~ spl0_2327 ),
    inference(forward_subsumption_resolution,[],[f40170,f14161]) ).

fof(f40172,plain,
    ( spl0_2805
    | spl0_387
    | ~ spl0_457
    | ~ spl0_2327 ),
    inference(avatar_split_clause,[],[f40171,f14160,f2773,f2489,f31547]) ).

fof(f40176,plain,
    ( xuntil2p8(s95)
    | ~ node4(s95)
    | spl0_358
    | ~ spl0_457 ),
    inference(resolution,[],[f25835,f942]) ).

fof(f40177,plain,
    ( xuntil2p8(s95)
    | spl0_358
    | ~ spl0_457
    | ~ spl0_2353 ),
    inference(forward_subsumption_resolution,[],[f40176,f14676]) ).

fof(f40178,plain,
    ( spl0_2827
    | spl0_358
    | ~ spl0_457
    | ~ spl0_2353 ),
    inference(avatar_split_clause,[],[f40177,f14675,f2773,f2373,f31753]) ).

fof(f40182,plain,
    ( xuntil2p8(s395)
    | ~ node4(s395)
    | spl0_58
    | ~ spl0_457 ),
    inference(resolution,[],[f25470,f942]) ).

fof(f40183,plain,
    ( xuntil2p8(s395)
    | spl0_58
    | ~ spl0_457
    | ~ spl0_2645 ),
    inference(forward_subsumption_resolution,[],[f40182,f20548]) ).

fof(f40184,plain,
    ( spl0_2972
    | spl0_58
    | ~ spl0_457
    | ~ spl0_2645 ),
    inference(avatar_split_clause,[],[f40183,f20547,f2773,f1173,f33213]) ).

fof(f40188,plain,
    ( xuntil2p8(s374)
    | ~ node4(s374)
    | spl0_79
    | ~ spl0_457 ),
    inference(resolution,[],[f25659,f942]) ).

fof(f40189,plain,
    ( xuntil2p8(s374)
    | spl0_79
    | ~ spl0_457
    | ~ spl0_2623 ),
    inference(forward_subsumption_resolution,[],[f40188,f20047]) ).

fof(f40190,plain,
    ( spl0_2965
    | spl0_79
    | ~ spl0_457
    | ~ spl0_2623 ),
    inference(avatar_split_clause,[],[f40189,f20046,f2773,f1257,f33119]) ).

fof(f40191,plain,
    ( xuntil2p8(s406)
    | ~ node4(s406)
    | spl0_47
    | ~ spl0_457 ),
    inference(resolution,[],[f25371,f942]) ).

fof(f40192,plain,
    ( xuntil2p8(s406)
    | spl0_47
    | ~ spl0_457
    | ~ spl0_2659 ),
    inference(forward_subsumption_resolution,[],[f40191,f21266]) ).

fof(f40193,plain,
    ( spl0_3057
    | spl0_47
    | ~ spl0_457
    | ~ spl0_2659 ),
    inference(avatar_split_clause,[],[f40192,f21265,f2773,f1129,f37006]) ).

fof(f40194,plain,
    ( xuntil2p8(s110)
    | ~ node4(s110)
    | spl0_343
    | ~ spl0_457 ),
    inference(resolution,[],[f25970,f942]) ).

fof(f40195,plain,
    ( xuntil2p8(s110)
    | spl0_343
    | ~ spl0_457
    | ~ spl0_2366 ),
    inference(forward_subsumption_resolution,[],[f40194,f14898]) ).

fof(f40196,plain,
    ( spl0_2720
    | spl0_343
    | ~ spl0_457
    | ~ spl0_2366 ),
    inference(avatar_split_clause,[],[f40195,f14897,f2773,f2313,f30275]) ).

fof(f40198,plain,
    ( xuntil2p8(s266)
    | ~ node4(s266)
    | spl0_187
    | ~ spl0_457 ),
    inference(resolution,[],[f26631,f942]) ).

fof(f40199,plain,
    ( xuntil2p8(s266)
    | spl0_187
    | ~ spl0_457
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f40198,f18368]) ).

fof(f40200,plain,
    ( spl0_2715
    | spl0_187
    | ~ spl0_457
    | ~ spl0_2542 ),
    inference(avatar_split_clause,[],[f40199,f18367,f2773,f1689,f30239]) ).

fof(f40202,plain,
    ( xuntil2p8(s289)
    | ~ node4(s289)
    | spl0_164
    | ~ spl0_457 ),
    inference(resolution,[],[f26424,f942]) ).

fof(f40203,plain,
    ( xuntil2p8(s289)
    | spl0_164
    | ~ spl0_457
    | ~ spl0_2543 ),
    inference(forward_subsumption_resolution,[],[f40202,f18436]) ).

fof(f40204,plain,
    ( spl0_3034
    | spl0_164
    | ~ spl0_457
    | ~ spl0_2543 ),
    inference(avatar_split_clause,[],[f40203,f18435,f2773,f1597,f36252]) ).

fof(f40206,plain,
    ( xuntil2p8(s52)
    | ~ node4(s52)
    | spl0_401
    | ~ spl0_457 ),
    inference(resolution,[],[f25448,f942]) ).

fof(f40207,plain,
    ( xuntil2p8(s52)
    | spl0_401
    | ~ spl0_457
    | ~ spl0_2311 ),
    inference(forward_subsumption_resolution,[],[f40206,f13854]) ).

fof(f40208,plain,
    ( spl0_2791
    | spl0_401
    | ~ spl0_457
    | ~ spl0_2311 ),
    inference(avatar_split_clause,[],[f40207,f13853,f2773,f2545,f31424]) ).

fof(f40209,plain,
    ( xuntil2p8(s282)
    | ~ node4(s282)
    | spl0_171
    | ~ spl0_457 ),
    inference(resolution,[],[f26487,f942]) ).

fof(f40210,plain,
    ( xuntil2p8(s282)
    | spl0_171
    | ~ spl0_457
    | ~ spl0_2529 ),
    inference(forward_subsumption_resolution,[],[f40209,f18111]) ).

fof(f40211,plain,
    ( ! [X0] :
        ( succ(s282,X0)
        | until2p7(X0) )
    | spl0_171
    | ~ spl0_457
    | ~ spl0_2529 ),
    inference(resolution,[],[f40210,f943]) ).

fof(f40218,plain,
    ( until2p7(s283)
    | spl0_171
    | ~ spl0_457
    | ~ spl0_2529 ),
    inference(resolution,[],[f40211,f756]) ).

fof(f40219,plain,
    ( xuntil2p8(s283)
    | ~ node4(s283)
    | spl0_171
    | ~ spl0_457
    | ~ spl0_2529 ),
    inference(resolution,[],[f40218,f942]) ).

fof(f40220,plain,
    ( xuntil2p8(s283)
    | spl0_171
    | ~ spl0_457
    | ~ spl0_2529
    | ~ spl0_2530 ),
    inference(forward_subsumption_resolution,[],[f40219,f18121]) ).

fof(f40221,plain,
    ( spl0_2725
    | spl0_171
    | ~ spl0_457
    | ~ spl0_2529
    | ~ spl0_2530 ),
    inference(avatar_split_clause,[],[f40220,f18120,f18110,f2773,f1625,f30528]) ).

fof(f40225,plain,
    ( xuntil2p8(s440)
    | ~ node4(s440)
    | spl0_13
    | ~ spl0_457 ),
    inference(resolution,[],[f25065,f942]) ).

fof(f40226,plain,
    ( xuntil2p8(s440)
    | spl0_13
    | ~ spl0_457
    | ~ spl0_2697 ),
    inference(forward_subsumption_resolution,[],[f40225,f21973]) ).

fof(f40227,plain,
    ( ! [X0] :
        ( succ(s440,X0)
        | until2p7(X0) )
    | spl0_13
    | ~ spl0_457
    | ~ spl0_2697 ),
    inference(resolution,[],[f40226,f943]) ).

fof(f40229,plain,
    ( until2p7(s441)
    | spl0_13
    | ~ spl0_457
    | ~ spl0_2697 ),
    inference(resolution,[],[f40227,f914]) ).

fof(f40230,plain,
    ( xuntil2p8(s441)
    | ~ node4(s441)
    | spl0_13
    | ~ spl0_457
    | ~ spl0_2697 ),
    inference(resolution,[],[f40229,f942]) ).

fof(f40231,plain,
    ( xuntil2p8(s441)
    | spl0_13
    | ~ spl0_457
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(forward_subsumption_resolution,[],[f40230,f21959]) ).

fof(f40232,plain,
    ( spl0_2746
    | spl0_13
    | ~ spl0_457
    | ~ spl0_2696
    | ~ spl0_2697 ),
    inference(avatar_split_clause,[],[f40231,f21972,f21958,f2773,f993,f31047]) ).

fof(f40233,plain,
    ( xuntil2p8(s352)
    | ~ node4(s352)
    | spl0_101
    | ~ spl0_457 ),
    inference(resolution,[],[f25857,f942]) ).

fof(f40234,plain,
    ( xuntil2p8(s352)
    | spl0_101
    | ~ spl0_457
    | ~ spl0_2629 ),
    inference(forward_subsumption_resolution,[],[f40233,f20183]) ).

fof(f40235,plain,
    ( spl0_3013
    | spl0_101
    | ~ spl0_457
    | ~ spl0_2629 ),
    inference(avatar_split_clause,[],[f40234,f20182,f2773,f1345,f35248]) ).

fof(f40240,plain,
    ( xuntil2p8(s396)
    | ~ node4(s396)
    | spl0_57
    | ~ spl0_457 ),
    inference(resolution,[],[f25461,f942]) ).

fof(f40241,plain,
    ( xuntil2p8(s396)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639 ),
    inference(forward_subsumption_resolution,[],[f40240,f20455]) ).

fof(f40242,plain,
    ( ! [X0] :
        ( succ(s396,X0)
        | until2p7(X0) )
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639 ),
    inference(resolution,[],[f40241,f943]) ).

fof(f40244,plain,
    ( until2p7(s397)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639 ),
    inference(resolution,[],[f40242,f870]) ).

fof(f40245,plain,
    ( xuntil2p8(s397)
    | ~ node4(s397)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639 ),
    inference(resolution,[],[f40244,f942]) ).

fof(f40246,plain,
    ( xuntil2p8(s397)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640 ),
    inference(forward_subsumption_resolution,[],[f40245,f20469]) ).

fof(f40247,plain,
    ( ! [X0] :
        ( succ(s397,X0)
        | until2p7(X0) )
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640 ),
    inference(resolution,[],[f40246,f943]) ).

fof(f40249,plain,
    ( until2p7(s398)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640 ),
    inference(resolution,[],[f40247,f871]) ).

fof(f40250,plain,
    ( xuntil2p8(s398)
    | ~ node4(s398)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640 ),
    inference(resolution,[],[f40249,f942]) ).

fof(f40251,plain,
    ( xuntil2p8(s398)
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641 ),
    inference(forward_subsumption_resolution,[],[f40250,f20484]) ).

fof(f40252,plain,
    ( spl0_2734
    | spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641 ),
    inference(avatar_split_clause,[],[f40251,f20483,f20468,f20454,f2773,f1169,f30815]) ).

fof(f40256,plain,
    ( xuntil2p8(s197)
    | ~ node4(s197)
    | spl0_256
    | ~ spl0_457 ),
    inference(resolution,[],[f26753,f942]) ).

fof(f40257,plain,
    ( xuntil2p8(s197)
    | spl0_256
    | ~ spl0_457
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f40256,f16648]) ).

fof(f40258,plain,
    ( ! [X0] :
        ( succ(s197,X0)
        | until2p7(X0) )
    | spl0_256
    | ~ spl0_457
    | ~ spl0_2457 ),
    inference(resolution,[],[f40257,f943]) ).

fof(f40260,plain,
    ( until2p7(s198)
    | spl0_256
    | ~ spl0_457
    | ~ spl0_2457 ),
    inference(resolution,[],[f40258,f671]) ).

fof(f40261,plain,
    ( xuntil2p8(s198)
    | ~ node4(s198)
    | spl0_256
    | ~ spl0_457
    | ~ spl0_2457 ),
    inference(resolution,[],[f40260,f942]) ).

fof(f40262,plain,
    ( xuntil2p8(s198)
    | spl0_256
    | ~ spl0_457
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(forward_subsumption_resolution,[],[f40261,f16637]) ).

fof(f40263,plain,
    ( spl0_2894
    | spl0_256
    | ~ spl0_457
    | ~ spl0_2456
    | ~ spl0_2457 ),
    inference(avatar_split_clause,[],[f40262,f16647,f16636,f2773,f1965,f32369]) ).

fof(f40264,plain,
    ( xuntil2p8(s116)
    | ~ node4(s116)
    | spl0_337
    | ~ spl0_457 ),
    inference(resolution,[],[f26024,f942]) ).

fof(f40265,plain,
    ( xuntil2p8(s116)
    | spl0_337
    | ~ spl0_457
    | ~ spl0_2375 ),
    inference(forward_subsumption_resolution,[],[f40264,f15077]) ).

fof(f40266,plain,
    ( spl0_2838
    | spl0_337
    | ~ spl0_457
    | ~ spl0_2375 ),
    inference(avatar_split_clause,[],[f40265,f15076,f2773,f2289,f31855]) ).

fof(f40267,plain,
    ( xuntil2p8(s162)
    | ~ node4(s162)
    | spl0_291
    | ~ spl0_457 ),
    inference(resolution,[],[f26438,f942]) ).

fof(f40268,plain,
    ( xuntil2p8(s162)
    | spl0_291
    | ~ spl0_457
    | ~ spl0_2415 ),
    inference(forward_subsumption_resolution,[],[f40267,f15862]) ).

fof(f40269,plain,
    ( spl0_2864
    | spl0_291
    | ~ spl0_457
    | ~ spl0_2415 ),
    inference(avatar_split_clause,[],[f40268,f15861,f2773,f2105,f32103]) ).

fof(f40275,plain,
    ( xuntil2p8(s213)
    | ~ node4(s213)
    | spl0_240
    | ~ spl0_457 ),
    inference(resolution,[],[f26897,f942]) ).

fof(f40276,plain,
    ( xuntil2p8(s213)
    | spl0_240
    | ~ spl0_457
    | ~ spl0_2469 ),
    inference(forward_subsumption_resolution,[],[f40275,f16874]) ).

fof(f40277,plain,
    ( spl0_3031
    | spl0_240
    | ~ spl0_457
    | ~ spl0_2469 ),
    inference(avatar_split_clause,[],[f40276,f16873,f2773,f1901,f36046]) ).

fof(f40278,plain,
    ( xuntil2p8(s102)
    | ~ node4(s102)
    | spl0_351
    | ~ spl0_457 ),
    inference(resolution,[],[f25898,f942]) ).

fof(f40279,plain,
    ( xuntil2p8(s102)
    | spl0_351
    | ~ spl0_457
    | ~ spl0_2358 ),
    inference(forward_subsumption_resolution,[],[f40278,f14775]) ).

fof(f40280,plain,
    ( spl0_2830
    | spl0_351
    | ~ spl0_457
    | ~ spl0_2358 ),
    inference(avatar_split_clause,[],[f40279,f14774,f2773,f2345,f31785]) ).

fof(f40285,plain,
    ( xuntil2p8(s392)
    | ~ node4(s392)
    | spl0_61
    | ~ spl0_457 ),
    inference(resolution,[],[f25497,f942]) ).

fof(f40286,plain,
    ( xuntil2p8(s392)
    | spl0_61
    | ~ spl0_457
    | ~ spl0_2646 ),
    inference(forward_subsumption_resolution,[],[f40285,f20567]) ).

fof(f40287,plain,
    ( ! [X0] :
        ( succ(s392,X0)
        | until2p7(X0) )
    | spl0_61
    | ~ spl0_457
    | ~ spl0_2646 ),
    inference(resolution,[],[f40286,f943]) ).

fof(f40289,plain,
    ( until2p7(s393)
    | spl0_61
    | ~ spl0_457
    | ~ spl0_2646 ),
    inference(resolution,[],[f40287,f866]) ).

fof(f40290,plain,
    ( xuntil2p8(s393)
    | ~ node4(s393)
    | spl0_61
    | ~ spl0_457
    | ~ spl0_2646 ),
    inference(resolution,[],[f40289,f942]) ).

fof(f40291,plain,
    ( xuntil2p8(s393)
    | spl0_61
    | ~ spl0_457
    | ~ spl0_2646
    | ~ spl0_2656 ),
    inference(forward_subsumption_resolution,[],[f40290,f21100]) ).

fof(f40292,plain,
    ( spl0_3055
    | spl0_61
    | ~ spl0_457
    | ~ spl0_2646
    | ~ spl0_2656 ),
    inference(avatar_split_clause,[],[f40291,f21099,f20566,f2773,f1185,f36976]) ).

fof(f40296,plain,
    ( xuntil2p8(s442)
    | ~ node4(s442)
    | spl0_11
    | ~ spl0_457 ),
    inference(resolution,[],[f25047,f942]) ).

fof(f40297,plain,
    ( xuntil2p8(s442)
    | spl0_11
    | ~ spl0_457
    | ~ spl0_2698 ),
    inference(forward_subsumption_resolution,[],[f40296,f21986]) ).

fof(f40298,plain,
    ( spl0_3058
    | spl0_11
    | ~ spl0_457
    | ~ spl0_2698 ),
    inference(avatar_split_clause,[],[f40297,f21985,f2773,f985,f37050]) ).

fof(f40302,plain,
    ( xuntil2p8(s330)
    | ~ node4(s330)
    | spl0_123
    | ~ spl0_457 ),
    inference(resolution,[],[f26055,f942]) ).

fof(f40303,plain,
    ( xuntil2p8(s330)
    | spl0_123
    | ~ spl0_457
    | ~ spl0_2573 ),
    inference(forward_subsumption_resolution,[],[f40302,f18975]) ).

fof(f40304,plain,
    ( spl0_2727
    | spl0_123
    | ~ spl0_457
    | ~ spl0_2573 ),
    inference(avatar_split_clause,[],[f40303,f18974,f2773,f1433,f30615]) ).

fof(f40308,plain,
    ( xuntil2p8(s299)
    | ~ node4(s299)
    | spl0_154
    | ~ spl0_457 ),
    inference(resolution,[],[f26334,f942]) ).

fof(f40309,plain,
    ( xuntil2p8(s299)
    | spl0_154
    | ~ spl0_457
    | ~ spl0_2550 ),
    inference(forward_subsumption_resolution,[],[f40308,f18553]) ).

fof(f40310,plain,
    ( spl0_3006
    | spl0_154
    | ~ spl0_457
    | ~ spl0_2550 ),
    inference(avatar_split_clause,[],[f40309,f18552,f2773,f1557,f34701]) ).

fof(f40313,plain,
    ( xuntil2p8(s315)
    | ~ node4(s315)
    | spl0_138
    | ~ spl0_457 ),
    inference(resolution,[],[f26190,f942]) ).

fof(f40314,plain,
    ( xuntil2p8(s315)
    | spl0_138
    | ~ spl0_457
    | ~ spl0_2561 ),
    inference(forward_subsumption_resolution,[],[f40313,f18751]) ).

fof(f40315,plain,
    ( spl0_3008
    | spl0_138
    | ~ spl0_457
    | ~ spl0_2561 ),
    inference(avatar_split_clause,[],[f40314,f18750,f2773,f1493,f34734]) ).

fof(f40318,plain,
    ( xuntil2p8(s176)
    | ~ node4(s176)
    | spl0_277
    | ~ spl0_457 ),
    inference(resolution,[],[f26564,f942]) ).

fof(f40319,plain,
    ( xuntil2p8(s176)
    | spl0_277
    | ~ spl0_457
    | ~ spl0_2441 ),
    inference(forward_subsumption_resolution,[],[f40318,f16334]) ).

fof(f40320,plain,
    ( spl0_2886
    | spl0_277
    | ~ spl0_457
    | ~ spl0_2441 ),
    inference(avatar_split_clause,[],[f40319,f16333,f2773,f2049,f32280]) ).

fof(f40324,plain,
    ( xuntil2p8(s254)
    | ~ node4(s254)
    | spl0_199
    | ~ spl0_457 ),
    inference(resolution,[],[f26739,f942]) ).

fof(f40325,plain,
    ( xuntil2p8(s254)
    | spl0_199
    | ~ spl0_457
    | ~ spl0_2510 ),
    inference(forward_subsumption_resolution,[],[f40324,f17680]) ).

fof(f40326,plain,
    ( spl0_3039
    | spl0_199
    | ~ spl0_457
    | ~ spl0_2510 ),
    inference(avatar_split_clause,[],[f40325,f17679,f2773,f1737,f36395]) ).

fof(f40327,plain,
    ( xuntil2p8(s295)
    | ~ node4(s295)
    | spl0_158
    | ~ spl0_457 ),
    inference(resolution,[],[f26370,f942]) ).

fof(f40328,plain,
    ( xuntil2p8(s295)
    | spl0_158
    | ~ spl0_457
    | ~ spl0_2588 ),
    inference(forward_subsumption_resolution,[],[f40327,f19271]) ).

fof(f40329,plain,
    ( spl0_3007
    | spl0_158
    | ~ spl0_457
    | ~ spl0_2588 ),
    inference(avatar_split_clause,[],[f40328,f19270,f2773,f1573,f34708]) ).

fof(f40334,plain,
    ( xuntil2p8(s133)
    | ~ node4(s133)
    | spl0_320
    | ~ spl0_457 ),
    inference(resolution,[],[f26177,f942]) ).

fof(f40335,plain,
    ( xuntil2p8(s133)
    | spl0_320
    | ~ spl0_457
    | ~ spl0_2387 ),
    inference(forward_subsumption_resolution,[],[f40334,f15316]) ).

fof(f40336,plain,
    ( spl0_2846
    | spl0_320
    | ~ spl0_457
    | ~ spl0_2387 ),
    inference(avatar_split_clause,[],[f40335,f15315,f2773,f2221,f31938]) ).

fof(f40340,plain,
    ( xuntil2p8(s222)
    | ~ node4(s222)
    | spl0_231
    | ~ spl0_457 ),
    inference(resolution,[],[f26978,f942]) ).

fof(f40341,plain,
    ( xuntil2p8(s222)
    | spl0_231
    | ~ spl0_457
    | ~ spl0_2477 ),
    inference(forward_subsumption_resolution,[],[f40340,f17050]) ).

fof(f40342,plain,
    ( spl0_2910
    | spl0_231
    | ~ spl0_457
    | ~ spl0_2477 ),
    inference(avatar_split_clause,[],[f40341,f17049,f2773,f1865,f32514]) ).

fof(f40344,plain,
    ( xuntil2p8(s141)
    | ~ node4(s141)
    | spl0_312
    | ~ spl0_457 ),
    inference(resolution,[],[f26249,f942]) ).

fof(f40345,plain,
    ( xuntil2p8(s141)
    | spl0_312
    | ~ spl0_457
    | ~ spl0_2391 ),
    inference(forward_subsumption_resolution,[],[f40344,f15416]) ).

fof(f40346,plain,
    ( spl0_2848
    | spl0_312
    | ~ spl0_457
    | ~ spl0_2391 ),
    inference(avatar_split_clause,[],[f40345,f15415,f2773,f2189,f31960]) ).

fof(f40350,plain,
    ( xuntil2p8(s178)
    | ~ node4(s178)
    | spl0_275
    | ~ spl0_457 ),
    inference(resolution,[],[f26582,f942]) ).

fof(f40351,plain,
    ( xuntil2p8(s178)
    | spl0_275
    | ~ spl0_457
    | ~ spl0_2439 ),
    inference(forward_subsumption_resolution,[],[f40350,f16312]) ).

fof(f40352,plain,
    ( spl0_2884
    | spl0_275
    | ~ spl0_457
    | ~ spl0_2439 ),
    inference(avatar_split_clause,[],[f40351,f16311,f2773,f2041,f32268]) ).

fof(f40356,plain,
    ( xuntil2p8(s155)
    | ~ node4(s155)
    | spl0_298
    | ~ spl0_457 ),
    inference(resolution,[],[f26375,f942]) ).

fof(f40357,plain,
    ( xuntil2p8(s155)
    | spl0_298
    | ~ spl0_457
    | ~ spl0_2410 ),
    inference(forward_subsumption_resolution,[],[f40356,f15762]) ).

fof(f40358,plain,
    ( spl0_2861
    | spl0_298
    | ~ spl0_457
    | ~ spl0_2410 ),
    inference(avatar_split_clause,[],[f40357,f15761,f2773,f2133,f32073]) ).

fof(f40359,plain,
    ( xuntil2p8(s241)
    | ~ node4(s241)
    | spl0_212
    | ~ spl0_457 ),
    inference(resolution,[],[f26856,f942]) ).

fof(f40360,plain,
    ( xuntil2p8(s241)
    | spl0_212
    | ~ spl0_457
    | ~ spl0_2505 ),
    inference(forward_subsumption_resolution,[],[f40359,f17577]) ).

fof(f40361,plain,
    ( spl0_2724
    | spl0_212
    | ~ spl0_457
    | ~ spl0_2505 ),
    inference(avatar_split_clause,[],[f40360,f17576,f2773,f1789,f30479]) ).

fof(f40362,plain,
    ( xuntil2p8(s344)
    | ~ node4(s344)
    | spl0_109
    | ~ spl0_457 ),
    inference(resolution,[],[f25929,f942]) ).

fof(f40363,plain,
    ( xuntil2p8(s344)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595 ),
    inference(forward_subsumption_resolution,[],[f40362,f19512]) ).

fof(f40364,plain,
    ( ! [X0] :
        ( succ(s344,X0)
        | until2p7(X0) )
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595 ),
    inference(resolution,[],[f40363,f943]) ).

fof(f40370,plain,
    ( until2p7(s345)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595 ),
    inference(resolution,[],[f40364,f818]) ).

fof(f40371,plain,
    ( xuntil2p8(s345)
    | ~ node4(s345)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595 ),
    inference(resolution,[],[f40370,f942]) ).

fof(f40372,plain,
    ( xuntil2p8(s345)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650 ),
    inference(forward_subsumption_resolution,[],[f40371,f20652]) ).

fof(f40373,plain,
    ( ! [X0] :
        ( succ(s345,X0)
        | until2p7(X0) )
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650 ),
    inference(resolution,[],[f40372,f943]) ).

fof(f40375,plain,
    ( until2p7(s346)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650 ),
    inference(resolution,[],[f40373,f819]) ).

fof(f40376,plain,
    ( xuntil2p8(s346)
    | ~ node4(s346)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650 ),
    inference(resolution,[],[f40375,f942]) ).

fof(f40377,plain,
    ( xuntil2p8(s346)
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2654 ),
    inference(forward_subsumption_resolution,[],[f40376,f20858]) ).

fof(f40378,plain,
    ( spl0_2991
    | spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2654 ),
    inference(avatar_split_clause,[],[f40377,f20857,f20651,f19511,f2773,f1377,f33927]) ).

fof(f40382,plain,
    ( xuntil2p8(s370)
    | ~ node4(s370)
    | spl0_83
    | ~ spl0_457 ),
    inference(resolution,[],[f25695,f942]) ).

fof(f40383,plain,
    ( xuntil2p8(s370)
    | spl0_83
    | ~ spl0_457
    | ~ spl0_2612 ),
    inference(forward_subsumption_resolution,[],[f40382,f19852]) ).

fof(f40384,plain,
    ( spl0_2736
    | spl0_83
    | ~ spl0_457
    | ~ spl0_2612 ),
    inference(avatar_split_clause,[],[f40383,f19851,f2773,f1273,f30862]) ).

fof(f40386,plain,
    ( xuntil2p8(s279)
    | ~ node4(s279)
    | spl0_174
    | ~ spl0_457 ),
    inference(resolution,[],[f26514,f942]) ).

fof(f40387,plain,
    ( xuntil2p8(s279)
    | spl0_174
    | ~ spl0_457
    | ~ spl0_2527 ),
    inference(forward_subsumption_resolution,[],[f40386,f18070]) ).

fof(f40388,plain,
    ( ! [X0] :
        ( succ(s279,X0)
        | until2p7(X0) )
    | spl0_174
    | ~ spl0_457
    | ~ spl0_2527 ),
    inference(resolution,[],[f40387,f943]) ).

fof(f40392,plain,
    ( until2p7(s280)
    | spl0_174
    | ~ spl0_457
    | ~ spl0_2527 ),
    inference(resolution,[],[f40388,f753]) ).

fof(f40393,plain,
    ( xuntil2p8(s280)
    | ~ node4(s280)
    | spl0_174
    | ~ spl0_457
    | ~ spl0_2527 ),
    inference(resolution,[],[f40392,f942]) ).

fof(f40394,plain,
    ( xuntil2p8(s280)
    | spl0_174
    | ~ spl0_457
    | ~ spl0_2527
    | ~ spl0_2528 ),
    inference(forward_subsumption_resolution,[],[f40393,f18086]) ).

fof(f40395,plain,
    ( spl0_3017
    | spl0_174
    | ~ spl0_457
    | ~ spl0_2527
    | ~ spl0_2528 ),
    inference(avatar_split_clause,[],[f40394,f18085,f18069,f2773,f1637,f35443]) ).

fof(f40397,plain,
    ( xuntil2p8(s113)
    | ~ node4(s113)
    | spl0_340
    | ~ spl0_457 ),
    inference(resolution,[],[f25997,f942]) ).

fof(f40398,plain,
    ( xuntil2p8(s113)
    | spl0_340
    | ~ spl0_457
    | ~ spl0_2378 ),
    inference(forward_subsumption_resolution,[],[f40397,f15110]) ).

fof(f40399,plain,
    ( spl0_2841
    | spl0_340
    | ~ spl0_457
    | ~ spl0_2378 ),
    inference(avatar_split_clause,[],[f40398,f15109,f2773,f2301,f31873]) ).

fof(f40400,plain,
    ( xuntil2p8(s72)
    | ~ node4(s72)
    | spl0_381
    | ~ spl0_457 ),
    inference(resolution,[],[f25628,f942]) ).

fof(f40401,plain,
    ( xuntil2p8(s72)
    | spl0_381
    | ~ spl0_457
    | ~ spl0_2321 ),
    inference(forward_subsumption_resolution,[],[f40400,f14095]) ).

fof(f40402,plain,
    ( spl0_2799
    | spl0_381
    | ~ spl0_457
    | ~ spl0_2321 ),
    inference(avatar_split_clause,[],[f40401,f14094,f2773,f2465,f31511]) ).

fof(f40403,plain,
    ( xuntil2p8(s380)
    | ~ node4(s380)
    | spl0_73
    | ~ spl0_457 ),
    inference(resolution,[],[f25605,f942]) ).

fof(f40404,plain,
    ( xuntil2p8(s380)
    | spl0_73
    | ~ spl0_457
    | ~ spl0_2621 ),
    inference(forward_subsumption_resolution,[],[f40403,f20006]) ).

fof(f40405,plain,
    ( spl0_2964
    | spl0_73
    | ~ spl0_457
    | ~ spl0_2621 ),
    inference(avatar_split_clause,[],[f40404,f20005,f2773,f1233,f33112]) ).

fof(f40411,plain,
    ( xuntil2p8(s154)
    | ~ node4(s154)
    | spl0_299
    | ~ spl0_457 ),
    inference(resolution,[],[f26366,f942]) ).

fof(f40412,plain,
    ( xuntil2p8(s154)
    | spl0_299
    | ~ spl0_457
    | ~ spl0_2411 ),
    inference(forward_subsumption_resolution,[],[f40411,f15773]) ).

fof(f40413,plain,
    ( spl0_2862
    | spl0_299
    | ~ spl0_457
    | ~ spl0_2411 ),
    inference(avatar_split_clause,[],[f40412,f15772,f2773,f2137,f32079]) ).

fof(f40417,plain,
    ( xuntil2p8(s268)
    | ~ node4(s268)
    | spl0_185
    | ~ spl0_457 ),
    inference(resolution,[],[f26613,f942]) ).

fof(f40418,plain,
    ( xuntil2p8(s268)
    | spl0_185
    | ~ spl0_457
    | ~ spl0_2516 ),
    inference(forward_subsumption_resolution,[],[f40417,f17846]) ).

fof(f40419,plain,
    ( ! [X0] :
        ( succ(s268,X0)
        | until2p7(X0) )
    | spl0_185
    | ~ spl0_457
    | ~ spl0_2516 ),
    inference(resolution,[],[f40418,f943]) ).

fof(f40421,plain,
    ( until2p7(s269)
    | spl0_185
    | ~ spl0_457
    | ~ spl0_2516 ),
    inference(resolution,[],[f40419,f742]) ).

fof(f40422,plain,
    ( xuntil2p8(s269)
    | ~ node4(s269)
    | spl0_185
    | ~ spl0_457
    | ~ spl0_2516 ),
    inference(resolution,[],[f40421,f942]) ).

fof(f40423,plain,
    ( xuntil2p8(s269)
    | spl0_185
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2538 ),
    inference(forward_subsumption_resolution,[],[f40422,f18270]) ).

fof(f40424,plain,
    ( spl0_2941
    | spl0_185
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2538 ),
    inference(avatar_split_clause,[],[f40423,f18269,f17845,f2773,f1681,f32811]) ).

fof(f40428,plain,
    ( xuntil2p8(s236)
    | ~ node4(s236)
    | spl0_217
    | ~ spl0_457 ),
    inference(resolution,[],[f26901,f942]) ).

fof(f40429,plain,
    ( xuntil2p8(s236)
    | spl0_217
    | ~ spl0_457
    | ~ spl0_2487 ),
    inference(forward_subsumption_resolution,[],[f40428,f17256]) ).

fof(f40430,plain,
    ( spl0_2917
    | spl0_217
    | ~ spl0_457
    | ~ spl0_2487 ),
    inference(avatar_split_clause,[],[f40429,f17255,f2773,f1809,f32580]) ).

fof(f40431,plain,
    ( xuntil2p8(s101)
    | ~ node4(s101)
    | spl0_352
    | ~ spl0_457 ),
    inference(resolution,[],[f25889,f942]) ).

fof(f40432,plain,
    ( xuntil2p8(s101)
    | spl0_352
    | ~ spl0_457
    | ~ spl0_2359 ),
    inference(forward_subsumption_resolution,[],[f40431,f14786]) ).

fof(f40433,plain,
    ( ! [X0] :
        ( succ(s101,X0)
        | until2p7(X0) )
    | spl0_352
    | ~ spl0_457
    | ~ spl0_2359 ),
    inference(resolution,[],[f40432,f943]) ).

fof(f40438,plain,
    ( until2p7(s102)
    | spl0_352
    | ~ spl0_457
    | ~ spl0_2359 ),
    inference(resolution,[],[f40433,f575]) ).

fof(f40439,plain,
    ( xuntil2p8(s102)
    | ~ node4(s102)
    | spl0_352
    | ~ spl0_457
    | ~ spl0_2359 ),
    inference(resolution,[],[f40438,f942]) ).

fof(f40440,plain,
    ( xuntil2p8(s102)
    | spl0_352
    | ~ spl0_457
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(forward_subsumption_resolution,[],[f40439,f14775]) ).

fof(f40441,plain,
    ( spl0_2830
    | spl0_352
    | ~ spl0_457
    | ~ spl0_2358
    | ~ spl0_2359 ),
    inference(avatar_split_clause,[],[f40440,f14785,f14774,f2773,f2349,f31785]) ).

fof(f40445,plain,
    ( xuntil2p8(s362)
    | ~ node4(s362)
    | spl0_91
    | ~ spl0_457 ),
    inference(resolution,[],[f25767,f942]) ).

fof(f40446,plain,
    ( xuntil2p8(s362)
    | spl0_91
    | ~ spl0_457
    | ~ spl0_2624 ),
    inference(forward_subsumption_resolution,[],[f40445,f20062]) ).

fof(f40447,plain,
    ( spl0_2966
    | spl0_91
    | ~ spl0_457
    | ~ spl0_2624 ),
    inference(avatar_split_clause,[],[f40446,f20061,f2773,f1305,f33125]) ).

fof(f40448,plain,
    ( xuntil2p8(s235)
    | ~ node4(s235)
    | spl0_218
    | ~ spl0_457 ),
    inference(resolution,[],[f26910,f942]) ).

fof(f40449,plain,
    ( xuntil2p8(s235)
    | spl0_218
    | ~ spl0_457
    | ~ spl0_2488 ),
    inference(forward_subsumption_resolution,[],[f40448,f17267]) ).

fof(f40450,plain,
    ( spl0_2918
    | spl0_218
    | ~ spl0_457
    | ~ spl0_2488 ),
    inference(avatar_split_clause,[],[f40449,f17266,f2773,f1813,f32586]) ).

fof(f40455,plain,
    ( xuntil2p8(s190)
    | ~ node4(s190)
    | spl0_263
    | ~ spl0_457 ),
    inference(resolution,[],[f26690,f942]) ).

fof(f40456,plain,
    ( xuntil2p8(s190)
    | spl0_263
    | ~ spl0_457
    | ~ spl0_2446 ),
    inference(forward_subsumption_resolution,[],[f40455,f16442]) ).

fof(f40457,plain,
    ( spl0_2714
    | spl0_263
    | ~ spl0_457
    | ~ spl0_2446 ),
    inference(avatar_split_clause,[],[f40456,f16441,f2773,f1993,f30158]) ).

fof(f40460,plain,
    ( xuntil2p8(s291)
    | ~ node4(s291)
    | spl0_162
    | ~ spl0_457 ),
    inference(resolution,[],[f26406,f942]) ).

fof(f40461,plain,
    ( xuntil2p8(s291)
    | spl0_162
    | ~ spl0_457
    | ~ spl0_2545 ),
    inference(forward_subsumption_resolution,[],[f40460,f18465]) ).

fof(f40462,plain,
    ( spl0_2732
    | spl0_162
    | ~ spl0_457
    | ~ spl0_2545 ),
    inference(avatar_split_clause,[],[f40461,f18464,f2773,f1589,f30693]) ).

fof(f40463,plain,
    ( xuntil2p8(s302)
    | ~ node4(s302)
    | spl0_151
    | ~ spl0_457 ),
    inference(resolution,[],[f26307,f942]) ).

fof(f40464,plain,
    ( xuntil2p8(s302)
    | spl0_151
    | ~ spl0_457
    | ~ spl0_2583 ),
    inference(forward_subsumption_resolution,[],[f40463,f19138]) ).

fof(f40467,plain,
    ( ! [X0] :
        ( succ(s302,X0)
        | until2p7(X0) )
    | spl0_151
    | ~ spl0_457
    | ~ spl0_2583 ),
    inference(resolution,[],[f40464,f943]) ).

fof(f40471,plain,
    ( until2p7(s303)
    | spl0_151
    | ~ spl0_457
    | ~ spl0_2583 ),
    inference(resolution,[],[f40467,f776]) ).

fof(f40472,plain,
    ( xuntil2p8(s303)
    | ~ node4(s303)
    | spl0_151
    | ~ spl0_457
    | ~ spl0_2583 ),
    inference(resolution,[],[f40471,f942]) ).

fof(f40473,plain,
    ( xuntil2p8(s303)
    | spl0_151
    | ~ spl0_457
    | ~ spl0_2583
    | ~ spl0_2586 ),
    inference(forward_subsumption_resolution,[],[f40472,f19221]) ).

fof(f40474,plain,
    ( spl0_3041
    | spl0_151
    | ~ spl0_457
    | ~ spl0_2583
    | ~ spl0_2586 ),
    inference(avatar_split_clause,[],[f40473,f19220,f19137,f2773,f1545,f36459]) ).

fof(f40475,plain,
    ( xuntil2p8(s365)
    | ~ node4(s365)
    | spl0_88
    | ~ spl0_457 ),
    inference(resolution,[],[f25740,f942]) ).

fof(f40476,plain,
    ( xuntil2p8(s365)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606 ),
    inference(forward_subsumption_resolution,[],[f40475,f19748]) ).

fof(f40479,plain,
    ( ! [X0] :
        ( succ(s365,X0)
        | until2p7(X0) )
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606 ),
    inference(resolution,[],[f40476,f943]) ).

fof(f40482,plain,
    ( until2p7(s366)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606 ),
    inference(resolution,[],[f40479,f839]) ).

fof(f40483,plain,
    ( xuntil2p8(s366)
    | ~ node4(s366)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606 ),
    inference(resolution,[],[f40482,f942]) ).

fof(f40484,plain,
    ( xuntil2p8(s366)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608 ),
    inference(forward_subsumption_resolution,[],[f40483,f19781]) ).

fof(f40485,plain,
    ( ! [X0] :
        ( succ(s366,X0)
        | until2p7(X0) )
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608 ),
    inference(resolution,[],[f40484,f943]) ).

fof(f40487,plain,
    ( until2p7(s367)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608 ),
    inference(resolution,[],[f40485,f840]) ).

fof(f40488,plain,
    ( xuntil2p8(s367)
    | ~ node4(s367)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608 ),
    inference(resolution,[],[f40487,f942]) ).

fof(f40489,plain,
    ( xuntil2p8(s367)
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2609 ),
    inference(forward_subsumption_resolution,[],[f40488,f19802]) ).

fof(f40490,plain,
    ( spl0_3049
    | spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2609 ),
    inference(avatar_split_clause,[],[f40489,f19801,f19780,f19747,f2773,f1293,f36905]) ).

fof(f40494,plain,
    ( xuntil2p8(s372)
    | ~ node4(s372)
    | spl0_81
    | ~ spl0_457 ),
    inference(resolution,[],[f25677,f942]) ).

fof(f40495,plain,
    ( xuntil2p8(s372)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614 ),
    inference(forward_subsumption_resolution,[],[f40494,f19880]) ).

fof(f40496,plain,
    ( ! [X0] :
        ( succ(s372,X0)
        | until2p7(X0) )
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614 ),
    inference(resolution,[],[f40495,f943]) ).

fof(f40498,plain,
    ( until2p7(s373)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614 ),
    inference(resolution,[],[f40496,f846]) ).

fof(f40499,plain,
    ( xuntil2p8(s373)
    | ~ node4(s373)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614 ),
    inference(resolution,[],[f40498,f942]) ).

fof(f40500,plain,
    ( xuntil2p8(s373)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(forward_subsumption_resolution,[],[f40499,f19895]) ).

fof(f40501,plain,
    ( ! [X0] :
        ( succ(s373,X0)
        | until2p7(X0) )
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(resolution,[],[f40500,f943]) ).

fof(f40503,plain,
    ( until2p7(s374)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(resolution,[],[f40501,f847]) ).

fof(f40504,plain,
    ( xuntil2p8(s374)
    | ~ node4(s374)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(resolution,[],[f40503,f942]) ).

fof(f40505,plain,
    ( xuntil2p8(s374)
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623 ),
    inference(forward_subsumption_resolution,[],[f40504,f20047]) ).

fof(f40506,plain,
    ( spl0_2965
    | spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623 ),
    inference(avatar_split_clause,[],[f40505,f20046,f19894,f19879,f2773,f1265,f33119]) ).

fof(f40507,plain,
    ( xuntil2p8(s199)
    | ~ node4(s199)
    | spl0_254
    | ~ spl0_457 ),
    inference(resolution,[],[f26771,f942]) ).

fof(f40508,plain,
    ( xuntil2p8(s199)
    | spl0_254
    | ~ spl0_457
    | ~ spl0_2455 ),
    inference(forward_subsumption_resolution,[],[f40507,f16626]) ).

fof(f40509,plain,
    ( spl0_2893
    | spl0_254
    | ~ spl0_457
    | ~ spl0_2455 ),
    inference(avatar_split_clause,[],[f40508,f16625,f2773,f1957,f32363]) ).

fof(f40510,plain,
    ( xuntil2p8(s112)
    | ~ node4(s112)
    | spl0_341
    | ~ spl0_457 ),
    inference(resolution,[],[f25988,f942]) ).

fof(f40511,plain,
    ( xuntil2p8(s112)
    | spl0_341
    | ~ spl0_457
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f40510,f15121]) ).

fof(f40513,plain,
    ( ! [X0] :
        ( succ(s112,X0)
        | until2p7(X0) )
    | spl0_341
    | ~ spl0_457
    | ~ spl0_2379 ),
    inference(resolution,[],[f40511,f943]) ).

fof(f40518,plain,
    ( until2p7(s113)
    | spl0_341
    | ~ spl0_457
    | ~ spl0_2379 ),
    inference(resolution,[],[f40513,f586]) ).

fof(f40519,plain,
    ( xuntil2p8(s113)
    | ~ node4(s113)
    | spl0_341
    | ~ spl0_457
    | ~ spl0_2379 ),
    inference(resolution,[],[f40518,f942]) ).

fof(f40520,plain,
    ( xuntil2p8(s113)
    | spl0_341
    | ~ spl0_457
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(forward_subsumption_resolution,[],[f40519,f15110]) ).

fof(f40521,plain,
    ( spl0_2841
    | spl0_341
    | ~ spl0_457
    | ~ spl0_2378
    | ~ spl0_2379 ),
    inference(avatar_split_clause,[],[f40520,f15120,f15109,f2773,f2305,f31873]) ).

fof(f40525,plain,
    ( xuntil2p8(s286)
    | ~ node4(s286)
    | spl0_167
    | ~ spl0_457 ),
    inference(resolution,[],[f26451,f942]) ).

fof(f40526,plain,
    ( xuntil2p8(s286)
    | spl0_167
    | ~ spl0_457
    | ~ spl0_2532 ),
    inference(forward_subsumption_resolution,[],[f40525,f18171]) ).

fof(f40527,plain,
    ( spl0_2937
    | spl0_167
    | ~ spl0_457
    | ~ spl0_2532 ),
    inference(avatar_split_clause,[],[f40526,f18170,f2773,f1609,f32786]) ).

fof(f40531,plain,
    ( xuntil2p8(s425)
    | ~ node4(s425)
    | spl0_28
    | ~ spl0_457 ),
    inference(resolution,[],[f25200,f942]) ).

fof(f40532,plain,
    ( xuntil2p8(s425)
    | spl0_28
    | ~ spl0_457
    | ~ spl0_2681 ),
    inference(forward_subsumption_resolution,[],[f40531,f21708]) ).

fof(f40533,plain,
    ( spl0_2985
    | spl0_28
    | ~ spl0_457
    | ~ spl0_2681 ),
    inference(avatar_split_clause,[],[f40532,f21707,f2773,f1053,f33406]) ).

fof(f40534,plain,
    ( xuntil2p8(s173)
    | ~ node4(s173)
    | spl0_280
    | ~ spl0_457 ),
    inference(resolution,[],[f26537,f942]) ).

fof(f40535,plain,
    ( xuntil2p8(s173)
    | spl0_280
    | ~ spl0_457
    | ~ spl0_2420 ),
    inference(forward_subsumption_resolution,[],[f40534,f15994]) ).

fof(f40536,plain,
    ( spl0_2867
    | spl0_280
    | ~ spl0_457
    | ~ spl0_2420 ),
    inference(avatar_split_clause,[],[f40535,f15993,f2773,f2061,f32136]) ).

fof(f40537,plain,
    ( xuntil2p8(s226)
    | ~ node4(s226)
    | spl0_227
    | ~ spl0_457 ),
    inference(resolution,[],[f26991,f942]) ).

fof(f40538,plain,
    ( xuntil2p8(s226)
    | spl0_227
    | ~ spl0_457
    | ~ spl0_2482 ),
    inference(forward_subsumption_resolution,[],[f40537,f17124]) ).

fof(f40539,plain,
    ( spl0_2710
    | spl0_227
    | ~ spl0_457
    | ~ spl0_2482 ),
    inference(avatar_split_clause,[],[f40538,f17123,f2773,f1849,f29952]) ).

fof(f40545,plain,
    ( xuntil2p8(s435)
    | ~ node4(s435)
    | spl0_18
    | ~ spl0_457 ),
    inference(resolution,[],[f25110,f942]) ).

fof(f40546,plain,
    ( xuntil2p8(s435)
    | spl0_18
    | ~ spl0_457
    | ~ spl0_2693 ),
    inference(forward_subsumption_resolution,[],[f40545,f21893]) ).

fof(f40547,plain,
    ( ! [X0] :
        ( succ(s435,X0)
        | until2p7(X0) )
    | spl0_18
    | ~ spl0_457
    | ~ spl0_2693 ),
    inference(resolution,[],[f40546,f943]) ).

fof(f40549,plain,
    ( until2p7(s436)
    | spl0_18
    | ~ spl0_457
    | ~ spl0_2693 ),
    inference(resolution,[],[f40547,f909]) ).

fof(f40550,plain,
    ( xuntil2p8(s436)
    | ~ node4(s436)
    | spl0_18
    | ~ spl0_457
    | ~ spl0_2693 ),
    inference(resolution,[],[f40549,f942]) ).

fof(f40551,plain,
    ( xuntil2p8(s436)
    | spl0_18
    | ~ spl0_457
    | ~ spl0_2691
    | ~ spl0_2693 ),
    inference(forward_subsumption_resolution,[],[f40550,f21861]) ).

fof(f40552,plain,
    ( spl0_2745
    | spl0_18
    | ~ spl0_457
    | ~ spl0_2691
    | ~ spl0_2693 ),
    inference(avatar_split_clause,[],[f40551,f21892,f21860,f2773,f1013,f31035]) ).

fof(f40554,plain,
    ( xuntil2p8(s409)
    | ~ node4(s409)
    | spl0_44
    | ~ spl0_457 ),
    inference(resolution,[],[f25344,f942]) ).

fof(f40555,plain,
    ( xuntil2p8(s409)
    | spl0_44
    | ~ spl0_457
    | ~ spl0_2662 ),
    inference(forward_subsumption_resolution,[],[f40554,f21314]) ).

fof(f40558,plain,
    ( ! [X0] :
        ( succ(s409,X0)
        | until2p7(X0) )
    | spl0_44
    | ~ spl0_457
    | ~ spl0_2662 ),
    inference(resolution,[],[f40555,f943]) ).

fof(f40560,plain,
    ( until2p7(s410)
    | spl0_44
    | ~ spl0_457
    | ~ spl0_2662 ),
    inference(resolution,[],[f40558,f883]) ).

fof(f40561,plain,
    ( xuntil2p8(s410)
    | ~ node4(s410)
    | spl0_44
    | ~ spl0_457
    | ~ spl0_2662 ),
    inference(resolution,[],[f40560,f942]) ).

fof(f40562,plain,
    ( xuntil2p8(s410)
    | spl0_44
    | ~ spl0_457
    | ~ spl0_2662
    | ~ spl0_2663 ),
    inference(forward_subsumption_resolution,[],[f40561,f21328]) ).

fof(f40563,plain,
    ( spl0_3056
    | spl0_44
    | ~ spl0_457
    | ~ spl0_2662
    | ~ spl0_2663 ),
    inference(avatar_split_clause,[],[f40562,f21327,f21313,f2773,f1117,f36999]) ).

fof(f40564,plain,
    ( xuntil2p8(s87)
    | ~ node4(s87)
    | spl0_366
    | ~ spl0_457 ),
    inference(resolution,[],[f25763,f942]) ).

fof(f40565,plain,
    ( xuntil2p8(s87)
    | spl0_366
    | ~ spl0_457
    | ~ spl0_2337 ),
    inference(forward_subsumption_resolution,[],[f40564,f14408]) ).

fof(f40566,plain,
    ( spl0_2813
    | spl0_366
    | ~ spl0_457
    | ~ spl0_2337 ),
    inference(avatar_split_clause,[],[f40565,f14407,f2773,f2405,f31635]) ).

fof(f40571,plain,
    ( xuntil2p8(s343)
    | ~ node4(s343)
    | spl0_110
    | ~ spl0_457 ),
    inference(resolution,[],[f25938,f942]) ).

fof(f40572,plain,
    ( xuntil2p8(s343)
    | spl0_110
    | ~ spl0_457
    | ~ spl0_2596 ),
    inference(forward_subsumption_resolution,[],[f40571,f19524]) ).

fof(f40573,plain,
    ( spl0_2959
    | spl0_110
    | ~ spl0_457
    | ~ spl0_2596 ),
    inference(avatar_split_clause,[],[f40572,f19523,f2773,f1381,f33045]) ).

fof(f40575,plain,
    ( xuntil2p8(s249)
    | ~ node4(s249)
    | spl0_204
    | ~ spl0_457 ),
    inference(resolution,[],[f26784,f942]) ).

fof(f40576,plain,
    ( xuntil2p8(s249)
    | spl0_204
    | ~ spl0_457
    | ~ spl0_2504 ),
    inference(forward_subsumption_resolution,[],[f40575,f17572]) ).

fof(f40577,plain,
    ( spl0_3016
    | spl0_204
    | ~ spl0_457
    | ~ spl0_2504 ),
    inference(avatar_split_clause,[],[f40576,f17571,f2773,f1757,f35407]) ).

fof(f40578,plain,
    ( xuntil2p8(s129)
    | ~ node4(s129)
    | spl0_324
    | ~ spl0_457 ),
    inference(resolution,[],[f26141,f942]) ).

fof(f40579,plain,
    ( xuntil2p8(s129)
    | spl0_324
    | ~ spl0_457
    | ~ spl0_2381 ),
    inference(forward_subsumption_resolution,[],[f40578,f15212]) ).

fof(f40580,plain,
    ( spl0_2842
    | spl0_324
    | ~ spl0_457
    | ~ spl0_2381 ),
    inference(avatar_split_clause,[],[f40579,f15211,f2773,f2237,f31904]) ).

fof(f40585,plain,
    ( xuntil2p8(s358)
    | ~ node4(s358)
    | spl0_95
    | ~ spl0_457 ),
    inference(resolution,[],[f25803,f942]) ).

fof(f40586,plain,
    ( xuntil2p8(s358)
    | spl0_95
    | ~ spl0_457
    | ~ spl0_2602 ),
    inference(forward_subsumption_resolution,[],[f40585,f19668]) ).

fof(f40587,plain,
    ( spl0_2960
    | spl0_95
    | ~ spl0_457
    | ~ spl0_2602 ),
    inference(avatar_split_clause,[],[f40586,f19667,f2773,f1321,f33066]) ).

fof(f40591,plain,
    ( xuntil2p8(s80)
    | ~ node4(s80)
    | spl0_373
    | ~ spl0_457 ),
    inference(resolution,[],[f25700,f942]) ).

fof(f40592,plain,
    ( xuntil2p8(s80)
    | spl0_373
    | ~ spl0_457
    | ~ spl0_2344 ),
    inference(forward_subsumption_resolution,[],[f40591,f14485]) ).

fof(f40593,plain,
    ( spl0_2820
    | spl0_373
    | ~ spl0_457
    | ~ spl0_2344 ),
    inference(avatar_split_clause,[],[f40592,f14484,f2773,f2433,f31677]) ).

fof(f40594,plain,
    ( xuntil2p8(s305)
    | ~ node4(s305)
    | spl0_148
    | ~ spl0_457 ),
    inference(resolution,[],[f26280,f942]) ).

fof(f40595,plain,
    ( xuntil2p8(s305)
    | spl0_148
    | ~ spl0_457
    | ~ spl0_2554 ),
    inference(forward_subsumption_resolution,[],[f40594,f18621]) ).

fof(f40596,plain,
    ( spl0_3040
    | spl0_148
    | ~ spl0_457
    | ~ spl0_2554 ),
    inference(avatar_split_clause,[],[f40595,f18620,f2773,f1533,f36452]) ).

fof(f40600,plain,
    ( xuntil2p8(s296)
    | ~ node4(s296)
    | spl0_157
    | ~ spl0_457 ),
    inference(resolution,[],[f26361,f942]) ).

fof(f40601,plain,
    ( xuntil2p8(s296)
    | spl0_157
    | ~ spl0_457
    | ~ spl0_2584 ),
    inference(forward_subsumption_resolution,[],[f40600,f19168]) ).

fof(f40602,plain,
    ( spl0_2954
    | spl0_157
    | ~ spl0_457
    | ~ spl0_2584 ),
    inference(avatar_split_clause,[],[f40601,f19167,f2773,f1569,f32959]) ).

fof(f40605,plain,
    ( xuntil2p8(s336)
    | ~ node4(s336)
    | spl0_117
    | ~ spl0_457 ),
    inference(resolution,[],[f26001,f942]) ).

fof(f40606,plain,
    ( xuntil2p8(s336)
    | spl0_117
    | ~ spl0_457
    | ~ spl0_2590 ),
    inference(forward_subsumption_resolution,[],[f40605,f19402]) ).

fof(f40607,plain,
    ( spl0_2957
    | spl0_117
    | ~ spl0_457
    | ~ spl0_2590 ),
    inference(avatar_split_clause,[],[f40606,f19401,f2773,f1409,f33026]) ).

fof(f40613,plain,
    ( xuntil2p8(s273)
    | ~ node4(s273)
    | spl0_180
    | ~ spl0_457 ),
    inference(resolution,[],[f26568,f942]) ).

fof(f40614,plain,
    ( xuntil2p8(s273)
    | spl0_180
    | ~ spl0_457
    | ~ spl0_2535 ),
    inference(forward_subsumption_resolution,[],[f40613,f18230]) ).

fof(f40615,plain,
    ( spl0_2940
    | spl0_180
    | ~ spl0_457
    | ~ spl0_2535 ),
    inference(avatar_split_clause,[],[f40614,f18229,f2773,f1661,f32805]) ).

fof(f40618,plain,
    ( xuntil2p8(s347)
    | ~ node4(s347)
    | spl0_106
    | ~ spl0_457 ),
    inference(resolution,[],[f25902,f942]) ).

fof(f40619,plain,
    ( xuntil2p8(s347)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2649 ),
    inference(forward_subsumption_resolution,[],[f40618,f20635]) ).

fof(f40621,plain,
    ( ! [X0] :
        ( succ(s347,X0)
        | until2p7(X0) )
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2649 ),
    inference(resolution,[],[f40619,f943]) ).

fof(f40623,plain,
    ( until2p7(s348)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2649 ),
    inference(resolution,[],[f40621,f821]) ).

fof(f40624,plain,
    ( xuntil2p8(s348)
    | ~ node4(s348)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2649 ),
    inference(resolution,[],[f40623,f942]) ).

fof(f40625,plain,
    ( xuntil2p8(s348)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2649 ),
    inference(forward_subsumption_resolution,[],[f40624,f19562]) ).

fof(f40626,plain,
    ( ! [X0] :
        ( succ(s348,X0)
        | until2p7(X0) )
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2649 ),
    inference(resolution,[],[f40625,f943]) ).

fof(f40628,plain,
    ( until2p7(s349)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2649 ),
    inference(resolution,[],[f40626,f822]) ).

fof(f40629,plain,
    ( xuntil2p8(s349)
    | ~ node4(s349)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2649 ),
    inference(resolution,[],[f40628,f942]) ).

fof(f40630,plain,
    ( xuntil2p8(s349)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649 ),
    inference(forward_subsumption_resolution,[],[f40629,f20604]) ).

fof(f40631,plain,
    ( ! [X0] :
        ( succ(s349,X0)
        | until2p7(X0) )
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649 ),
    inference(resolution,[],[f40630,f943]) ).

fof(f40633,plain,
    ( until2p7(s350)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649 ),
    inference(resolution,[],[f40631,f823]) ).

fof(f40634,plain,
    ( xuntil2p8(s350)
    | ~ node4(s350)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649 ),
    inference(resolution,[],[f40633,f942]) ).

fof(f40635,plain,
    ( xuntil2p8(s350)
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f40634,f21119]) ).

fof(f40636,plain,
    ( spl0_2730
    | spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2658 ),
    inference(avatar_split_clause,[],[f40635,f21118,f20634,f20603,f19561,f2773,f1365,f30680]) ).

fof(f40640,plain,
    ( xuntil2p8(s419)
    | ~ node4(s419)
    | spl0_34
    | ~ spl0_457 ),
    inference(resolution,[],[f25254,f942]) ).

fof(f40641,plain,
    ( xuntil2p8(s419)
    | spl0_34
    | ~ spl0_457
    | ~ spl0_2670 ),
    inference(forward_subsumption_resolution,[],[f40640,f21447]) ).

fof(f40642,plain,
    ( spl0_2741
    | spl0_34
    | ~ spl0_457
    | ~ spl0_2670 ),
    inference(avatar_split_clause,[],[f40641,f21446,f2773,f1077,f30983]) ).

fof(f40644,plain,
    ( xuntil2p8(s188)
    | ~ node4(s188)
    | spl0_265
    | ~ spl0_457 ),
    inference(resolution,[],[f26672,f942]) ).

fof(f40645,plain,
    ( xuntil2p8(s188)
    | spl0_265
    | ~ spl0_457
    | ~ spl0_2444 ),
    inference(forward_subsumption_resolution,[],[f40644,f16412]) ).

fof(f40648,plain,
    ( ! [X0] :
        ( succ(s188,X0)
        | until2p7(X0) )
    | spl0_265
    | ~ spl0_457
    | ~ spl0_2444 ),
    inference(resolution,[],[f40645,f943]) ).

fof(f40650,plain,
    ( until2p7(s189)
    | spl0_265
    | ~ spl0_457
    | ~ spl0_2444 ),
    inference(resolution,[],[f40648,f662]) ).

fof(f40651,plain,
    ( xuntil2p8(s189)
    | ~ node4(s189)
    | spl0_265
    | ~ spl0_457
    | ~ spl0_2444 ),
    inference(resolution,[],[f40650,f942]) ).

fof(f40652,plain,
    ( xuntil2p8(s189)
    | spl0_265
    | ~ spl0_457
    | ~ spl0_2444
    | ~ spl0_2445 ),
    inference(forward_subsumption_resolution,[],[f40651,f16424]) ).

fof(f40653,plain,
    ( spl0_3023
    | spl0_265
    | ~ spl0_457
    | ~ spl0_2444
    | ~ spl0_2445 ),
    inference(avatar_split_clause,[],[f40652,f16423,f16411,f2773,f2001,f35712]) ).

fof(f40655,plain,
    ( xuntil2p8(s54)
    | ~ node4(s54)
    | spl0_399
    | ~ spl0_457 ),
    inference(resolution,[],[f25466,f942]) ).

fof(f40662,plain,
    ( xuntil2p8(s69)
    | ~ node4(s69)
    | spl0_384
    | ~ spl0_457 ),
    inference(resolution,[],[f25601,f942]) ).

fof(f40668,plain,
    ( xuntil2p8(s93)
    | ~ node4(s93)
    | spl0_360
    | ~ spl0_457 ),
    inference(resolution,[],[f25817,f942]) ).

fof(f40669,plain,
    ( xuntil2p8(s93)
    | spl0_360
    | ~ spl0_457
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f40668,f14698]) ).

fof(f40671,plain,
    ( ! [X0] :
        ( succ(s93,X0)
        | until2p7(X0) )
    | spl0_360
    | ~ spl0_457
    | ~ spl0_2355 ),
    inference(resolution,[],[f40669,f943]) ).

fof(f40673,plain,
    ( until2p7(s94)
    | spl0_360
    | ~ spl0_457
    | ~ spl0_2355 ),
    inference(resolution,[],[f40671,f567]) ).

fof(f40674,plain,
    ( xuntil2p8(s94)
    | ~ node4(s94)
    | spl0_360
    | ~ spl0_457
    | ~ spl0_2355 ),
    inference(resolution,[],[f40673,f942]) ).

fof(f40675,plain,
    ( xuntil2p8(s94)
    | spl0_360
    | ~ spl0_457
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(forward_subsumption_resolution,[],[f40674,f14687]) ).

fof(f40676,plain,
    ( spl0_2828
    | spl0_360
    | ~ spl0_457
    | ~ spl0_2354
    | ~ spl0_2355 ),
    inference(avatar_split_clause,[],[f40675,f14697,f14686,f2773,f2381,f31759]) ).

fof(f40680,plain,
    ( xuntil2p8(s238)
    | ~ node4(s238)
    | spl0_215
    | ~ spl0_457 ),
    inference(resolution,[],[f26883,f942]) ).

fof(f40681,plain,
    ( xuntil2p8(s238)
    | spl0_215
    | ~ spl0_457
    | ~ spl0_2485 ),
    inference(forward_subsumption_resolution,[],[f40680,f17232]) ).

fof(f40682,plain,
    ( spl0_2915
    | spl0_215
    | ~ spl0_457
    | ~ spl0_2485 ),
    inference(avatar_split_clause,[],[f40681,f17231,f2773,f1801,f32567]) ).

fof(f40683,plain,
    ( xuntil2p8(s109)
    | ~ node4(s109)
    | spl0_344
    | ~ spl0_457 ),
    inference(resolution,[],[f25961,f942]) ).

fof(f40684,plain,
    ( xuntil2p8(s109)
    | spl0_344
    | ~ spl0_457
    | ~ spl0_2365 ),
    inference(forward_subsumption_resolution,[],[f40683,f14884]) ).

fof(f40685,plain,
    ( spl0_2716
    | spl0_344
    | ~ spl0_457
    | ~ spl0_2365 ),
    inference(avatar_split_clause,[],[f40684,f14883,f2773,f2317,f30246]) ).

fof(f40690,plain,
    ( xuntil2p8(s177)
    | ~ node4(s177)
    | spl0_276
    | ~ spl0_457 ),
    inference(resolution,[],[f26573,f942]) ).

fof(f40691,plain,
    ( xuntil2p8(s177)
    | spl0_276
    | ~ spl0_457
    | ~ spl0_2440 ),
    inference(forward_subsumption_resolution,[],[f40690,f16323]) ).

fof(f40692,plain,
    ( spl0_2885
    | spl0_276
    | ~ spl0_457
    | ~ spl0_2440 ),
    inference(avatar_split_clause,[],[f40691,f16322,f2773,f2045,f32274]) ).

fof(f40695,plain,
    ( xuntil2p8(s274)
    | ~ node4(s274)
    | spl0_179
    | ~ spl0_457 ),
    inference(resolution,[],[f26559,f942]) ).

fof(f40696,plain,
    ( xuntil2p8(s274)
    | spl0_179
    | ~ spl0_457
    | ~ spl0_2534 ),
    inference(forward_subsumption_resolution,[],[f40695,f18204]) ).

fof(f40697,plain,
    ( spl0_2939
    | spl0_179
    | ~ spl0_457
    | ~ spl0_2534 ),
    inference(avatar_split_clause,[],[f40696,f18203,f2773,f1657,f32799]) ).

fof(f40700,plain,
    ( xuntil2p8(s357)
    | ~ node4(s357)
    | spl0_96
    | ~ spl0_457 ),
    inference(resolution,[],[f25812,f942]) ).

fof(f40701,plain,
    ( xuntil2p8(s357)
    | spl0_96
    | ~ spl0_457
    | ~ spl0_2601 ),
    inference(forward_subsumption_resolution,[],[f40700,f19653]) ).

fof(f40702,plain,
    ( spl0_3047
    | spl0_96
    | ~ spl0_457
    | ~ spl0_2601 ),
    inference(avatar_split_clause,[],[f40701,f19652,f2773,f1325,f36820]) ).

fof(f40705,plain,
    ( xuntil2p8(s203)
    | ~ node4(s203)
    | spl0_250
    | ~ spl0_457 ),
    inference(resolution,[],[f26807,f942]) ).

fof(f40706,plain,
    ( xuntil2p8(s203)
    | spl0_250
    | ~ spl0_457
    | ~ spl0_2463 ),
    inference(forward_subsumption_resolution,[],[f40705,f16764]) ).

fof(f40707,plain,
    ( spl0_2899
    | spl0_250
    | ~ spl0_457
    | ~ spl0_2463 ),
    inference(avatar_split_clause,[],[f40706,f16763,f2773,f1941,f32411]) ).

fof(f40708,plain,
    ( xuntil2p8(s117)
    | ~ node4(s117)
    | spl0_336
    | ~ spl0_457 ),
    inference(resolution,[],[f26033,f942]) ).

fof(f40709,plain,
    ( xuntil2p8(s117)
    | spl0_336
    | ~ spl0_457
    | ~ spl0_2374 ),
    inference(forward_subsumption_resolution,[],[f40708,f15066]) ).

fof(f40710,plain,
    ( spl0_2837
    | spl0_336
    | ~ spl0_457
    | ~ spl0_2374 ),
    inference(avatar_split_clause,[],[f40709,f15065,f2773,f2285,f31849]) ).

fof(f40714,plain,
    ( xuntil2p8(s216)
    | ~ node4(s216)
    | spl0_237
    | ~ spl0_457 ),
    inference(resolution,[],[f26924,f942]) ).

fof(f40715,plain,
    ( xuntil2p8(s216)
    | spl0_237
    | ~ spl0_457
    | ~ spl0_2471 ),
    inference(forward_subsumption_resolution,[],[f40714,f16933]) ).

fof(f40716,plain,
    ( spl0_2905
    | spl0_237
    | ~ spl0_457
    | ~ spl0_2471 ),
    inference(avatar_split_clause,[],[f40715,f16932,f2773,f1889,f32471]) ).

fof(f40717,plain,
    ( xuntil2p8(s111)
    | ~ node4(s111)
    | spl0_342
    | ~ spl0_457 ),
    inference(resolution,[],[f25979,f942]) ).

fof(f40718,plain,
    ( xuntil2p8(s111)
    | spl0_342
    | ~ spl0_457
    | ~ spl0_2367 ),
    inference(forward_subsumption_resolution,[],[f40717,f14912]) ).

fof(f40719,plain,
    ( spl0_2719
    | spl0_342
    | ~ spl0_457
    | ~ spl0_2367 ),
    inference(avatar_split_clause,[],[f40718,f14911,f2773,f2309,f30268]) ).

fof(f40720,plain,
    ( xuntil2p8(s410)
    | ~ node4(s410)
    | spl0_43
    | ~ spl0_457 ),
    inference(resolution,[],[f25335,f942]) ).

fof(f40721,plain,
    ( xuntil2p8(s410)
    | spl0_43
    | ~ spl0_457
    | ~ spl0_2663 ),
    inference(forward_subsumption_resolution,[],[f40720,f21328]) ).

fof(f40722,plain,
    ( spl0_3056
    | spl0_43
    | ~ spl0_457
    | ~ spl0_2663 ),
    inference(avatar_split_clause,[],[f40721,f21327,f2773,f1113,f36999]) ).

fof(f40724,plain,
    ( xuntil2p8(s172)
    | ~ node4(s172)
    | spl0_281
    | ~ spl0_457 ),
    inference(resolution,[],[f26528,f942]) ).

fof(f40725,plain,
    ( xuntil2p8(s172)
    | spl0_281
    | ~ spl0_457
    | ~ spl0_2421 ),
    inference(forward_subsumption_resolution,[],[f40724,f16007]) ).

fof(f40726,plain,
    ( spl0_2868
    | spl0_281
    | ~ spl0_457
    | ~ spl0_2421 ),
    inference(avatar_split_clause,[],[f40725,f16006,f2773,f2065,f32143]) ).

fof(f40731,plain,
    ( xuntil2p8(s84)
    | ~ node4(s84)
    | spl0_369
    | ~ spl0_457 ),
    inference(resolution,[],[f25736,f942]) ).

fof(f40732,plain,
    ( xuntil2p8(s84)
    | spl0_369
    | ~ spl0_457
    | ~ spl0_2340 ),
    inference(forward_subsumption_resolution,[],[f40731,f14441]) ).

fof(f40733,plain,
    ( spl0_2816
    | spl0_369
    | ~ spl0_457
    | ~ spl0_2340 ),
    inference(avatar_split_clause,[],[f40732,f14440,f2773,f2417,f31653]) ).

fof(f40734,plain,
    ( xuntil2p8(s64)
    | ~ node4(s64)
    | spl0_389
    | ~ spl0_457 ),
    inference(resolution,[],[f25556,f942]) ).

fof(f40738,plain,
    ( xuntil2p8(s137)
    | ~ node4(s137)
    | spl0_316
    | ~ spl0_457 ),
    inference(resolution,[],[f26213,f942]) ).

fof(f40739,plain,
    ( xuntil2p8(s137)
    | spl0_316
    | ~ spl0_457
    | ~ spl0_2395 ),
    inference(forward_subsumption_resolution,[],[f40738,f15462]) ).

fof(f40740,plain,
    ( spl0_2852
    | spl0_316
    | ~ spl0_457
    | ~ spl0_2395 ),
    inference(avatar_split_clause,[],[f40739,f15461,f2773,f2205,f31985]) ).

fof(f40745,plain,
    ( xuntil2p8(s413)
    | ~ node4(s413)
    | spl0_40
    | ~ spl0_457 ),
    inference(resolution,[],[f25308,f942]) ).

fof(f40746,plain,
    ( xuntil2p8(s413)
    | spl0_40
    | ~ spl0_457
    | ~ spl0_2666 ),
    inference(forward_subsumption_resolution,[],[f40745,f21370]) ).

fof(f40749,plain,
    ( ! [X0] :
        ( succ(s413,X0)
        | until2p7(X0) )
    | spl0_40
    | ~ spl0_457
    | ~ spl0_2666 ),
    inference(resolution,[],[f40746,f943]) ).

fof(f40751,plain,
    ( until2p7(s414)
    | spl0_40
    | ~ spl0_457
    | ~ spl0_2666 ),
    inference(resolution,[],[f40749,f887]) ).

fof(f40752,plain,
    ( xuntil2p8(s414)
    | ~ node4(s414)
    | spl0_40
    | ~ spl0_457
    | ~ spl0_2666 ),
    inference(resolution,[],[f40751,f942]) ).

fof(f40753,plain,
    ( xuntil2p8(s414)
    | spl0_40
    | ~ spl0_457
    | ~ spl0_2666
    | ~ spl0_2676 ),
    inference(forward_subsumption_resolution,[],[f40752,f21541]) ).

fof(f40754,plain,
    ( spl0_2980
    | spl0_40
    | ~ spl0_457
    | ~ spl0_2666
    | ~ spl0_2676 ),
    inference(avatar_split_clause,[],[f40753,f21540,f21369,f2773,f1101,f33347]) ).

fof(f40755,plain,
    ( xuntil2p8(s195)
    | ~ node4(s195)
    | spl0_258
    | ~ spl0_457 ),
    inference(resolution,[],[f26735,f942]) ).

fof(f40756,plain,
    ( xuntil2p8(s195)
    | spl0_258
    | ~ spl0_457
    | ~ spl0_2447 ),
    inference(forward_subsumption_resolution,[],[f40755,f16486]) ).

fof(f40757,plain,
    ( spl0_2887
    | spl0_258
    | ~ spl0_457
    | ~ spl0_2447 ),
    inference(avatar_split_clause,[],[f40756,f16485,f2773,f1973,f32314]) ).

fof(f40760,plain,
    ( xuntil2p8(s171)
    | ~ node4(s171)
    | spl0_282
    | ~ spl0_457 ),
    inference(resolution,[],[f26519,f942]) ).

fof(f40761,plain,
    ( xuntil2p8(s171)
    | spl0_282
    | ~ spl0_457
    | ~ spl0_2422 ),
    inference(forward_subsumption_resolution,[],[f40760,f16018]) ).

fof(f40762,plain,
    ( spl0_2869
    | spl0_282
    | ~ spl0_457
    | ~ spl0_2422 ),
    inference(avatar_split_clause,[],[f40761,f16017,f2773,f2069,f32149]) ).

fof(f40765,plain,
    ( xuntil2p8(s369)
    | ~ node4(s369)
    | spl0_84
    | ~ spl0_457 ),
    inference(resolution,[],[f25704,f942]) ).

fof(f40766,plain,
    ( xuntil2p8(s369)
    | spl0_84
    | ~ spl0_457
    | ~ spl0_2611 ),
    inference(forward_subsumption_resolution,[],[f40765,f19836]) ).

fof(f40768,plain,
    ( ! [X0] :
        ( succ(s369,X0)
        | until2p7(X0) )
    | spl0_84
    | ~ spl0_457
    | ~ spl0_2611 ),
    inference(resolution,[],[f40766,f943]) ).

fof(f40770,plain,
    ( until2p7(s370)
    | spl0_84
    | ~ spl0_457
    | ~ spl0_2611 ),
    inference(resolution,[],[f40768,f843]) ).

fof(f40771,plain,
    ( xuntil2p8(s370)
    | ~ node4(s370)
    | spl0_84
    | ~ spl0_457
    | ~ spl0_2611 ),
    inference(resolution,[],[f40770,f942]) ).

fof(f40772,plain,
    ( xuntil2p8(s370)
    | spl0_84
    | ~ spl0_457
    | ~ spl0_2611
    | ~ spl0_2612 ),
    inference(forward_subsumption_resolution,[],[f40771,f19852]) ).

fof(f40773,plain,
    ( spl0_2736
    | spl0_84
    | ~ spl0_457
    | ~ spl0_2611
    | ~ spl0_2612 ),
    inference(avatar_split_clause,[],[f40772,f19851,f19835,f2773,f1277,f30862]) ).

fof(f40774,plain,
    ( xuntil2p8(s76)
    | ~ node4(s76)
    | spl0_377
    | ~ spl0_457 ),
    inference(resolution,[],[f25664,f942]) ).

fof(f40782,plain,
    ( xuntil2p8(s430)
    | ~ node4(s430)
    | spl0_23
    | ~ spl0_457 ),
    inference(resolution,[],[f25155,f942]) ).

fof(f40783,plain,
    ( xuntil2p8(s430)
    | spl0_23
    | ~ spl0_457
    | ~ spl0_2686 ),
    inference(forward_subsumption_resolution,[],[f40782,f21781]) ).

fof(f40784,plain,
    ( spl0_2744
    | spl0_23
    | ~ spl0_457
    | ~ spl0_2686 ),
    inference(avatar_split_clause,[],[f40783,f21780,f2773,f1033,f31024]) ).

fof(f40786,plain,
    ( xuntil2p8(s421)
    | ~ node4(s421)
    | spl0_32
    | ~ spl0_457 ),
    inference(resolution,[],[f25236,f942]) ).

fof(f40787,plain,
    ( xuntil2p8(s421)
    | spl0_32
    | ~ spl0_457
    | ~ spl0_2673 ),
    inference(forward_subsumption_resolution,[],[f40786,f21499]) ).

fof(f40788,plain,
    ( spl0_2977
    | spl0_32
    | ~ spl0_457
    | ~ spl0_2673 ),
    inference(avatar_split_clause,[],[f40787,f21498,f2773,f1069,f33328]) ).

fof(f40792,plain,
    ( xuntil2p8(s345)
    | ~ node4(s345)
    | spl0_108
    | ~ spl0_457 ),
    inference(resolution,[],[f25920,f942]) ).

fof(f40793,plain,
    ( xuntil2p8(s345)
    | spl0_108
    | ~ spl0_457
    | ~ spl0_2650 ),
    inference(forward_subsumption_resolution,[],[f40792,f20652]) ).

fof(f40794,plain,
    ( ! [X0] :
        ( succ(s345,X0)
        | until2p7(X0) )
    | spl0_108
    | ~ spl0_457
    | ~ spl0_2650 ),
    inference(resolution,[],[f40793,f943]) ).

fof(f40796,plain,
    ( until2p7(s346)
    | spl0_108
    | ~ spl0_457
    | ~ spl0_2650 ),
    inference(resolution,[],[f40794,f819]) ).

fof(f40797,plain,
    ( xuntil2p8(s346)
    | ~ node4(s346)
    | spl0_108
    | ~ spl0_457
    | ~ spl0_2650 ),
    inference(resolution,[],[f40796,f942]) ).

fof(f40798,plain,
    ( xuntil2p8(s346)
    | spl0_108
    | ~ spl0_457
    | ~ spl0_2650
    | ~ spl0_2654 ),
    inference(forward_subsumption_resolution,[],[f40797,f20858]) ).

fof(f40799,plain,
    ( spl0_2991
    | spl0_108
    | ~ spl0_457
    | ~ spl0_2650
    | ~ spl0_2654 ),
    inference(avatar_split_clause,[],[f40798,f20857,f20651,f2773,f1373,f33927]) ).

fof(f40803,plain,
    ( xuntil2p8(s334)
    | ~ node4(s334)
    | spl0_119
    | ~ spl0_457 ),
    inference(resolution,[],[f26019,f942]) ).

fof(f40804,plain,
    ( xuntil2p8(s334)
    | spl0_119
    | ~ spl0_457
    | ~ spl0_2587 ),
    inference(forward_subsumption_resolution,[],[f40803,f19266]) ).

fof(f40805,plain,
    ( spl0_2729
    | spl0_119
    | ~ spl0_457
    | ~ spl0_2587 ),
    inference(avatar_split_clause,[],[f40804,f19265,f2773,f1417,f30659]) ).

fof(f40806,plain,
    ( xuntil2p8(s331)
    | ~ node4(s331)
    | spl0_122
    | ~ spl0_457 ),
    inference(resolution,[],[f26046,f942]) ).

fof(f40807,plain,
    ( xuntil2p8(s331)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2576 ),
    inference(forward_subsumption_resolution,[],[f40806,f19028]) ).

fof(f40808,plain,
    ( ! [X0] :
        ( succ(s331,X0)
        | until2p7(X0) )
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2576 ),
    inference(resolution,[],[f40807,f943]) ).

fof(f40813,plain,
    ( until2p7(s332)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2576 ),
    inference(resolution,[],[f40808,f805]) ).

fof(f40814,plain,
    ( xuntil2p8(s332)
    | ~ node4(s332)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2576 ),
    inference(resolution,[],[f40813,f942]) ).

fof(f40815,plain,
    ( xuntil2p8(s332)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2576 ),
    inference(forward_subsumption_resolution,[],[f40814,f18995]) ).

fof(f40816,plain,
    ( ! [X0] :
        ( succ(s332,X0)
        | until2p7(X0) )
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2576 ),
    inference(resolution,[],[f40815,f943]) ).

fof(f40818,plain,
    ( until2p7(s333)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2576 ),
    inference(resolution,[],[f40816,f806]) ).

fof(f40819,plain,
    ( xuntil2p8(s333)
    | ~ node4(s333)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2576 ),
    inference(resolution,[],[f40818,f942]) ).

fof(f40820,plain,
    ( xuntil2p8(s333)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576 ),
    inference(forward_subsumption_resolution,[],[f40819,f19016]) ).

fof(f40821,plain,
    ( ! [X0] :
        ( succ(s333,X0)
        | until2p7(X0) )
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576 ),
    inference(resolution,[],[f40820,f943]) ).

fof(f40823,plain,
    ( until2p7(s334)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576 ),
    inference(resolution,[],[f40821,f807]) ).

fof(f40824,plain,
    ( xuntil2p8(s334)
    | ~ node4(s334)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576 ),
    inference(resolution,[],[f40823,f942]) ).

fof(f40825,plain,
    ( xuntil2p8(s334)
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2587 ),
    inference(forward_subsumption_resolution,[],[f40824,f19266]) ).

fof(f40826,plain,
    ( spl0_2729
    | spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2587 ),
    inference(avatar_split_clause,[],[f40825,f19265,f19027,f19015,f18994,f2773,f1429,f30659]) ).

fof(f40830,plain,
    ( xuntil2p8(s361)
    | ~ node4(s361)
    | spl0_92
    | ~ spl0_457 ),
    inference(resolution,[],[f25776,f942]) ).

fof(f40831,plain,
    ( xuntil2p8(s361)
    | spl0_92
    | ~ spl0_457
    | ~ spl0_2604 ),
    inference(forward_subsumption_resolution,[],[f40830,f19708]) ).

fof(f40832,plain,
    ( spl0_2728
    | spl0_92
    | ~ spl0_457
    | ~ spl0_2604 ),
    inference(avatar_split_clause,[],[f40831,f19707,f2773,f1309,f30652]) ).

fof(f40836,plain,
    ( xuntil2p8(s275)
    | ~ node4(s275)
    | spl0_178
    | ~ spl0_457 ),
    inference(resolution,[],[f26550,f942]) ).

fof(f40837,plain,
    ( xuntil2p8(s275)
    | spl0_178
    | ~ spl0_457
    | ~ spl0_2523 ),
    inference(forward_subsumption_resolution,[],[f40836,f18007]) ).

fof(f40838,plain,
    ( spl0_2938
    | spl0_178
    | ~ spl0_457
    | ~ spl0_2523 ),
    inference(avatar_split_clause,[],[f40837,f18006,f2773,f1653,f32793]) ).

fof(f40842,plain,
    ( xuntil2p8(s96)
    | ~ node4(s96)
    | spl0_357
    | ~ spl0_457 ),
    inference(resolution,[],[f25844,f942]) ).

fof(f40843,plain,
    ( xuntil2p8(s96)
    | spl0_357
    | ~ spl0_457
    | ~ spl0_2352 ),
    inference(forward_subsumption_resolution,[],[f40842,f14665]) ).

fof(f40844,plain,
    ( spl0_2826
    | spl0_357
    | ~ spl0_457
    | ~ spl0_2352 ),
    inference(avatar_split_clause,[],[f40843,f14664,f2773,f2369,f31747]) ).

fof(f40845,plain,
    ( xuntil2p8(s337)
    | ~ node4(s337)
    | spl0_116
    | ~ spl0_457 ),
    inference(resolution,[],[f25992,f942]) ).

fof(f40846,plain,
    ( xuntil2p8(s337)
    | spl0_116
    | ~ spl0_457
    | ~ spl0_2591 ),
    inference(forward_subsumption_resolution,[],[f40845,f19428]) ).

fof(f40847,plain,
    ( spl0_2958
    | spl0_116
    | ~ spl0_457
    | ~ spl0_2591 ),
    inference(avatar_split_clause,[],[f40846,f19427,f2773,f1405,f33033]) ).

fof(f40851,plain,
    ( xuntil2p8(s126)
    | ~ node4(s126)
    | spl0_327
    | ~ spl0_457 ),
    inference(resolution,[],[f26114,f942]) ).

fof(f40852,plain,
    ( xuntil2p8(s126)
    | spl0_327
    | ~ spl0_457
    | ~ spl0_2384 ),
    inference(forward_subsumption_resolution,[],[f40851,f15247]) ).

fof(f40853,plain,
    ( spl0_2845
    | spl0_327
    | ~ spl0_457
    | ~ spl0_2384 ),
    inference(avatar_split_clause,[],[f40852,f15246,f2773,f2249,f31923]) ).

fof(f40858,plain,
    ( xuntil2p8(s350)
    | ~ node4(s350)
    | spl0_103
    | ~ spl0_457 ),
    inference(resolution,[],[f25875,f942]) ).

fof(f40859,plain,
    ( xuntil2p8(s350)
    | spl0_103
    | ~ spl0_457
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f40858,f21119]) ).

fof(f40860,plain,
    ( spl0_2730
    | spl0_103
    | ~ spl0_457
    | ~ spl0_2658 ),
    inference(avatar_split_clause,[],[f40859,f21118,f2773,f1353,f30680]) ).

fof(f40864,plain,
    ( xuntil2p8(s407)
    | ~ node4(s407)
    | spl0_46
    | ~ spl0_457 ),
    inference(resolution,[],[f25362,f942]) ).

fof(f40865,plain,
    ( xuntil2p8(s407)
    | spl0_46
    | ~ spl0_457
    | ~ spl0_2660 ),
    inference(forward_subsumption_resolution,[],[f40864,f21281]) ).

fof(f40866,plain,
    ( spl0_2976
    | spl0_46
    | ~ spl0_457
    | ~ spl0_2660 ),
    inference(avatar_split_clause,[],[f40865,f21280,f2773,f1125,f33308]) ).

fof(f40870,plain,
    ( xuntil2p8(s258)
    | ~ node4(s258)
    | spl0_195
    | ~ spl0_457 ),
    inference(resolution,[],[f26703,f942]) ).

fof(f40871,plain,
    ( xuntil2p8(s258)
    | spl0_195
    | ~ spl0_457
    | ~ spl0_2511 ),
    inference(forward_subsumption_resolution,[],[f40870,f17726]) ).

fof(f40872,plain,
    ( spl0_2931
    | spl0_195
    | ~ spl0_457
    | ~ spl0_2511 ),
    inference(avatar_split_clause,[],[f40871,f17725,f2773,f1721,f32716]) ).

fof(f40875,plain,
    ( xuntil2p8(s325)
    | ~ node4(s325)
    | spl0_128
    | ~ spl0_457 ),
    inference(resolution,[],[f26100,f942]) ).

fof(f40876,plain,
    ( xuntil2p8(s325)
    | spl0_128
    | ~ spl0_457
    | ~ spl0_2579 ),
    inference(forward_subsumption_resolution,[],[f40875,f19072]) ).

fof(f40877,plain,
    ( spl0_2949
    | spl0_128
    | ~ spl0_457
    | ~ spl0_2579 ),
    inference(avatar_split_clause,[],[f40876,f19071,f2773,f1453,f32929]) ).

fof(f40879,plain,
    ( xuntil2p8(s240)
    | ~ node4(s240)
    | spl0_213
    | ~ spl0_457 ),
    inference(resolution,[],[f26865,f942]) ).

fof(f40880,plain,
    ( xuntil2p8(s240)
    | spl0_213
    | ~ spl0_457
    | ~ spl0_2502 ),
    inference(forward_subsumption_resolution,[],[f40879,f17536]) ).

fof(f40881,plain,
    ( spl0_2926
    | spl0_213
    | ~ spl0_457
    | ~ spl0_2502 ),
    inference(avatar_split_clause,[],[f40880,f17535,f2773,f1793,f32660]) ).

fof(f40882,plain,
    ( xuntil2p8(s134)
    | ~ node4(s134)
    | spl0_319
    | ~ spl0_457 ),
    inference(resolution,[],[f26186,f942]) ).

fof(f40883,plain,
    ( xuntil2p8(s134)
    | spl0_319
    | ~ spl0_457
    | ~ spl0_2390 ),
    inference(forward_subsumption_resolution,[],[f40882,f15352]) ).

fof(f40884,plain,
    ( spl0_3045
    | spl0_319
    | ~ spl0_457
    | ~ spl0_2390 ),
    inference(avatar_split_clause,[],[f40883,f15351,f2773,f2217,f36543]) ).

fof(f40889,plain,
    ( xuntil2p8(s223)
    | ~ node4(s223)
    | spl0_230
    | ~ spl0_457 ),
    inference(resolution,[],[f26987,f942]) ).

fof(f40890,plain,
    ( xuntil2p8(s223)
    | spl0_230
    | ~ spl0_457
    | ~ spl0_2476 ),
    inference(forward_subsumption_resolution,[],[f40889,f17039]) ).

fof(f40891,plain,
    ( spl0_2909
    | spl0_230
    | ~ spl0_457
    | ~ spl0_2476 ),
    inference(avatar_split_clause,[],[f40890,f17038,f2773,f1861,f32508]) ).

fof(f40895,plain,
    ( xuntil2p8(s156)
    | ~ node4(s156)
    | spl0_297
    | ~ spl0_457 ),
    inference(resolution,[],[f26384,f942]) ).

fof(f40896,plain,
    ( xuntil2p8(s156)
    | spl0_297
    | ~ spl0_457
    | ~ spl0_2409 ),
    inference(forward_subsumption_resolution,[],[f40895,f15751]) ).

fof(f40897,plain,
    ( spl0_2860
    | spl0_297
    | ~ spl0_457
    | ~ spl0_2409 ),
    inference(avatar_split_clause,[],[f40896,f15750,f2773,f2129,f32067]) ).

fof(f40898,plain,
    ( xuntil2p8(s107)
    | ~ node4(s107)
    | spl0_346
    | ~ spl0_457 ),
    inference(resolution,[],[f25943,f942]) ).

fof(f40899,plain,
    ( xuntil2p8(s107)
    | spl0_346
    | ~ spl0_457
    | ~ spl0_2363 ),
    inference(forward_subsumption_resolution,[],[f40898,f14856]) ).

fof(f40900,plain,
    ( spl0_2717
    | spl0_346
    | ~ spl0_457
    | ~ spl0_2363 ),
    inference(avatar_split_clause,[],[f40899,f14855,f2773,f2325,f30252]) ).

fof(f40902,plain,
    ( xuntil2p8(s60)
    | ~ node4(s60)
    | spl0_393
    | ~ spl0_457 ),
    inference(resolution,[],[f25520,f942]) ).

fof(f40906,plain,
    ( xuntil2p8(s297)
    | ~ node4(s297)
    | spl0_156
    | ~ spl0_457 ),
    inference(resolution,[],[f26352,f942]) ).

fof(f40907,plain,
    ( xuntil2p8(s297)
    | spl0_156
    | ~ spl0_457
    | ~ spl0_2548 ),
    inference(forward_subsumption_resolution,[],[f40906,f18527]) ).

fof(f40908,plain,
    ( spl0_3011
    | spl0_156
    | ~ spl0_457
    | ~ spl0_2548 ),
    inference(avatar_split_clause,[],[f40907,f18526,f2773,f1565,f34973]) ).

fof(f40909,plain,
    ( xuntil2p8(s264)
    | ~ node4(s264)
    | spl0_189
    | ~ spl0_457 ),
    inference(resolution,[],[f26649,f942]) ).

fof(f40910,plain,
    ( xuntil2p8(s264)
    | spl0_189
    | ~ spl0_457
    | ~ spl0_2539 ),
    inference(forward_subsumption_resolution,[],[f40909,f18297]) ).

fof(f40911,plain,
    ( spl0_2942
    | spl0_189
    | ~ spl0_457
    | ~ spl0_2539 ),
    inference(avatar_split_clause,[],[f40910,f18296,f2773,f1697,f32817]) ).

fof(f40912,plain,
    ( xuntil2p8(s92)
    | ~ node4(s92)
    | spl0_361
    | ~ spl0_457 ),
    inference(resolution,[],[f25808,f942]) ).

fof(f40920,plain,
    ( xuntil2p8(s416)
    | ~ node4(s416)
    | spl0_37
    | ~ spl0_457 ),
    inference(resolution,[],[f25281,f942]) ).

fof(f40921,plain,
    ( xuntil2p8(s416)
    | spl0_37
    | ~ spl0_457
    | ~ spl0_2667 ),
    inference(forward_subsumption_resolution,[],[f40920,f21396]) ).

fof(f40922,plain,
    ( spl0_2992
    | spl0_37
    | ~ spl0_457
    | ~ spl0_2667 ),
    inference(avatar_split_clause,[],[f40921,f21395,f2773,f1089,f34004]) ).

fof(f40926,plain,
    ( xuntil2p8(s328)
    | ~ node4(s328)
    | spl0_125
    | ~ spl0_457 ),
    inference(resolution,[],[f26073,f942]) ).

fof(f40927,plain,
    ( xuntil2p8(s328)
    | spl0_125
    | ~ spl0_457
    | ~ spl0_2572 ),
    inference(forward_subsumption_resolution,[],[f40926,f18954]) ).

fof(f40931,plain,
    ( ! [X0] :
        ( succ(s328,X0)
        | until2p7(X0) )
    | spl0_125
    | ~ spl0_457
    | ~ spl0_2572 ),
    inference(resolution,[],[f40927,f943]) ).

fof(f40934,plain,
    ( until2p7(s329)
    | spl0_125
    | ~ spl0_457
    | ~ spl0_2572 ),
    inference(resolution,[],[f40931,f802]) ).

fof(f40935,plain,
    ( xuntil2p8(s329)
    | ~ node4(s329)
    | spl0_125
    | ~ spl0_457
    | ~ spl0_2572 ),
    inference(resolution,[],[f40934,f942]) ).

fof(f40936,plain,
    ( xuntil2p8(s329)
    | spl0_125
    | ~ spl0_457
    | ~ spl0_2572
    | ~ spl0_2577 ),
    inference(forward_subsumption_resolution,[],[f40935,f19045]) ).

fof(f40937,plain,
    ( spl0_2947
    | spl0_125
    | ~ spl0_457
    | ~ spl0_2572
    | ~ spl0_2577 ),
    inference(avatar_split_clause,[],[f40936,f19044,f18953,f2773,f1441,f32916]) ).

fof(f40941,plain,
    ( xuntil2p8(s359)
    | ~ node4(s359)
    | spl0_94
    | ~ spl0_457 ),
    inference(resolution,[],[f25794,f942]) ).

fof(f40942,plain,
    ( xuntil2p8(s359)
    | spl0_94
    | ~ spl0_457
    | ~ spl0_2603 ),
    inference(forward_subsumption_resolution,[],[f40941,f19686]) ).

fof(f40943,plain,
    ( ! [X0] :
        ( succ(s359,X0)
        | until2p7(X0) )
    | spl0_94
    | ~ spl0_457
    | ~ spl0_2603 ),
    inference(resolution,[],[f40942,f943]) ).

fof(f40945,plain,
    ( until2p7(s360)
    | spl0_94
    | ~ spl0_457
    | ~ spl0_2603 ),
    inference(resolution,[],[f40943,f833]) ).

fof(f40946,plain,
    ( xuntil2p8(s360)
    | ~ node4(s360)
    | spl0_94
    | ~ spl0_457
    | ~ spl0_2603 ),
    inference(resolution,[],[f40945,f942]) ).

fof(f40947,plain,
    ( xuntil2p8(s360)
    | spl0_94
    | ~ spl0_457
    | ~ spl0_2603
    | ~ spl0_2625 ),
    inference(forward_subsumption_resolution,[],[f40946,f20088]) ).

fof(f40948,plain,
    ( spl0_2967
    | spl0_94
    | ~ spl0_457
    | ~ spl0_2603
    | ~ spl0_2625 ),
    inference(avatar_split_clause,[],[f40947,f20087,f19685,f2773,f1317,f33131]) ).

fof(f40950,plain,
    ( xuntil2p8(s59)
    | ~ node4(s59)
    | spl0_394
    | ~ spl0_457 ),
    inference(resolution,[],[f25511,f942]) ).

fof(f40957,plain,
    ( xuntil2p8(s412)
    | ~ node4(s412)
    | spl0_41
    | ~ spl0_457 ),
    inference(resolution,[],[f25317,f942]) ).

fof(f40958,plain,
    ( xuntil2p8(s412)
    | spl0_41
    | ~ spl0_457
    | ~ spl0_2665 ),
    inference(forward_subsumption_resolution,[],[f40957,f21356]) ).

fof(f40959,plain,
    ( spl0_2740
    | spl0_41
    | ~ spl0_457
    | ~ spl0_2665 ),
    inference(avatar_split_clause,[],[f40958,f21355,f2773,f1105,f30970]) ).

fof(f40961,plain,
    ( xuntil2p8(s144)
    | ~ node4(s144)
    | spl0_309
    | ~ spl0_457 ),
    inference(resolution,[],[f26276,f942]) ).

fof(f40962,plain,
    ( xuntil2p8(s144)
    | spl0_309
    | ~ spl0_457
    | ~ spl0_2400 ),
    inference(forward_subsumption_resolution,[],[f40961,f15548]) ).

fof(f40963,plain,
    ( spl0_3019
    | spl0_309
    | ~ spl0_457
    | ~ spl0_2400 ),
    inference(avatar_split_clause,[],[f40962,f15547,f2773,f2177,f35456]) ).

fof(f40964,plain,
    ( xuntil2p8(s85)
    | ~ node4(s85)
    | spl0_368
    | ~ spl0_457 ),
    inference(resolution,[],[f25745,f942]) ).

fof(f40968,plain,
    ( xuntil2p8(s441)
    | ~ node4(s441)
    | spl0_12
    | ~ spl0_457 ),
    inference(resolution,[],[f25056,f942]) ).

fof(f40969,plain,
    ( xuntil2p8(s441)
    | spl0_12
    | ~ spl0_457
    | ~ spl0_2696 ),
    inference(forward_subsumption_resolution,[],[f40968,f21959]) ).

fof(f40970,plain,
    ( spl0_2746
    | spl0_12
    | ~ spl0_457
    | ~ spl0_2696 ),
    inference(avatar_split_clause,[],[f40969,f21958,f2773,f989,f31047]) ).

fof(f40976,plain,
    ( xuntil2p8(s200)
    | ~ node4(s200)
    | spl0_253
    | ~ spl0_457 ),
    inference(resolution,[],[f26780,f942]) ).

fof(f40977,plain,
    ( xuntil2p8(s200)
    | spl0_253
    | ~ spl0_457
    | ~ spl0_2454 ),
    inference(forward_subsumption_resolution,[],[f40976,f16615]) ).

fof(f40978,plain,
    ( spl0_2892
    | spl0_253
    | ~ spl0_457
    | ~ spl0_2454 ),
    inference(avatar_split_clause,[],[f40977,f16614,f2773,f1953,f32357]) ).

fof(f40979,plain,
    ( xuntil2p8(s322)
    | ~ node4(s322)
    | spl0_131
    | ~ spl0_457 ),
    inference(resolution,[],[f26127,f942]) ).

fof(f40980,plain,
    ( xuntil2p8(s322)
    | spl0_131
    | ~ spl0_457
    | ~ spl0_2567 ),
    inference(forward_subsumption_resolution,[],[f40979,f18843]) ).

fof(f40984,plain,
    ( ! [X0] :
        ( succ(s322,X0)
        | until2p7(X0) )
    | spl0_131
    | ~ spl0_457
    | ~ spl0_2567 ),
    inference(resolution,[],[f40980,f943]) ).

fof(f40986,plain,
    ( until2p7(s323)
    | spl0_131
    | ~ spl0_457
    | ~ spl0_2567 ),
    inference(resolution,[],[f40984,f796]) ).

fof(f40987,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | spl0_131
    | ~ spl0_457
    | ~ spl0_2567 ),
    inference(resolution,[],[f40986,f942]) ).

fof(f40988,plain,
    ( xuntil2p8(s323)
    | spl0_131
    | ~ spl0_457
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(forward_subsumption_resolution,[],[f40987,f18895]) ).

fof(f40989,plain,
    ( spl0_2950
    | spl0_131
    | ~ spl0_457
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(avatar_split_clause,[],[f40988,f18894,f18842,f2773,f1465,f32935]) ).

fof(f40993,plain,
    ( xuntil2p8(s48)
    | ~ node4(s48)
    | spl0_405
    | ~ spl0_457 ),
    inference(resolution,[],[f25412,f942]) ).

fof(f41000,plain,
    ( xuntil2p8(s229)
    | ~ node4(s229)
    | spl0_224
    | ~ spl0_457 ),
    inference(resolution,[],[f26964,f942]) ).

fof(f41001,plain,
    ( xuntil2p8(s229)
    | spl0_224
    | ~ spl0_457
    | ~ spl0_2494 ),
    inference(forward_subsumption_resolution,[],[f41000,f17341]) ).

fof(f41002,plain,
    ( spl0_2922
    | spl0_224
    | ~ spl0_457
    | ~ spl0_2494 ),
    inference(avatar_split_clause,[],[f41001,f17340,f2773,f1837,f32610]) ).

fof(f41003,plain,
    ( xuntil2p8(s349)
    | ~ node4(s349)
    | spl0_104
    | ~ spl0_457 ),
    inference(resolution,[],[f25884,f942]) ).

fof(f41004,plain,
    ( xuntil2p8(s349)
    | spl0_104
    | ~ spl0_457
    | ~ spl0_2648 ),
    inference(forward_subsumption_resolution,[],[f41003,f20604]) ).

fof(f41005,plain,
    ( ! [X0] :
        ( succ(s349,X0)
        | until2p7(X0) )
    | spl0_104
    | ~ spl0_457
    | ~ spl0_2648 ),
    inference(resolution,[],[f41004,f943]) ).

fof(f41010,plain,
    ( until2p7(s350)
    | spl0_104
    | ~ spl0_457
    | ~ spl0_2648 ),
    inference(resolution,[],[f41005,f823]) ).

fof(f41011,plain,
    ( xuntil2p8(s350)
    | ~ node4(s350)
    | spl0_104
    | ~ spl0_457
    | ~ spl0_2648 ),
    inference(resolution,[],[f41010,f942]) ).

fof(f41012,plain,
    ( xuntil2p8(s350)
    | spl0_104
    | ~ spl0_457
    | ~ spl0_2648
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f41011,f21119]) ).

fof(f41013,plain,
    ( spl0_2730
    | spl0_104
    | ~ spl0_457
    | ~ spl0_2648
    | ~ spl0_2658 ),
    inference(avatar_split_clause,[],[f41012,f21118,f20603,f2773,f1357,f30680]) ).

fof(f41017,plain,
    ( xuntil2p8(s402)
    | ~ node4(s402)
    | spl0_51
    | ~ spl0_457 ),
    inference(resolution,[],[f25407,f942]) ).

fof(f41018,plain,
    ( xuntil2p8(s402)
    | spl0_51
    | ~ spl0_457
    | ~ spl0_2657 ),
    inference(forward_subsumption_resolution,[],[f41017,f21114]) ).

fof(f41019,plain,
    ( spl0_3054
    | spl0_51
    | ~ spl0_457
    | ~ spl0_2657 ),
    inference(avatar_split_clause,[],[f41018,f21113,f2773,f1145,f36969]) ).

fof(f41022,plain,
    ( xuntil2p8(s428)
    | ~ node4(s428)
    | spl0_25
    | ~ spl0_457 ),
    inference(resolution,[],[f25173,f942]) ).

fof(f41023,plain,
    ( xuntil2p8(s428)
    | spl0_25
    | ~ spl0_457
    | ~ spl0_2684 ),
    inference(forward_subsumption_resolution,[],[f41022,f21752]) ).

fof(f41024,plain,
    ( spl0_2737
    | spl0_25
    | ~ spl0_457
    | ~ spl0_2684 ),
    inference(avatar_split_clause,[],[f41023,f21751,f2773,f1041,f30925]) ).

fof(f41026,plain,
    ( xuntil2p8(s252)
    | ~ node4(s252)
    | spl0_201
    | ~ spl0_457 ),
    inference(resolution,[],[f26757,f942]) ).

fof(f41027,plain,
    ( xuntil2p8(s252)
    | spl0_201
    | ~ spl0_457
    | ~ spl0_2507 ),
    inference(forward_subsumption_resolution,[],[f41026,f17645]) ).

fof(f41028,plain,
    ( spl0_2928
    | spl0_201
    | ~ spl0_457
    | ~ spl0_2507 ),
    inference(avatar_split_clause,[],[f41027,f17644,f2773,f1745,f32688]) ).

fof(f41029,plain,
    ( xuntil2p8(s310)
    | ~ node4(s310)
    | spl0_143
    | ~ spl0_457 ),
    inference(resolution,[],[f26235,f942]) ).

fof(f41030,plain,
    ( xuntil2p8(s310)
    | spl0_143
    | ~ spl0_457
    | ~ spl0_2582 ),
    inference(forward_subsumption_resolution,[],[f41029,f19122]) ).

fof(f41031,plain,
    ( spl0_2953
    | spl0_143
    | ~ spl0_457
    | ~ spl0_2582 ),
    inference(avatar_split_clause,[],[f41030,f19121,f2773,f1513,f32953]) ).

fof(f41033,plain,
    ( xuntil2p8(s164)
    | ~ node4(s164)
    | spl0_289
    | ~ spl0_457 ),
    inference(resolution,[],[f26456,f942]) ).

fof(f41034,plain,
    ( xuntil2p8(s164)
    | spl0_289
    | ~ spl0_457
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f41033,f16095]) ).

fof(f41039,plain,
    ( ! [X0] :
        ( succ(s164,X0)
        | until2p7(X0) )
    | spl0_289
    | ~ spl0_457
    | ~ spl0_2429 ),
    inference(resolution,[],[f41034,f943]) ).

fof(f41041,plain,
    ( until2p7(s165)
    | spl0_289
    | ~ spl0_457
    | ~ spl0_2429 ),
    inference(resolution,[],[f41039,f638]) ).

fof(f41042,plain,
    ( xuntil2p8(s165)
    | ~ node4(s165)
    | spl0_289
    | ~ spl0_457
    | ~ spl0_2429 ),
    inference(resolution,[],[f41041,f942]) ).

fof(f41043,plain,
    ( xuntil2p8(s165)
    | spl0_289
    | ~ spl0_457
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(forward_subsumption_resolution,[],[f41042,f16084]) ).

fof(f41044,plain,
    ( spl0_2875
    | spl0_289
    | ~ spl0_457
    | ~ spl0_2428
    | ~ spl0_2429 ),
    inference(avatar_split_clause,[],[f41043,f16094,f16083,f2773,f2097,f32185]) ).

fof(f41046,plain,
    ( xuntil2p8(s115)
    | ~ node4(s115)
    | spl0_338
    | ~ spl0_457 ),
    inference(resolution,[],[f26015,f942]) ).

fof(f41050,plain,
    ( xuntil2p8(s198)
    | ~ node4(s198)
    | spl0_255
    | ~ spl0_457 ),
    inference(resolution,[],[f26762,f942]) ).

fof(f41051,plain,
    ( xuntil2p8(s198)
    | spl0_255
    | ~ spl0_457
    | ~ spl0_2456 ),
    inference(forward_subsumption_resolution,[],[f41050,f16637]) ).

fof(f41052,plain,
    ( spl0_2894
    | spl0_255
    | ~ spl0_457
    | ~ spl0_2456 ),
    inference(avatar_split_clause,[],[f41051,f16636,f2773,f1961,f32369]) ).

fof(f41053,plain,
    ( xuntil2p8(s175)
    | ~ node4(s175)
    | spl0_278
    | ~ spl0_457 ),
    inference(resolution,[],[f26555,f942]) ).

fof(f41054,plain,
    ( xuntil2p8(s175)
    | spl0_278
    | ~ spl0_457
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f41053,f16345]) ).

fof(f41055,plain,
    ( ! [X0] :
        ( succ(s175,X0)
        | until2p7(X0) )
    | spl0_278
    | ~ spl0_457
    | ~ spl0_2442 ),
    inference(resolution,[],[f41054,f943]) ).

fof(f41061,plain,
    ( until2p7(s176)
    | spl0_278
    | ~ spl0_457
    | ~ spl0_2442 ),
    inference(resolution,[],[f41055,f649]) ).

fof(f41062,plain,
    ( xuntil2p8(s176)
    | ~ node4(s176)
    | spl0_278
    | ~ spl0_457
    | ~ spl0_2442 ),
    inference(resolution,[],[f41061,f942]) ).

fof(f41063,plain,
    ( xuntil2p8(s176)
    | spl0_278
    | ~ spl0_457
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(forward_subsumption_resolution,[],[f41062,f16334]) ).

fof(f41064,plain,
    ( spl0_2886
    | spl0_278
    | ~ spl0_457
    | ~ spl0_2441
    | ~ spl0_2442 ),
    inference(avatar_split_clause,[],[f41063,f16344,f16333,f2773,f2053,f32280]) ).

fof(f41067,plain,
    ( xuntil2p8(s371)
    | ~ node4(s371)
    | spl0_82
    | ~ spl0_457 ),
    inference(resolution,[],[f25686,f942]) ).

fof(f41068,plain,
    ( xuntil2p8(s371)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613 ),
    inference(forward_subsumption_resolution,[],[f41067,f19866]) ).

fof(f41070,plain,
    ( ! [X0] :
        ( succ(s371,X0)
        | until2p7(X0) )
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613 ),
    inference(resolution,[],[f41068,f943]) ).

fof(f41072,plain,
    ( until2p7(s372)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613 ),
    inference(resolution,[],[f41070,f845]) ).

fof(f41073,plain,
    ( xuntil2p8(s372)
    | ~ node4(s372)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613 ),
    inference(resolution,[],[f41072,f942]) ).

fof(f41074,plain,
    ( xuntil2p8(s372)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614 ),
    inference(forward_subsumption_resolution,[],[f41073,f19880]) ).

fof(f41075,plain,
    ( ! [X0] :
        ( succ(s372,X0)
        | until2p7(X0) )
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614 ),
    inference(resolution,[],[f41074,f943]) ).

fof(f41077,plain,
    ( until2p7(s373)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614 ),
    inference(resolution,[],[f41075,f846]) ).

fof(f41078,plain,
    ( xuntil2p8(s373)
    | ~ node4(s373)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614 ),
    inference(resolution,[],[f41077,f942]) ).

fof(f41079,plain,
    ( xuntil2p8(s373)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(forward_subsumption_resolution,[],[f41078,f19895]) ).

fof(f41080,plain,
    ( ! [X0] :
        ( succ(s373,X0)
        | until2p7(X0) )
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(resolution,[],[f41079,f943]) ).

fof(f41082,plain,
    ( until2p7(s374)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(resolution,[],[f41080,f847]) ).

fof(f41083,plain,
    ( xuntil2p8(s374)
    | ~ node4(s374)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615 ),
    inference(resolution,[],[f41082,f942]) ).

fof(f41084,plain,
    ( xuntil2p8(s374)
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623 ),
    inference(forward_subsumption_resolution,[],[f41083,f20047]) ).

fof(f41085,plain,
    ( spl0_2965
    | spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623 ),
    inference(avatar_split_clause,[],[f41084,f20046,f19894,f19879,f19865,f2773,f1269,f33119]) ).

fof(f41086,plain,
    ( xuntil2p8(s311)
    | ~ node4(s311)
    | spl0_142
    | ~ spl0_457 ),
    inference(resolution,[],[f26226,f942]) ).

fof(f41087,plain,
    ( xuntil2p8(s311)
    | spl0_142
    | ~ spl0_457
    | ~ spl0_2559 ),
    inference(forward_subsumption_resolution,[],[f41086,f18713]) ).

fof(f41088,plain,
    ( spl0_3036
    | spl0_142
    | ~ spl0_457
    | ~ spl0_2559 ),
    inference(avatar_split_clause,[],[f41087,f18712,f2773,f1509,f36348]) ).

fof(f41089,plain,
    ( xuntil2p8(s201)
    | ~ node4(s201)
    | spl0_252
    | ~ spl0_457 ),
    inference(resolution,[],[f26789,f942]) ).

fof(f41090,plain,
    ( xuntil2p8(s201)
    | spl0_252
    | ~ spl0_457
    | ~ spl0_2453 ),
    inference(forward_subsumption_resolution,[],[f41089,f16602]) ).

fof(f41091,plain,
    ( spl0_2891
    | spl0_252
    | ~ spl0_457
    | ~ spl0_2453 ),
    inference(avatar_split_clause,[],[f41090,f16601,f2773,f1949,f32350]) ).

fof(f41097,plain,
    ( xuntil2p8(s394)
    | ~ node4(s394)
    | spl0_59
    | ~ spl0_457 ),
    inference(resolution,[],[f25479,f942]) ).

fof(f41098,plain,
    ( xuntil2p8(s394)
    | spl0_59
    | ~ spl0_457
    | ~ spl0_2638 ),
    inference(forward_subsumption_resolution,[],[f41097,f20436]) ).

fof(f41099,plain,
    ( spl0_3053
    | spl0_59
    | ~ spl0_457
    | ~ spl0_2638 ),
    inference(avatar_split_clause,[],[f41098,f20435,f2773,f1177,f36955]) ).

fof(f41103,plain,
    ( xuntil2p8(s79)
    | ~ node4(s79)
    | spl0_374
    | ~ spl0_457 ),
    inference(resolution,[],[f25691,f942]) ).

fof(f41110,plain,
    ( xuntil2p8(s124)
    | ~ node4(s124)
    | spl0_329
    | ~ spl0_457 ),
    inference(resolution,[],[f26096,f942]) ).

fof(f41117,plain,
    ( xuntil2p8(s56)
    | ~ node4(s56)
    | spl0_397
    | ~ spl0_457 ),
    inference(resolution,[],[f25484,f942]) ).

fof(f41121,plain,
    ( xuntil2p8(s277)
    | ~ node4(s277)
    | spl0_176
    | ~ spl0_457 ),
    inference(resolution,[],[f26532,f942]) ).

fof(f41122,plain,
    ( xuntil2p8(s277)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525 ),
    inference(forward_subsumption_resolution,[],[f41121,f18033]) ).

fof(f41126,plain,
    ( ! [X0] :
        ( succ(s277,X0)
        | until2p7(X0) )
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525 ),
    inference(resolution,[],[f41122,f943]) ).

fof(f41128,plain,
    ( until2p7(s278)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525 ),
    inference(resolution,[],[f41126,f751]) ).

fof(f41129,plain,
    ( xuntil2p8(s278)
    | ~ node4(s278)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525 ),
    inference(resolution,[],[f41128,f942]) ).

fof(f41130,plain,
    ( xuntil2p8(s278)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526 ),
    inference(forward_subsumption_resolution,[],[f41129,f18049]) ).

fof(f41131,plain,
    ( ! [X0] :
        ( succ(s278,X0)
        | until2p7(X0) )
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526 ),
    inference(resolution,[],[f41130,f943]) ).

fof(f41133,plain,
    ( until2p7(s279)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526 ),
    inference(resolution,[],[f41131,f752]) ).

fof(f41134,plain,
    ( xuntil2p8(s279)
    | ~ node4(s279)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526 ),
    inference(resolution,[],[f41133,f942]) ).

fof(f41135,plain,
    ( xuntil2p8(s279)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(forward_subsumption_resolution,[],[f41134,f18070]) ).

fof(f41136,plain,
    ( ! [X0] :
        ( succ(s279,X0)
        | until2p7(X0) )
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(resolution,[],[f41135,f943]) ).

fof(f41138,plain,
    ( until2p7(s280)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(resolution,[],[f41136,f753]) ).

fof(f41139,plain,
    ( xuntil2p8(s280)
    | ~ node4(s280)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(resolution,[],[f41138,f942]) ).

fof(f41140,plain,
    ( xuntil2p8(s280)
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528 ),
    inference(forward_subsumption_resolution,[],[f41139,f18086]) ).

fof(f41141,plain,
    ( spl0_3017
    | spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528 ),
    inference(avatar_split_clause,[],[f41140,f18085,f18069,f18048,f18032,f2773,f1645,f35443]) ).

fof(f41145,plain,
    ( xuntil2p8(s403)
    | ~ node4(s403)
    | spl0_50
    | ~ spl0_457 ),
    inference(resolution,[],[f25398,f942]) ).

fof(f41146,plain,
    ( xuntil2p8(s403)
    | spl0_50
    | ~ spl0_457
    | ~ spl0_2679 ),
    inference(forward_subsumption_resolution,[],[f41145,f21587]) ).

fof(f41147,plain,
    ( spl0_2983
    | spl0_50
    | ~ spl0_457
    | ~ spl0_2679 ),
    inference(avatar_split_clause,[],[f41146,f21586,f2773,f1141,f33365]) ).

fof(f41151,plain,
    ( xuntil2p8(s417)
    | ~ node4(s417)
    | spl0_36
    | ~ spl0_457 ),
    inference(resolution,[],[f25272,f942]) ).

fof(f41152,plain,
    ( xuntil2p8(s417)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668 ),
    inference(forward_subsumption_resolution,[],[f41151,f21411]) ).

fof(f41153,plain,
    ( ! [X0] :
        ( succ(s417,X0)
        | until2p7(X0) )
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668 ),
    inference(resolution,[],[f41152,f943]) ).

fof(f41155,plain,
    ( until2p7(s418)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668 ),
    inference(resolution,[],[f41153,f891]) ).

fof(f41156,plain,
    ( xuntil2p8(s418)
    | ~ node4(s418)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668 ),
    inference(resolution,[],[f41155,f942]) ).

fof(f41157,plain,
    ( xuntil2p8(s418)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669 ),
    inference(forward_subsumption_resolution,[],[f41156,f21436]) ).

fof(f41158,plain,
    ( ! [X0] :
        ( succ(s418,X0)
        | until2p7(X0) )
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669 ),
    inference(resolution,[],[f41157,f943]) ).

fof(f41160,plain,
    ( until2p7(s419)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669 ),
    inference(resolution,[],[f41158,f892]) ).

fof(f41161,plain,
    ( xuntil2p8(s419)
    | ~ node4(s419)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669 ),
    inference(resolution,[],[f41160,f942]) ).

fof(f41162,plain,
    ( xuntil2p8(s419)
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670 ),
    inference(forward_subsumption_resolution,[],[f41161,f21447]) ).

fof(f41163,plain,
    ( spl0_2741
    | spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670 ),
    inference(avatar_split_clause,[],[f41162,f21446,f21435,f21410,f2773,f1085,f30983]) ).

fof(f41165,plain,
    ( xuntil2p8(s272)
    | ~ node4(s272)
    | spl0_181
    | ~ spl0_457 ),
    inference(resolution,[],[f26577,f942]) ).

fof(f41166,plain,
    ( xuntil2p8(s272)
    | spl0_181
    | ~ spl0_457
    | ~ spl0_2536 ),
    inference(forward_subsumption_resolution,[],[f41165,f18241]) ).

fof(f41167,plain,
    ( ! [X0] :
        ( succ(s272,X0)
        | until2p7(X0) )
    | spl0_181
    | ~ spl0_457
    | ~ spl0_2536 ),
    inference(resolution,[],[f41166,f943]) ).

fof(f41171,plain,
    ( until2p7(s273)
    | spl0_181
    | ~ spl0_457
    | ~ spl0_2536 ),
    inference(resolution,[],[f41167,f746]) ).

fof(f41172,plain,
    ( xuntil2p8(s273)
    | ~ node4(s273)
    | spl0_181
    | ~ spl0_457
    | ~ spl0_2536 ),
    inference(resolution,[],[f41171,f942]) ).

fof(f41173,plain,
    ( xuntil2p8(s273)
    | spl0_181
    | ~ spl0_457
    | ~ spl0_2535
    | ~ spl0_2536 ),
    inference(forward_subsumption_resolution,[],[f41172,f18230]) ).

fof(f41174,plain,
    ( spl0_2940
    | spl0_181
    | ~ spl0_457
    | ~ spl0_2535
    | ~ spl0_2536 ),
    inference(avatar_split_clause,[],[f41173,f18240,f18229,f2773,f1665,f32805]) ).

fof(f41176,plain,
    ( xuntil2p8(s191)
    | ~ node4(s191)
    | spl0_262
    | ~ spl0_457 ),
    inference(resolution,[],[f26699,f942]) ).

fof(f41177,plain,
    ( xuntil2p8(s191)
    | spl0_262
    | ~ spl0_457
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f41176,f16532]) ).

fof(f41180,plain,
    ( ! [X0] :
        ( succ(s191,X0)
        | until2p7(X0) )
    | spl0_262
    | ~ spl0_457
    | ~ spl0_2451 ),
    inference(resolution,[],[f41177,f943]) ).

fof(f41182,plain,
    ( until2p7(s192)
    | spl0_262
    | ~ spl0_457
    | ~ spl0_2451 ),
    inference(resolution,[],[f41180,f665]) ).

fof(f41183,plain,
    ( xuntil2p8(s192)
    | ~ node4(s192)
    | spl0_262
    | ~ spl0_457
    | ~ spl0_2451 ),
    inference(resolution,[],[f41182,f942]) ).

fof(f41184,plain,
    ( xuntil2p8(s192)
    | spl0_262
    | ~ spl0_457
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(forward_subsumption_resolution,[],[f41183,f16521]) ).

fof(f41185,plain,
    ( spl0_2890
    | spl0_262
    | ~ spl0_457
    | ~ spl0_2450
    | ~ spl0_2451 ),
    inference(avatar_split_clause,[],[f41184,f16531,f16520,f2773,f1989,f32333]) ).

fof(f41189,plain,
    ( xuntil2p8(s377)
    | ~ node4(s377)
    | spl0_76
    | ~ spl0_457 ),
    inference(resolution,[],[f25632,f942]) ).

fof(f41190,plain,
    ( xuntil2p8(s377)
    | spl0_76
    | ~ spl0_457
    | ~ spl0_2617 ),
    inference(forward_subsumption_resolution,[],[f41189,f19941]) ).

fof(f41191,plain,
    ( spl0_2963
    | spl0_76
    | ~ spl0_457
    | ~ spl0_2617 ),
    inference(avatar_split_clause,[],[f41190,f19940,f2773,f1245,f33103]) ).

fof(f41193,plain,
    ( xuntil2p8(s281)
    | ~ node4(s281)
    | spl0_172
    | ~ spl0_457 ),
    inference(resolution,[],[f26496,f942]) ).

fof(f41194,plain,
    ( xuntil2p8(s281)
    | spl0_172
    | ~ spl0_457
    | ~ spl0_2531 ),
    inference(forward_subsumption_resolution,[],[f41193,f18133]) ).

fof(f41195,plain,
    ( spl0_2936
    | spl0_172
    | ~ spl0_457
    | ~ spl0_2531 ),
    inference(avatar_split_clause,[],[f41194,f18132,f2773,f1629,f32775]) ).

fof(f41199,plain,
    ( xuntil2p8(s271)
    | ~ node4(s271)
    | spl0_182
    | ~ spl0_457 ),
    inference(resolution,[],[f26586,f942]) ).

fof(f41200,plain,
    ( xuntil2p8(s271)
    | spl0_182
    | ~ spl0_457
    | ~ spl0_2540 ),
    inference(forward_subsumption_resolution,[],[f41199,f18335]) ).

fof(f41201,plain,
    ( spl0_3027
    | spl0_182
    | ~ spl0_457
    | ~ spl0_2540 ),
    inference(avatar_split_clause,[],[f41200,f18334,f2773,f1669,f35851]) ).

fof(f41205,plain,
    ( xuntil2p8(s381)
    | ~ node4(s381)
    | spl0_72
    | ~ spl0_457 ),
    inference(resolution,[],[f25596,f942]) ).

fof(f41206,plain,
    ( xuntil2p8(s381)
    | spl0_72
    | ~ spl0_457
    | ~ spl0_2628 ),
    inference(forward_subsumption_resolution,[],[f41205,f20175]) ).

fof(f41207,plain,
    ( spl0_3050
    | spl0_72
    | ~ spl0_457
    | ~ spl0_2628 ),
    inference(avatar_split_clause,[],[f41206,f20174,f2773,f1229,f36925]) ).

fof(f41208,plain,
    ( xuntil2p8(s50)
    | ~ node4(s50)
    | spl0_403
    | ~ spl0_457 ),
    inference(resolution,[],[f25430,f942]) ).

fof(f41216,plain,
    ( xuntil2p8(s63)
    | ~ node4(s63)
    | spl0_390
    | ~ spl0_457 ),
    inference(resolution,[],[f25547,f942]) ).

fof(f41220,plain,
    ( xuntil2p8(s243)
    | ~ node4(s243)
    | spl0_210
    | ~ spl0_457 ),
    inference(resolution,[],[f26838,f942]) ).

fof(f41221,plain,
    ( xuntil2p8(s243)
    | spl0_210
    | ~ spl0_457
    | ~ spl0_2501 ),
    inference(forward_subsumption_resolution,[],[f41220,f17521]) ).

fof(f41225,plain,
    ( ! [X0] :
        ( succ(s243,X0)
        | until2p7(X0) )
    | spl0_210
    | ~ spl0_457
    | ~ spl0_2501 ),
    inference(resolution,[],[f41221,f943]) ).

fof(f41227,plain,
    ( until2p7(s244)
    | spl0_210
    | ~ spl0_457
    | ~ spl0_2501 ),
    inference(resolution,[],[f41225,f717]) ).

fof(f41228,plain,
    ( xuntil2p8(s244)
    | ~ node4(s244)
    | spl0_210
    | ~ spl0_457
    | ~ spl0_2501 ),
    inference(resolution,[],[f41227,f942]) ).

fof(f41229,plain,
    ( xuntil2p8(s244)
    | spl0_210
    | ~ spl0_457
    | ~ spl0_2501
    | ~ spl0_2503 ),
    inference(forward_subsumption_resolution,[],[f41228,f17562]) ).

fof(f41230,plain,
    ( spl0_3038
    | spl0_210
    | ~ spl0_457
    | ~ spl0_2501
    | ~ spl0_2503 ),
    inference(avatar_split_clause,[],[f41229,f17561,f17520,f2773,f1781,f36379]) ).

fof(f41231,plain,
    ( xuntil2p8(s212)
    | ~ node4(s212)
    | spl0_241
    | ~ spl0_457 ),
    inference(resolution,[],[f26888,f942]) ).

fof(f41232,plain,
    ( xuntil2p8(s212)
    | spl0_241
    | ~ spl0_457
    | ~ spl0_2465 ),
    inference(forward_subsumption_resolution,[],[f41231,f16826]) ).

fof(f41233,plain,
    ( spl0_2900
    | spl0_241
    | ~ spl0_457
    | ~ spl0_2465 ),
    inference(avatar_split_clause,[],[f41232,f16825,f2773,f1905,f32429]) ).

fof(f41236,plain,
    ( xuntil2p8(s91)
    | ~ node4(s91)
    | spl0_362
    | ~ spl0_457 ),
    inference(resolution,[],[f25799,f942]) ).

fof(f41242,plain,
    ( xuntil2p8(s248)
    | ~ node4(s248)
    | spl0_205
    | ~ spl0_457 ),
    inference(resolution,[],[f26793,f942]) ).

fof(f41243,plain,
    ( xuntil2p8(s248)
    | spl0_205
    | ~ spl0_457
    | ~ spl0_2496 ),
    inference(forward_subsumption_resolution,[],[f41242,f17448]) ).

fof(f41244,plain,
    ( spl0_2923
    | spl0_205
    | ~ spl0_457
    | ~ spl0_2496 ),
    inference(avatar_split_clause,[],[f41243,f17447,f2773,f1761,f32641]) ).

fof(f41249,plain,
    ( xuntil2p8(s307)
    | ~ node4(s307)
    | spl0_146
    | ~ spl0_457 ),
    inference(resolution,[],[f26262,f942]) ).

fof(f41250,plain,
    ( xuntil2p8(s307)
    | spl0_146
    | ~ spl0_457
    | ~ spl0_2555 ),
    inference(forward_subsumption_resolution,[],[f41249,f18642]) ).

fof(f41251,plain,
    ( ! [X0] :
        ( succ(s307,X0)
        | until2p7(X0) )
    | spl0_146
    | ~ spl0_457
    | ~ spl0_2555 ),
    inference(resolution,[],[f41250,f943]) ).

fof(f41253,plain,
    ( until2p7(s308)
    | spl0_146
    | ~ spl0_457
    | ~ spl0_2555 ),
    inference(resolution,[],[f41251,f781]) ).

fof(f41254,plain,
    ( xuntil2p8(s308)
    | ~ node4(s308)
    | spl0_146
    | ~ spl0_457
    | ~ spl0_2555 ),
    inference(resolution,[],[f41253,f942]) ).

fof(f41255,plain,
    ( xuntil2p8(s308)
    | spl0_146
    | ~ spl0_457
    | ~ spl0_2555
    | ~ spl0_2557 ),
    inference(forward_subsumption_resolution,[],[f41254,f18674]) ).

fof(f41256,plain,
    ( spl0_3043
    | spl0_146
    | ~ spl0_457
    | ~ spl0_2555
    | ~ spl0_2557 ),
    inference(avatar_split_clause,[],[f41255,f18673,f18641,f2773,f1525,f36521]) ).

fof(f41258,plain,
    ( xuntil2p8(s219)
    | ~ node4(s219)
    | spl0_234
    | ~ spl0_457 ),
    inference(resolution,[],[f26951,f942]) ).

fof(f41259,plain,
    ( xuntil2p8(s219)
    | spl0_234
    | ~ spl0_457
    | ~ spl0_2480 ),
    inference(forward_subsumption_resolution,[],[f41258,f17083]) ).

fof(f41260,plain,
    ( spl0_2913
    | spl0_234
    | ~ spl0_457
    | ~ spl0_2480 ),
    inference(avatar_split_clause,[],[f41259,f17082,f2773,f1877,f32532]) ).

fof(f41264,plain,
    ( xuntil2p8(s170)
    | ~ node4(s170)
    | spl0_283
    | ~ spl0_457 ),
    inference(resolution,[],[f26510,f942]) ).

fof(f41265,plain,
    ( xuntil2p8(s170)
    | spl0_283
    | ~ spl0_457
    | ~ spl0_2423 ),
    inference(forward_subsumption_resolution,[],[f41264,f16029]) ).

fof(f41266,plain,
    ( spl0_2870
    | spl0_283
    | ~ spl0_457
    | ~ spl0_2423 ),
    inference(avatar_split_clause,[],[f41265,f16028,f2773,f2073,f32155]) ).

fof(f41269,plain,
    ( xuntil2p8(s278)
    | ~ node4(s278)
    | spl0_175
    | ~ spl0_457 ),
    inference(resolution,[],[f26523,f942]) ).

fof(f41270,plain,
    ( xuntil2p8(s278)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526 ),
    inference(forward_subsumption_resolution,[],[f41269,f18049]) ).

fof(f41272,plain,
    ( ! [X0] :
        ( succ(s278,X0)
        | until2p7(X0) )
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526 ),
    inference(resolution,[],[f41270,f943]) ).

fof(f41274,plain,
    ( until2p7(s279)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526 ),
    inference(resolution,[],[f41272,f752]) ).

fof(f41275,plain,
    ( xuntil2p8(s279)
    | ~ node4(s279)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526 ),
    inference(resolution,[],[f41274,f942]) ).

fof(f41276,plain,
    ( xuntil2p8(s279)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(forward_subsumption_resolution,[],[f41275,f18070]) ).

fof(f41277,plain,
    ( ! [X0] :
        ( succ(s279,X0)
        | until2p7(X0) )
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(resolution,[],[f41276,f943]) ).

fof(f41279,plain,
    ( until2p7(s280)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(resolution,[],[f41277,f753]) ).

fof(f41280,plain,
    ( xuntil2p8(s280)
    | ~ node4(s280)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527 ),
    inference(resolution,[],[f41279,f942]) ).

fof(f41281,plain,
    ( xuntil2p8(s280)
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528 ),
    inference(forward_subsumption_resolution,[],[f41280,f18086]) ).

fof(f41282,plain,
    ( spl0_3017
    | spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528 ),
    inference(avatar_split_clause,[],[f41281,f18085,f18069,f18048,f2773,f1641,f35443]) ).

fof(f41283,plain,
    ( xuntil2p8(s221)
    | ~ node4(s221)
    | spl0_232
    | ~ spl0_457 ),
    inference(resolution,[],[f26969,f942]) ).

fof(f41284,plain,
    ( xuntil2p8(s221)
    | spl0_232
    | ~ spl0_457
    | ~ spl0_2478 ),
    inference(forward_subsumption_resolution,[],[f41283,f17061]) ).

fof(f41285,plain,
    ( spl0_2911
    | spl0_232
    | ~ spl0_457
    | ~ spl0_2478 ),
    inference(avatar_split_clause,[],[f41284,f17060,f2773,f1869,f32520]) ).

fof(f41286,plain,
    ( xuntil2p8(s293)
    | ~ node4(s293)
    | spl0_160
    | ~ spl0_457 ),
    inference(resolution,[],[f26388,f942]) ).

fof(f41287,plain,
    ( xuntil2p8(s293)
    | spl0_160
    | ~ spl0_457
    | ~ spl0_2547 ),
    inference(forward_subsumption_resolution,[],[f41286,f18494]) ).

fof(f41291,plain,
    ( ! [X0] :
        ( succ(s293,X0)
        | until2p7(X0) )
    | spl0_160
    | ~ spl0_457
    | ~ spl0_2547 ),
    inference(resolution,[],[f41287,f943]) ).

fof(f41294,plain,
    ( until2p7(s294)
    | spl0_160
    | ~ spl0_457
    | ~ spl0_2547 ),
    inference(resolution,[],[f41291,f767]) ).

fof(f41295,plain,
    ( xuntil2p8(s294)
    | ~ node4(s294)
    | spl0_160
    | ~ spl0_457
    | ~ spl0_2547 ),
    inference(resolution,[],[f41294,f942]) ).

fof(f41296,plain,
    ( xuntil2p8(s294)
    | spl0_160
    | ~ spl0_457
    | ~ spl0_2547
    | ~ spl0_2585 ),
    inference(forward_subsumption_resolution,[],[f41295,f19196]) ).

fof(f41297,plain,
    ( spl0_2955
    | spl0_160
    | ~ spl0_457
    | ~ spl0_2547
    | ~ spl0_2585 ),
    inference(avatar_split_clause,[],[f41296,f19195,f18493,f2773,f1581,f32965]) ).

fof(f41298,plain,
    ( xuntil2p8(s118)
    | ~ node4(s118)
    | spl0_335
    | ~ spl0_457 ),
    inference(resolution,[],[f26042,f942]) ).

fof(f41303,plain,
    ( xuntil2p8(s67)
    | ~ node4(s67)
    | spl0_386
    | ~ spl0_457 ),
    inference(resolution,[],[f25583,f942]) ).

fof(f41307,plain,
    ( xuntil2p8(s90)
    | ~ node4(s90)
    | spl0_363
    | ~ spl0_457 ),
    inference(resolution,[],[f25790,f942]) ).

fof(f41313,plain,
    ( xuntil2p8(s387)
    | ~ node4(s387)
    | spl0_66
    | ~ spl0_457 ),
    inference(resolution,[],[f25542,f942]) ).

fof(f41314,plain,
    ( xuntil2p8(s387)
    | spl0_66
    | ~ spl0_457
    | ~ spl0_2634 ),
    inference(forward_subsumption_resolution,[],[f41313,f20345]) ).

fof(f41315,plain,
    ( spl0_3051
    | spl0_66
    | ~ spl0_457
    | ~ spl0_2634 ),
    inference(avatar_split_clause,[],[f41314,f20344,f2773,f1205,f36936]) ).

fof(f41316,plain,
    ( xuntil2p8(s152)
    | ~ node4(s152)
    | spl0_301
    | ~ spl0_457 ),
    inference(resolution,[],[f26348,f942]) ).

fof(f41317,plain,
    ( xuntil2p8(s152)
    | spl0_301
    | ~ spl0_457
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f41316,f15795]) ).

fof(f41323,plain,
    ( ! [X0] :
        ( succ(s152,X0)
        | until2p7(X0) )
    | spl0_301
    | ~ spl0_457
    | ~ spl0_2413 ),
    inference(resolution,[],[f41317,f943]) ).

fof(f41326,plain,
    ( until2p7(s153)
    | spl0_301
    | ~ spl0_457
    | ~ spl0_2413 ),
    inference(resolution,[],[f41323,f626]) ).

fof(f41327,plain,
    ( xuntil2p8(s153)
    | ~ node4(s153)
    | spl0_301
    | ~ spl0_457
    | ~ spl0_2413 ),
    inference(resolution,[],[f41326,f942]) ).

fof(f41331,plain,
    ( xuntil2p8(s304)
    | ~ node4(s304)
    | spl0_149
    | ~ spl0_457 ),
    inference(resolution,[],[f26289,f942]) ).

fof(f41332,plain,
    ( xuntil2p8(s304)
    | spl0_149
    | ~ spl0_457
    | ~ spl0_2553 ),
    inference(forward_subsumption_resolution,[],[f41331,f18608]) ).

fof(f41333,plain,
    ( spl0_3025
    | spl0_149
    | ~ spl0_457
    | ~ spl0_2553 ),
    inference(avatar_split_clause,[],[f41332,f18607,f2773,f1537,f35838]) ).

fof(f41338,plain,
    ( xuntil2p8(s218)
    | ~ node4(s218)
    | spl0_235
    | ~ spl0_457 ),
    inference(resolution,[],[f26942,f942]) ).

fof(f41339,plain,
    ( xuntil2p8(s218)
    | spl0_235
    | ~ spl0_457
    | ~ spl0_2474 ),
    inference(forward_subsumption_resolution,[],[f41338,f16968]) ).

fof(f41340,plain,
    ( spl0_3005
    | spl0_235
    | ~ spl0_457
    | ~ spl0_2474 ),
    inference(avatar_split_clause,[],[f41339,f16967,f2773,f1881,f34614]) ).

fof(f41344,plain,
    ( xuntil2p8(s420)
    | ~ node4(s420)
    | spl0_33
    | ~ spl0_457 ),
    inference(resolution,[],[f25245,f942]) ).

fof(f41345,plain,
    ( xuntil2p8(s420)
    | spl0_33
    | ~ spl0_457
    | ~ spl0_2674 ),
    inference(forward_subsumption_resolution,[],[f41344,f21510]) ).

fof(f41346,plain,
    ( spl0_2978
    | spl0_33
    | ~ spl0_457
    | ~ spl0_2674 ),
    inference(avatar_split_clause,[],[f41345,f21509,f2773,f1073,f33335]) ).

fof(f41350,plain,
    ( xuntil2p8(s125)
    | ~ node4(s125)
    | spl0_328
    | ~ spl0_457 ),
    inference(resolution,[],[f26105,f942]) ).

fof(f41351,plain,
    ( xuntil2p8(s125)
    | spl0_328
    | ~ spl0_457
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f41350,f15258]) ).

fof(f41352,plain,
    ( ! [X0] :
        ( succ(s125,X0)
        | until2p7(X0) )
    | spl0_328
    | ~ spl0_457
    | ~ spl0_2385 ),
    inference(resolution,[],[f41351,f943]) ).

fof(f41354,plain,
    ( until2p7(s126)
    | spl0_328
    | ~ spl0_457
    | ~ spl0_2385 ),
    inference(resolution,[],[f41352,f599]) ).

fof(f41355,plain,
    ( xuntil2p8(s126)
    | ~ node4(s126)
    | spl0_328
    | ~ spl0_457
    | ~ spl0_2385 ),
    inference(resolution,[],[f41354,f942]) ).

fof(f41359,plain,
    ( xuntil2p8(s51)
    | ~ node4(s51)
    | spl0_402
    | ~ spl0_457 ),
    inference(resolution,[],[f25439,f942]) ).

fof(f41367,plain,
    ( xuntil2p8(s108)
    | ~ node4(s108)
    | spl0_345
    | ~ spl0_457 ),
    inference(resolution,[],[f25952,f942]) ).

fof(f41374,plain,
    ( xuntil2p8(s217)
    | ~ node4(s217)
    | spl0_236
    | ~ spl0_457 ),
    inference(resolution,[],[f26933,f942]) ).

fof(f41375,plain,
    ( xuntil2p8(s217)
    | spl0_236
    | ~ spl0_457
    | ~ spl0_2470 ),
    inference(forward_subsumption_resolution,[],[f41374,f16920]) ).

fof(f41376,plain,
    ( spl0_2904
    | spl0_236
    | ~ spl0_457
    | ~ spl0_2470 ),
    inference(avatar_split_clause,[],[f41375,f16919,f2773,f1885,f32464]) ).

fof(f41380,plain,
    ( xuntil2p8(s287)
    | ~ node4(s287)
    | spl0_166
    | ~ spl0_457 ),
    inference(resolution,[],[f26442,f942]) ).

fof(f41381,plain,
    ( xuntil2p8(s287)
    | spl0_166
    | ~ spl0_457
    | ~ spl0_2653 ),
    inference(forward_subsumption_resolution,[],[f41380,f20709]) ).

fof(f41382,plain,
    ( ! [X0] :
        ( succ(s287,X0)
        | until2p7(X0) )
    | spl0_166
    | ~ spl0_457
    | ~ spl0_2653 ),
    inference(resolution,[],[f41381,f943]) ).

fof(f41384,plain,
    ( until2p7(s288)
    | spl0_166
    | ~ spl0_457
    | ~ spl0_2653 ),
    inference(resolution,[],[f41382,f761]) ).

fof(f41385,plain,
    ( xuntil2p8(s288)
    | ~ node4(s288)
    | spl0_166
    | ~ spl0_457
    | ~ spl0_2653 ),
    inference(resolution,[],[f41384,f942]) ).

fof(f41386,plain,
    ( xuntil2p8(s288)
    | spl0_166
    | ~ spl0_457
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f41385,f20869]) ).

fof(f41387,plain,
    ( spl0_2721
    | spl0_166
    | ~ spl0_457
    | ~ spl0_2653
    | ~ spl0_2655 ),
    inference(avatar_split_clause,[],[f41386,f20868,f20708,f2773,f1605,f30460]) ).

fof(f41388,plain,
    ( xuntil2p8(s250)
    | ~ node4(s250)
    | spl0_203
    | ~ spl0_457 ),
    inference(resolution,[],[f26775,f942]) ).

fof(f41389,plain,
    ( xuntil2p8(s250)
    | spl0_203
    | ~ spl0_457
    | ~ spl0_2509 ),
    inference(forward_subsumption_resolution,[],[f41388,f17667]) ).

fof(f41390,plain,
    ( spl0_2930
    | spl0_203
    | ~ spl0_457
    | ~ spl0_2509 ),
    inference(avatar_split_clause,[],[f41389,f17666,f2773,f1753,f32700]) ).

fof(f41392,plain,
    ( xuntil2p8(s100)
    | ~ node4(s100)
    | spl0_353
    | ~ spl0_457 ),
    inference(resolution,[],[f25880,f942]) ).

fof(f41399,plain,
    ( xuntil2p8(s300)
    | ~ node4(s300)
    | spl0_153
    | ~ spl0_457 ),
    inference(resolution,[],[f26325,f942]) ).

fof(f41400,plain,
    ( xuntil2p8(s300)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551 ),
    inference(forward_subsumption_resolution,[],[f41399,f18566]) ).

fof(f41402,plain,
    ( ! [X0] :
        ( succ(s300,X0)
        | until2p7(X0) )
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551 ),
    inference(resolution,[],[f41400,f943]) ).

fof(f41404,plain,
    ( until2p7(s301)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551 ),
    inference(resolution,[],[f41402,f774]) ).

fof(f41405,plain,
    ( xuntil2p8(s301)
    | ~ node4(s301)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551 ),
    inference(resolution,[],[f41404,f942]) ).

fof(f41406,plain,
    ( xuntil2p8(s301)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552 ),
    inference(forward_subsumption_resolution,[],[f41405,f18581]) ).

fof(f41407,plain,
    ( ! [X0] :
        ( succ(s301,X0)
        | until2p7(X0) )
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552 ),
    inference(resolution,[],[f41406,f943]) ).

fof(f41409,plain,
    ( until2p7(s302)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552 ),
    inference(resolution,[],[f41407,f775]) ).

fof(f41410,plain,
    ( xuntil2p8(s302)
    | ~ node4(s302)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552 ),
    inference(resolution,[],[f41409,f942]) ).

fof(f41411,plain,
    ( xuntil2p8(s302)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(forward_subsumption_resolution,[],[f41410,f19138]) ).

fof(f41412,plain,
    ( ! [X0] :
        ( succ(s302,X0)
        | until2p7(X0) )
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(resolution,[],[f41411,f943]) ).

fof(f41414,plain,
    ( until2p7(s303)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(resolution,[],[f41412,f776]) ).

fof(f41415,plain,
    ( xuntil2p8(s303)
    | ~ node4(s303)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(resolution,[],[f41414,f942]) ).

fof(f41416,plain,
    ( xuntil2p8(s303)
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586 ),
    inference(forward_subsumption_resolution,[],[f41415,f19221]) ).

fof(f41417,plain,
    ( spl0_3041
    | spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586 ),
    inference(avatar_split_clause,[],[f41416,f19220,f19137,f18580,f18565,f2773,f1553,f36459]) ).

fof(f41421,plain,
    ( xuntil2p8(s324)
    | ~ node4(s324)
    | spl0_129
    | ~ spl0_457 ),
    inference(resolution,[],[f26109,f942]) ).

fof(f41422,plain,
    ( xuntil2p8(s324)
    | spl0_129
    | ~ spl0_457
    | ~ spl0_2570 ),
    inference(forward_subsumption_resolution,[],[f41421,f18914]) ).

fof(f41423,plain,
    ( spl0_3022
    | spl0_129
    | ~ spl0_457
    | ~ spl0_2570 ),
    inference(avatar_split_clause,[],[f41422,f18913,f2773,f1457,f35705]) ).

fof(f41427,plain,
    ( xuntil2p8(s354)
    | ~ node4(s354)
    | spl0_99
    | ~ spl0_457 ),
    inference(resolution,[],[f25839,f942]) ).

fof(f41428,plain,
    ( xuntil2p8(s354)
    | spl0_99
    | ~ spl0_457
    | ~ spl0_2598 ),
    inference(forward_subsumption_resolution,[],[f41427,f19612]) ).

fof(f41429,plain,
    ( ! [X0] :
        ( succ(s354,X0)
        | until2p7(X0) )
    | spl0_99
    | ~ spl0_457
    | ~ spl0_2598 ),
    inference(resolution,[],[f41428,f943]) ).

fof(f41431,plain,
    ( until2p7(s355)
    | spl0_99
    | ~ spl0_457
    | ~ spl0_2598 ),
    inference(resolution,[],[f41429,f828]) ).

fof(f41432,plain,
    ( xuntil2p8(s355)
    | ~ node4(s355)
    | spl0_99
    | ~ spl0_457
    | ~ spl0_2598 ),
    inference(resolution,[],[f41431,f942]) ).

fof(f41433,plain,
    ( xuntil2p8(s355)
    | spl0_99
    | ~ spl0_457
    | ~ spl0_2598
    | ~ spl0_2599 ),
    inference(forward_subsumption_resolution,[],[f41432,f19622]) ).

fof(f41434,plain,
    ( spl0_2726
    | spl0_99
    | ~ spl0_457
    | ~ spl0_2598
    | ~ spl0_2599 ),
    inference(avatar_split_clause,[],[f41433,f19621,f19611,f2773,f1337,f30608]) ).

fof(f41436,plain,
    ( xuntil2p8(s53)
    | ~ node4(s53)
    | spl0_400
    | ~ spl0_457 ),
    inference(resolution,[],[f25457,f942]) ).

fof(f41443,plain,
    ( xuntil2p8(s276)
    | ~ node4(s276)
    | spl0_177
    | ~ spl0_457 ),
    inference(resolution,[],[f26541,f942]) ).

fof(f41444,plain,
    ( xuntil2p8(s276)
    | spl0_177
    | ~ spl0_457
    | ~ spl0_2524 ),
    inference(forward_subsumption_resolution,[],[f41443,f18017]) ).

fof(f41445,plain,
    ( spl0_2722
    | spl0_177
    | ~ spl0_457
    | ~ spl0_2524 ),
    inference(avatar_split_clause,[],[f41444,f18016,f2773,f1649,f30467]) ).

fof(f41449,plain,
    ( xuntil2p8(s55)
    | ~ node4(s55)
    | spl0_398
    | ~ spl0_457 ),
    inference(resolution,[],[f25475,f942]) ).

fof(f41455,plain,
    ( xuntil2p8(s168)
    | ~ node4(s168)
    | spl0_285
    | ~ spl0_457 ),
    inference(resolution,[],[f26492,f942]) ).

fof(f41463,plain,
    ( xuntil2p8(s225)
    | ~ node4(s225)
    | spl0_228
    | ~ spl0_457 ),
    inference(resolution,[],[f27000,f942]) ).

fof(f41464,plain,
    ( xuntil2p8(s225)
    | spl0_228
    | ~ spl0_457
    | ~ spl0_2481 ),
    inference(forward_subsumption_resolution,[],[f41463,f17098]) ).

fof(f41465,plain,
    ( spl0_3037
    | spl0_228
    | ~ spl0_457
    | ~ spl0_2481 ),
    inference(avatar_split_clause,[],[f41464,f17097,f2773,f1853,f36355]) ).

fof(f41466,plain,
    ( xuntil2p8(s426)
    | ~ node4(s426)
    | spl0_27
    | ~ spl0_457 ),
    inference(resolution,[],[f25191,f942]) ).

fof(f41467,plain,
    ( xuntil2p8(s426)
    | spl0_27
    | ~ spl0_457
    | ~ spl0_2680 ),
    inference(forward_subsumption_resolution,[],[f41466,f21695]) ).

fof(f41468,plain,
    ( spl0_2984
    | spl0_27
    | ~ spl0_457
    | ~ spl0_2680 ),
    inference(avatar_split_clause,[],[f41467,f21694,f2773,f1049,f33399]) ).

fof(f41473,plain,
    ( xuntil2p8(s256)
    | ~ node4(s256)
    | spl0_197
    | ~ spl0_457 ),
    inference(resolution,[],[f26721,f942]) ).

fof(f41474,plain,
    ( xuntil2p8(s256)
    | spl0_197
    | ~ spl0_457
    | ~ spl0_2513 ),
    inference(forward_subsumption_resolution,[],[f41473,f17750]) ).

fof(f41475,plain,
    ( spl0_2933
    | spl0_197
    | ~ spl0_457
    | ~ spl0_2513 ),
    inference(avatar_split_clause,[],[f41474,f17749,f2773,f1729,f32729]) ).

fof(f41479,plain,
    ( xuntil2p8(s321)
    | ~ node4(s321)
    | spl0_132
    | ~ spl0_457 ),
    inference(resolution,[],[f26136,f942]) ).

fof(f41480,plain,
    ( xuntil2p8(s321)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566 ),
    inference(forward_subsumption_resolution,[],[f41479,f18826]) ).

fof(f41481,plain,
    ( ! [X0] :
        ( succ(s321,X0)
        | until2p7(X0) )
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566 ),
    inference(resolution,[],[f41480,f943]) ).

fof(f41483,plain,
    ( until2p7(s322)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566 ),
    inference(resolution,[],[f41481,f795]) ).

fof(f41484,plain,
    ( xuntil2p8(s322)
    | ~ node4(s322)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566 ),
    inference(resolution,[],[f41483,f942]) ).

fof(f41485,plain,
    ( xuntil2p8(s322)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(forward_subsumption_resolution,[],[f41484,f18843]) ).

fof(f41486,plain,
    ( ! [X0] :
        ( succ(s322,X0)
        | until2p7(X0) )
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f41485,f943]) ).

fof(f41488,plain,
    ( until2p7(s323)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f41486,f796]) ).

fof(f41489,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f41488,f942]) ).

fof(f41490,plain,
    ( xuntil2p8(s323)
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(forward_subsumption_resolution,[],[f41489,f18895]) ).

fof(f41491,plain,
    ( spl0_2950
    | spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(avatar_split_clause,[],[f41490,f18894,f18842,f18825,f2773,f1469,f32935]) ).

fof(f41495,plain,
    ( xuntil2p8(s160)
    | ~ node4(s160)
    | spl0_293
    | ~ spl0_457 ),
    inference(resolution,[],[f26420,f942]) ).

fof(f41499,plain,
    ( xuntil2p8(s230)
    | ~ node4(s230)
    | spl0_223
    | ~ spl0_457 ),
    inference(resolution,[],[f26955,f942]) ).

fof(f41500,plain,
    ( xuntil2p8(s230)
    | spl0_223
    | ~ spl0_457
    | ~ spl0_2493 ),
    inference(forward_subsumption_resolution,[],[f41499,f17330]) ).

fof(f41501,plain,
    ( spl0_2921
    | spl0_223
    | ~ spl0_457
    | ~ spl0_2493 ),
    inference(avatar_split_clause,[],[f41500,f17329,f2773,f1833,f32604]) ).

fof(f41504,plain,
    ( xuntil2p8(s151)
    | ~ node4(s151)
    | spl0_302
    | ~ spl0_457 ),
    inference(resolution,[],[f26339,f942]) ).

fof(f41511,plain,
    ( xuntil2p8(s265)
    | ~ node4(s265)
    | spl0_188
    | ~ spl0_457 ),
    inference(resolution,[],[f26640,f942]) ).

fof(f41512,plain,
    ( xuntil2p8(s265)
    | spl0_188
    | ~ spl0_457
    | ~ spl0_2518 ),
    inference(forward_subsumption_resolution,[],[f41511,f17868]) ).

fof(f41513,plain,
    ( ! [X0] :
        ( succ(s265,X0)
        | until2p7(X0) )
    | spl0_188
    | ~ spl0_457
    | ~ spl0_2518 ),
    inference(resolution,[],[f41512,f943]) ).

fof(f41515,plain,
    ( until2p7(s266)
    | spl0_188
    | ~ spl0_457
    | ~ spl0_2518 ),
    inference(resolution,[],[f41513,f739]) ).

fof(f41516,plain,
    ( xuntil2p8(s266)
    | ~ node4(s266)
    | spl0_188
    | ~ spl0_457
    | ~ spl0_2518 ),
    inference(resolution,[],[f41515,f942]) ).

fof(f41517,plain,
    ( xuntil2p8(s266)
    | spl0_188
    | ~ spl0_457
    | ~ spl0_2518
    | ~ spl0_2542 ),
    inference(forward_subsumption_resolution,[],[f41516,f18368]) ).

fof(f41518,plain,
    ( spl0_2715
    | spl0_188
    | ~ spl0_457
    | ~ spl0_2518
    | ~ spl0_2542 ),
    inference(avatar_split_clause,[],[f41517,f18367,f17867,f2773,f1693,f30239]) ).

fof(f41521,plain,
    ( xuntil2p8(s319)
    | ~ node4(s319)
    | spl0_134
    | ~ spl0_457 ),
    inference(resolution,[],[f26154,f942]) ).

fof(f41522,plain,
    ( xuntil2p8(s319)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564 ),
    inference(forward_subsumption_resolution,[],[f41521,f18796]) ).

fof(f41524,plain,
    ( ! [X0] :
        ( succ(s319,X0)
        | until2p7(X0) )
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564 ),
    inference(resolution,[],[f41522,f943]) ).

fof(f41526,plain,
    ( until2p7(s320)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564 ),
    inference(resolution,[],[f41524,f793]) ).

fof(f41527,plain,
    ( xuntil2p8(s320)
    | ~ node4(s320)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564 ),
    inference(resolution,[],[f41526,f942]) ).

fof(f41528,plain,
    ( xuntil2p8(s320)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565 ),
    inference(forward_subsumption_resolution,[],[f41527,f18811]) ).

fof(f41529,plain,
    ( ! [X0] :
        ( succ(s320,X0)
        | until2p7(X0) )
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565 ),
    inference(resolution,[],[f41528,f943]) ).

fof(f41531,plain,
    ( until2p7(s321)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565 ),
    inference(resolution,[],[f41529,f794]) ).

fof(f41532,plain,
    ( xuntil2p8(s321)
    | ~ node4(s321)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565 ),
    inference(resolution,[],[f41531,f942]) ).

fof(f41533,plain,
    ( xuntil2p8(s321)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(forward_subsumption_resolution,[],[f41532,f18826]) ).

fof(f41534,plain,
    ( ! [X0] :
        ( succ(s321,X0)
        | until2p7(X0) )
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(resolution,[],[f41533,f943]) ).

fof(f41536,plain,
    ( until2p7(s322)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(resolution,[],[f41534,f795]) ).

fof(f41537,plain,
    ( xuntil2p8(s322)
    | ~ node4(s322)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(resolution,[],[f41536,f942]) ).

fof(f41538,plain,
    ( xuntil2p8(s322)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(forward_subsumption_resolution,[],[f41537,f18843]) ).

fof(f41539,plain,
    ( ! [X0] :
        ( succ(s322,X0)
        | until2p7(X0) )
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f41538,f943]) ).

fof(f41541,plain,
    ( until2p7(s323)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f41539,f796]) ).

fof(f41542,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f41541,f942]) ).

fof(f41543,plain,
    ( xuntil2p8(s323)
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(forward_subsumption_resolution,[],[f41542,f18895]) ).

fof(f41544,plain,
    ( spl0_2950
    | spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(avatar_split_clause,[],[f41543,f18894,f18842,f18825,f18810,f18795,f2773,f1477,f32935]) ).

fof(f41548,plain,
    ( xuntil2p8(s306)
    | ~ node4(s306)
    | spl0_147
    | ~ spl0_457 ),
    inference(resolution,[],[f26271,f942]) ).

fof(f41549,plain,
    ( xuntil2p8(s306)
    | spl0_147
    | ~ spl0_457
    | ~ spl0_2556 ),
    inference(forward_subsumption_resolution,[],[f41548,f18653]) ).

fof(f41550,plain,
    ( spl0_2944
    | spl0_147
    | ~ spl0_457
    | ~ spl0_2556 ),
    inference(avatar_split_clause,[],[f41549,f18652,f2773,f1529,f32875]) ).

fof(f41554,plain,
    ( xuntil2p8(s73)
    | ~ node4(s73)
    | spl0_380
    | ~ spl0_457 ),
    inference(resolution,[],[f25637,f942]) ).

fof(f41561,plain,
    ( xuntil2p8(s339)
    | ~ node4(s339)
    | spl0_114
    | ~ spl0_457 ),
    inference(resolution,[],[f25974,f942]) ).

fof(f41562,plain,
    ( xuntil2p8(s339)
    | spl0_114
    | ~ spl0_457
    | ~ spl0_2652 ),
    inference(forward_subsumption_resolution,[],[f41561,f20694]) ).

fof(f41563,plain,
    ( spl0_2975
    | spl0_114
    | ~ spl0_457
    | ~ spl0_2652 ),
    inference(avatar_split_clause,[],[f41562,f20693,f2773,f1397,f33231]) ).

fof(f41564,plain,
    ( xuntil2p8(s202)
    | ~ node4(s202)
    | spl0_251
    | ~ spl0_457 ),
    inference(resolution,[],[f26798,f942]) ).

fof(f41565,plain,
    ( xuntil2p8(s202)
    | spl0_251
    | ~ spl0_457
    | ~ spl0_2458 ),
    inference(forward_subsumption_resolution,[],[f41564,f16662]) ).

fof(f41566,plain,
    ( spl0_3033
    | spl0_251
    | ~ spl0_457
    | ~ spl0_2458 ),
    inference(avatar_split_clause,[],[f41565,f16661,f2773,f1945,f36160]) ).

fof(f41568,plain,
    ( xuntil2p8(s138)
    | ~ node4(s138)
    | spl0_315
    | ~ spl0_457 ),
    inference(resolution,[],[f26222,f942]) ).

fof(f41573,plain,
    ( xuntil2p8(s194)
    | ~ node4(s194)
    | spl0_259
    | ~ spl0_457 ),
    inference(resolution,[],[f26726,f942]) ).

fof(f41574,plain,
    ( xuntil2p8(s194)
    | spl0_259
    | ~ spl0_457
    | ~ spl0_2448 ),
    inference(forward_subsumption_resolution,[],[f41573,f16499]) ).

fof(f41575,plain,
    ( spl0_2888
    | spl0_259
    | ~ spl0_457
    | ~ spl0_2448 ),
    inference(avatar_split_clause,[],[f41574,f16498,f2773,f1977,f32321]) ).

fof(f41576,plain,
    ( xuntil2p8(s280)
    | ~ node4(s280)
    | spl0_173
    | ~ spl0_457 ),
    inference(resolution,[],[f26505,f942]) ).

fof(f41577,plain,
    ( xuntil2p8(s280)
    | spl0_173
    | ~ spl0_457
    | ~ spl0_2528 ),
    inference(forward_subsumption_resolution,[],[f41576,f18086]) ).

fof(f41578,plain,
    ( spl0_3017
    | spl0_173
    | ~ spl0_457
    | ~ spl0_2528 ),
    inference(avatar_split_clause,[],[f41577,f18085,f2773,f1633,f35443]) ).

fof(f41581,plain,
    ( xuntil2p8(s130)
    | ~ node4(s130)
    | spl0_323
    | ~ spl0_457 ),
    inference(resolution,[],[f26150,f942]) ).

fof(f41585,plain,
    ( xuntil2p8(s139)
    | ~ node4(s139)
    | spl0_314
    | ~ spl0_457 ),
    inference(resolution,[],[f26231,f942]) ).

fof(f41589,plain,
    ( xuntil2p8(s408)
    | ~ node4(s408)
    | spl0_45
    | ~ spl0_457 ),
    inference(resolution,[],[f25353,f942]) ).

fof(f41590,plain,
    ( xuntil2p8(s408)
    | spl0_45
    | ~ spl0_457
    | ~ spl0_2661 ),
    inference(forward_subsumption_resolution,[],[f41589,f21299]) ).

fof(f41591,plain,
    ( spl0_2711
    | spl0_45
    | ~ spl0_457
    | ~ spl0_2661 ),
    inference(avatar_split_clause,[],[f41590,f21298,f2773,f1121,f30139]) ).

fof(f41592,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | spl0_130
    | ~ spl0_457 ),
    inference(resolution,[],[f26118,f942]) ).

fof(f41593,plain,
    ( xuntil2p8(s323)
    | spl0_130
    | ~ spl0_457
    | ~ spl0_2569 ),
    inference(forward_subsumption_resolution,[],[f41592,f18895]) ).

fof(f41594,plain,
    ( spl0_2950
    | spl0_130
    | ~ spl0_457
    | ~ spl0_2569 ),
    inference(avatar_split_clause,[],[f41593,f18894,f2773,f1461,f32935]) ).

fof(f41595,plain,
    ( xuntil2p8(s106)
    | ~ node4(s106)
    | spl0_347
    | ~ spl0_457 ),
    inference(resolution,[],[f25934,f942]) ).

fof(f41605,plain,
    ( xuntil2p8(s309)
    | ~ node4(s309)
    | spl0_144
    | ~ spl0_457 ),
    inference(resolution,[],[f26244,f942]) ).

fof(f41606,plain,
    ( xuntil2p8(s309)
    | spl0_144
    | ~ spl0_457
    | ~ spl0_2558 ),
    inference(forward_subsumption_resolution,[],[f41605,f18690]) ).

fof(f41607,plain,
    ( spl0_2945
    | spl0_144
    | ~ spl0_457
    | ~ spl0_2558 ),
    inference(avatar_split_clause,[],[f41606,f18689,f2773,f1517,f32884]) ).

fof(f41608,plain,
    ( xuntil2p8(s146)
    | ~ node4(s146)
    | spl0_307
    | ~ spl0_457 ),
    inference(resolution,[],[f26294,f942]) ).

fof(f41615,plain,
    ( xuntil2p8(s405)
    | ~ node4(s405)
    | spl0_48
    | ~ spl0_457 ),
    inference(resolution,[],[f25380,f942]) ).

fof(f41616,plain,
    ( xuntil2p8(s405)
    | spl0_48
    | ~ spl0_457
    | ~ spl0_2677 ),
    inference(forward_subsumption_resolution,[],[f41615,f21553]) ).

fof(f41617,plain,
    ( spl0_2981
    | spl0_48
    | ~ spl0_457
    | ~ spl0_2677 ),
    inference(avatar_split_clause,[],[f41616,f21552,f2773,f1133,f33353]) ).

fof(f41620,plain,
    ( xuntil2p8(s423)
    | ~ node4(s423)
    | spl0_30
    | ~ spl0_457 ),
    inference(resolution,[],[f25218,f942]) ).

fof(f41621,plain,
    ( xuntil2p8(s423)
    | spl0_30
    | ~ spl0_457
    | ~ spl0_2672 ),
    inference(forward_subsumption_resolution,[],[f41620,f21489]) ).

fof(f41622,plain,
    ( spl0_2742
    | spl0_30
    | ~ spl0_457
    | ~ spl0_2672 ),
    inference(avatar_split_clause,[],[f41621,f21488,f2773,f1061,f30994]) ).

fof(f41623,plain,
    ( xuntil2p8(s127)
    | ~ node4(s127)
    | spl0_326
    | ~ spl0_457 ),
    inference(resolution,[],[f26123,f942]) ).

fof(f41635,plain,
    ( xuntil2p8(s97)
    | ~ node4(s97)
    | spl0_356
    | ~ spl0_457 ),
    inference(resolution,[],[f25853,f942]) ).

fof(f41642,plain,
    ( xuntil2p8(s157)
    | ~ node4(s157)
    | spl0_296
    | ~ spl0_457 ),
    inference(resolution,[],[f26393,f942]) ).

fof(f41647,plain,
    ( xuntil2p8(s58)
    | ~ node4(s58)
    | spl0_395
    | ~ spl0_457 ),
    inference(resolution,[],[f25502,f942]) ).

fof(f41651,plain,
    ( xuntil2p8(s220)
    | ~ node4(s220)
    | spl0_233
    | ~ spl0_457 ),
    inference(resolution,[],[f26960,f942]) ).

fof(f41652,plain,
    ( xuntil2p8(s220)
    | spl0_233
    | ~ spl0_457
    | ~ spl0_2479 ),
    inference(forward_subsumption_resolution,[],[f41651,f17072]) ).

fof(f41653,plain,
    ( spl0_2912
    | spl0_233
    | ~ spl0_457
    | ~ spl0_2479 ),
    inference(avatar_split_clause,[],[f41652,f17071,f2773,f1873,f32526]) ).

fof(f41654,plain,
    ( xuntil2p8(s135)
    | ~ node4(s135)
    | spl0_318
    | ~ spl0_457 ),
    inference(resolution,[],[f26195,f942]) ).

fof(f41655,plain,
    ( xuntil2p8(s135)
    | spl0_318
    | ~ spl0_457
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f41654,f15484]) ).

fof(f41660,plain,
    ( ! [X0] :
        ( succ(s135,X0)
        | until2p7(X0) )
    | spl0_318
    | ~ spl0_457
    | ~ spl0_2397 ),
    inference(resolution,[],[f41655,f943]) ).

fof(f41662,plain,
    ( until2p7(s136)
    | spl0_318
    | ~ spl0_457
    | ~ spl0_2397 ),
    inference(resolution,[],[f41660,f609]) ).

fof(f41663,plain,
    ( xuntil2p8(s136)
    | ~ node4(s136)
    | spl0_318
    | ~ spl0_457
    | ~ spl0_2397 ),
    inference(resolution,[],[f41662,f942]) ).

fof(f41670,plain,
    ( xuntil2p8(s390)
    | ~ node4(s390)
    | spl0_63
    | ~ spl0_457 ),
    inference(resolution,[],[f25515,f942]) ).

fof(f41671,plain,
    ( xuntil2p8(s390)
    | spl0_63
    | ~ spl0_457
    | ~ spl0_2637 ),
    inference(forward_subsumption_resolution,[],[f41670,f20401]) ).

fof(f41672,plain,
    ( spl0_2970
    | spl0_63
    | ~ spl0_457
    | ~ spl0_2637 ),
    inference(avatar_split_clause,[],[f41671,f20400,f2773,f1193,f33189]) ).

fof(f41673,plain,
    ( xuntil2p8(s391)
    | ~ node4(s391)
    | spl0_62
    | ~ spl0_457 ),
    inference(resolution,[],[f25506,f942]) ).

fof(f41674,plain,
    ( xuntil2p8(s391)
    | spl0_62
    | ~ spl0_457
    | ~ spl0_2647 ),
    inference(forward_subsumption_resolution,[],[f41673,f20590]) ).

fof(f41675,plain,
    ( spl0_2973
    | spl0_62
    | ~ spl0_457
    | ~ spl0_2647 ),
    inference(avatar_split_clause,[],[f41674,f20589,f2773,f1189,f33219]) ).

fof(f41678,plain,
    ( xuntil2p8(s183)
    | ~ node4(s183)
    | spl0_270
    | ~ spl0_457 ),
    inference(resolution,[],[f26627,f942]) ).

fof(f41683,plain,
    ( xuntil2p8(s104)
    | ~ node4(s104)
    | spl0_349
    | ~ spl0_457 ),
    inference(resolution,[],[f25916,f942]) ).

fof(f41687,plain,
    ( xuntil2p8(s61)
    | ~ node4(s61)
    | spl0_392
    | ~ spl0_457 ),
    inference(resolution,[],[f25529,f942]) ).

fof(f41694,plain,
    ( xuntil2p8(s253)
    | ~ node4(s253)
    | spl0_200
    | ~ spl0_457 ),
    inference(resolution,[],[f26748,f942]) ).

fof(f41695,plain,
    ( xuntil2p8(s253)
    | spl0_200
    | ~ spl0_457
    | ~ spl0_2506 ),
    inference(forward_subsumption_resolution,[],[f41694,f17632]) ).

fof(f41696,plain,
    ( spl0_2927
    | spl0_200
    | ~ spl0_457
    | ~ spl0_2506 ),
    inference(avatar_split_clause,[],[f41695,f17631,f2773,f1741,f32681]) ).

fof(f41700,plain,
    ( xuntil2p8(s94)
    | ~ node4(s94)
    | spl0_359
    | ~ spl0_457 ),
    inference(resolution,[],[f25826,f942]) ).

fof(f41704,plain,
    ( xuntil2p8(s388)
    | ~ node4(s388)
    | spl0_65
    | ~ spl0_457 ),
    inference(resolution,[],[f25533,f942]) ).

fof(f41705,plain,
    ( xuntil2p8(s388)
    | spl0_65
    | ~ spl0_457
    | ~ spl0_2635 ),
    inference(forward_subsumption_resolution,[],[f41704,f20365]) ).

fof(f41706,plain,
    ( ! [X0] :
        ( succ(s388,X0)
        | until2p7(X0) )
    | spl0_65
    | ~ spl0_457
    | ~ spl0_2635 ),
    inference(resolution,[],[f41705,f943]) ).

fof(f41712,plain,
    ( until2p7(s389)
    | spl0_65
    | ~ spl0_457
    | ~ spl0_2635 ),
    inference(resolution,[],[f41706,f862]) ).

fof(f41713,plain,
    ( xuntil2p8(s389)
    | ~ node4(s389)
    | spl0_65
    | ~ spl0_457
    | ~ spl0_2635 ),
    inference(resolution,[],[f41712,f942]) ).

fof(f41714,plain,
    ( xuntil2p8(s389)
    | spl0_65
    | ~ spl0_457
    | ~ spl0_2635
    | ~ spl0_2636 ),
    inference(forward_subsumption_resolution,[],[f41713,f20385]) ).

fof(f41715,plain,
    ( spl0_3052
    | spl0_65
    | ~ spl0_457
    | ~ spl0_2635
    | ~ spl0_2636 ),
    inference(avatar_split_clause,[],[f41714,f20384,f20364,f2773,f1201,f36944]) ).

fof(f41719,plain,
    ( xuntil2p8(s431)
    | ~ node4(s431)
    | spl0_22
    | ~ spl0_457 ),
    inference(resolution,[],[f25146,f942]) ).

fof(f41720,plain,
    ( xuntil2p8(s431)
    | spl0_22
    | ~ spl0_457
    | ~ spl0_2687 ),
    inference(forward_subsumption_resolution,[],[f41719,f21795]) ).

fof(f41721,plain,
    ( spl0_2735
    | spl0_22
    | ~ spl0_457
    | ~ spl0_2687 ),
    inference(avatar_split_clause,[],[f41720,f21794,f2773,f1029,f30855]) ).

fof(f41725,plain,
    ( xuntil2p8(s269)
    | ~ node4(s269)
    | spl0_184
    | ~ spl0_457 ),
    inference(resolution,[],[f26604,f942]) ).

fof(f41726,plain,
    ( xuntil2p8(s269)
    | spl0_184
    | ~ spl0_457
    | ~ spl0_2538 ),
    inference(forward_subsumption_resolution,[],[f41725,f18270]) ).

fof(f41727,plain,
    ( spl0_2941
    | spl0_184
    | ~ spl0_457
    | ~ spl0_2538 ),
    inference(avatar_split_clause,[],[f41726,f18269,f2773,f1677,f32811]) ).

fof(f41731,plain,
    ( xuntil2p8(s303)
    | ~ node4(s303)
    | spl0_150
    | ~ spl0_457 ),
    inference(resolution,[],[f26298,f942]) ).

fof(f41732,plain,
    ( xuntil2p8(s303)
    | spl0_150
    | ~ spl0_457
    | ~ spl0_2586 ),
    inference(forward_subsumption_resolution,[],[f41731,f19221]) ).

fof(f41733,plain,
    ( spl0_3041
    | spl0_150
    | ~ spl0_457
    | ~ spl0_2586 ),
    inference(avatar_split_clause,[],[f41732,f19220,f2773,f1541,f36459]) ).

fof(f41737,plain,
    ( xuntil2p8(s398)
    | ~ node4(s398)
    | spl0_55
    | ~ spl0_457 ),
    inference(resolution,[],[f25443,f942]) ).

fof(f41738,plain,
    ( xuntil2p8(s398)
    | spl0_55
    | ~ spl0_457
    | ~ spl0_2641 ),
    inference(forward_subsumption_resolution,[],[f41737,f20484]) ).

fof(f41739,plain,
    ( spl0_2734
    | spl0_55
    | ~ spl0_457
    | ~ spl0_2641 ),
    inference(avatar_split_clause,[],[f41738,f20483,f2773,f1161,f30815]) ).

fof(f41743,plain,
    ( xuntil2p8(s207)
    | ~ node4(s207)
    | spl0_246
    | ~ spl0_457 ),
    inference(resolution,[],[f26843,f942]) ).

fof(f41744,plain,
    ( xuntil2p8(s207)
    | spl0_246
    | ~ spl0_457
    | ~ spl0_2459 ),
    inference(forward_subsumption_resolution,[],[f41743,f16718]) ).

fof(f41745,plain,
    ( spl0_2895
    | spl0_246
    | ~ spl0_457
    | ~ spl0_2459 ),
    inference(avatar_split_clause,[],[f41744,f16717,f2773,f1925,f32386]) ).

fof(f41749,plain,
    ( xuntil2p8(s257)
    | ~ node4(s257)
    | spl0_196
    | ~ spl0_457 ),
    inference(resolution,[],[f26712,f942]) ).

fof(f41750,plain,
    ( xuntil2p8(s257)
    | spl0_196
    | ~ spl0_457
    | ~ spl0_2512 ),
    inference(forward_subsumption_resolution,[],[f41749,f17739]) ).

fof(f41751,plain,
    ( spl0_2932
    | spl0_196
    | ~ spl0_457
    | ~ spl0_2512 ),
    inference(avatar_split_clause,[],[f41750,f17738,f2773,f1725,f32723]) ).

fof(f41752,plain,
    ( xuntil2p8(s314)
    | ~ node4(s314)
    | spl0_139
    | ~ spl0_457 ),
    inference(resolution,[],[f26199,f942]) ).

fof(f41753,plain,
    ( xuntil2p8(s314)
    | spl0_139
    | ~ spl0_457
    | ~ spl0_2560 ),
    inference(forward_subsumption_resolution,[],[f41752,f18738]) ).

fof(f41754,plain,
    ( spl0_3032
    | spl0_139
    | ~ spl0_457
    | ~ spl0_2560 ),
    inference(avatar_split_clause,[],[f41753,f18737,f2773,f1497,f36153]) ).

fof(f41759,plain,
    ( xuntil2p8(s214)
    | ~ node4(s214)
    | spl0_239
    | ~ spl0_457 ),
    inference(resolution,[],[f26906,f942]) ).

fof(f41760,plain,
    ( xuntil2p8(s214)
    | spl0_239
    | ~ spl0_457
    | ~ spl0_2473 ),
    inference(forward_subsumption_resolution,[],[f41759,f16955]) ).

fof(f41761,plain,
    ( spl0_2907
    | spl0_239
    | ~ spl0_457
    | ~ spl0_2473 ),
    inference(avatar_split_clause,[],[f41760,f16954,f2773,f1897,f32483]) ).

fof(f41764,plain,
    ( xuntil2p8(s301)
    | ~ node4(s301)
    | spl0_152
    | ~ spl0_457 ),
    inference(resolution,[],[f26316,f942]) ).

fof(f41765,plain,
    ( xuntil2p8(s301)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552 ),
    inference(forward_subsumption_resolution,[],[f41764,f18581]) ).

fof(f41767,plain,
    ( ! [X0] :
        ( succ(s301,X0)
        | until2p7(X0) )
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552 ),
    inference(resolution,[],[f41765,f943]) ).

fof(f41769,plain,
    ( until2p7(s302)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552 ),
    inference(resolution,[],[f41767,f775]) ).

fof(f41770,plain,
    ( xuntil2p8(s302)
    | ~ node4(s302)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552 ),
    inference(resolution,[],[f41769,f942]) ).

fof(f41771,plain,
    ( xuntil2p8(s302)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(forward_subsumption_resolution,[],[f41770,f19138]) ).

fof(f41772,plain,
    ( ! [X0] :
        ( succ(s302,X0)
        | until2p7(X0) )
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(resolution,[],[f41771,f943]) ).

fof(f41774,plain,
    ( until2p7(s303)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(resolution,[],[f41772,f776]) ).

fof(f41775,plain,
    ( xuntil2p8(s303)
    | ~ node4(s303)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583 ),
    inference(resolution,[],[f41774,f942]) ).

fof(f41776,plain,
    ( xuntil2p8(s303)
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586 ),
    inference(forward_subsumption_resolution,[],[f41775,f19221]) ).

fof(f41777,plain,
    ( spl0_3041
    | spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586 ),
    inference(avatar_split_clause,[],[f41776,f19220,f19137,f18580,f2773,f1549,f36459]) ).

fof(f41781,plain,
    ( xuntil2p8(s434)
    | ~ node4(s434)
    | spl0_19
    | ~ spl0_457 ),
    inference(resolution,[],[f25119,f942]) ).

fof(f41782,plain,
    ( xuntil2p8(s434)
    | spl0_19
    | ~ spl0_457
    | ~ spl0_2690 ),
    inference(forward_subsumption_resolution,[],[f41781,f21850]) ).

fof(f41783,plain,
    ( spl0_2987
    | spl0_19
    | ~ spl0_457
    | ~ spl0_2690 ),
    inference(avatar_split_clause,[],[f41782,f21849,f2773,f1017,f33429]) ).

fof(f41787,plain,
    ( xuntil2p8(s327)
    | ~ node4(s327)
    | spl0_126
    | ~ spl0_457 ),
    inference(resolution,[],[f26082,f942]) ).

fof(f41788,plain,
    ( xuntil2p8(s327)
    | spl0_126
    | ~ spl0_457
    | ~ spl0_2571 ),
    inference(forward_subsumption_resolution,[],[f41787,f18940]) ).

fof(f41789,plain,
    ( spl0_2713
    | spl0_126
    | ~ spl0_457
    | ~ spl0_2571 ),
    inference(avatar_split_clause,[],[f41788,f18939,f2773,f1445,f30152]) ).

fof(f41793,plain,
    ( xuntil2p8(s375)
    | ~ node4(s375)
    | spl0_78
    | ~ spl0_457 ),
    inference(resolution,[],[f25650,f942]) ).

fof(f41794,plain,
    ( xuntil2p8(s375)
    | spl0_78
    | ~ spl0_457
    | ~ spl0_2622 ),
    inference(forward_subsumption_resolution,[],[f41793,f20027]) ).

fof(f41795,plain,
    ( ! [X0] :
        ( succ(s375,X0)
        | until2p7(X0) )
    | spl0_78
    | ~ spl0_457
    | ~ spl0_2622 ),
    inference(resolution,[],[f41794,f943]) ).

fof(f41797,plain,
    ( until2p7(s376)
    | spl0_78
    | ~ spl0_457
    | ~ spl0_2622 ),
    inference(resolution,[],[f41795,f849]) ).

fof(f41798,plain,
    ( xuntil2p8(s376)
    | ~ node4(s376)
    | spl0_78
    | ~ spl0_457
    | ~ spl0_2622 ),
    inference(resolution,[],[f41797,f942]) ).

fof(f41799,plain,
    ( xuntil2p8(s376)
    | spl0_78
    | ~ spl0_457
    | ~ spl0_2616
    | ~ spl0_2622 ),
    inference(forward_subsumption_resolution,[],[f41798,f19922]) ).

fof(f41800,plain,
    ( spl0_2995
    | spl0_78
    | ~ spl0_457
    | ~ spl0_2616
    | ~ spl0_2622 ),
    inference(avatar_split_clause,[],[f41799,f20026,f19921,f2773,f1253,f34085]) ).

fof(f41802,plain,
    ( xuntil2p8(s179)
    | ~ node4(s179)
    | spl0_274
    | ~ spl0_457 ),
    inference(resolution,[],[f26591,f942]) ).

fof(f41809,plain,
    ( xuntil2p8(s288)
    | ~ node4(s288)
    | spl0_165
    | ~ spl0_457 ),
    inference(resolution,[],[f26433,f942]) ).

fof(f41810,plain,
    ( xuntil2p8(s288)
    | spl0_165
    | ~ spl0_457
    | ~ spl0_2655 ),
    inference(forward_subsumption_resolution,[],[f41809,f20869]) ).

fof(f41811,plain,
    ( spl0_2721
    | spl0_165
    | ~ spl0_457
    | ~ spl0_2655 ),
    inference(avatar_split_clause,[],[f41810,f20868,f2773,f1601,f30460]) ).

fof(f41813,plain,
    ( xuntil2p8(s89)
    | ~ node4(s89)
    | spl0_364
    | ~ spl0_457 ),
    inference(resolution,[],[f25781,f942]) ).

fof(f41817,plain,
    ( xuntil2p8(s400)
    | ~ node4(s400)
    | spl0_53
    | ~ spl0_457 ),
    inference(resolution,[],[f25425,f942]) ).

fof(f41818,plain,
    ( xuntil2p8(s400)
    | spl0_53
    | ~ spl0_457
    | ~ spl0_2643 ),
    inference(forward_subsumption_resolution,[],[f41817,f20512]) ).

fof(f41822,plain,
    ( ! [X0] :
        ( succ(s400,X0)
        | until2p7(X0) )
    | spl0_53
    | ~ spl0_457
    | ~ spl0_2643 ),
    inference(resolution,[],[f41818,f943]) ).

fof(f41824,plain,
    ( until2p7(s401)
    | spl0_53
    | ~ spl0_457
    | ~ spl0_2643 ),
    inference(resolution,[],[f41822,f874]) ).

fof(f41825,plain,
    ( xuntil2p8(s401)
    | ~ node4(s401)
    | spl0_53
    | ~ spl0_457
    | ~ spl0_2643 ),
    inference(resolution,[],[f41824,f942]) ).

fof(f41826,plain,
    ( xuntil2p8(s401)
    | spl0_53
    | ~ spl0_457
    | ~ spl0_2643
    | ~ spl0_2644 ),
    inference(forward_subsumption_resolution,[],[f41825,f20532]) ).

fof(f41827,plain,
    ( spl0_2971
    | spl0_53
    | ~ spl0_457
    | ~ spl0_2643
    | ~ spl0_2644 ),
    inference(avatar_split_clause,[],[f41826,f20531,f20511,f2773,f1153,f33206]) ).

fof(f41831,plain,
    ( xuntil2p8(s385)
    | ~ node4(s385)
    | spl0_68
    | ~ spl0_457 ),
    inference(resolution,[],[f25560,f942]) ).

fof(f41832,plain,
    ( xuntil2p8(s385)
    | spl0_68
    | ~ spl0_457
    | ~ spl0_2631 ),
    inference(forward_subsumption_resolution,[],[f41831,f20290]) ).

fof(f41833,plain,
    ( spl0_2739
    | spl0_68
    | ~ spl0_457
    | ~ spl0_2631 ),
    inference(avatar_split_clause,[],[f41832,f20289,f2773,f1213,f30938]) ).

fof(f41834,plain,
    ( xuntil2p8(s105)
    | ~ node4(s105)
    | spl0_348
    | ~ spl0_457 ),
    inference(resolution,[],[f25925,f942]) ).

fof(f41835,plain,
    ( xuntil2p8(s105)
    | spl0_348
    | ~ spl0_457
    | ~ spl0_2361 ),
    inference(forward_subsumption_resolution,[],[f41834,f14826]) ).

fof(f41839,plain,
    ( ! [X0] :
        ( succ(s105,X0)
        | until2p7(X0) )
    | spl0_348
    | ~ spl0_457
    | ~ spl0_2361 ),
    inference(resolution,[],[f41835,f943]) ).

fof(f41841,plain,
    ( until2p7(s106)
    | spl0_348
    | ~ spl0_457
    | ~ spl0_2361 ),
    inference(resolution,[],[f41839,f579]) ).

fof(f41842,plain,
    ( xuntil2p8(s106)
    | ~ node4(s106)
    | spl0_348
    | ~ spl0_457
    | ~ spl0_2361 ),
    inference(resolution,[],[f41841,f942]) ).

fof(f41846,plain,
    ( xuntil2p8(s182)
    | ~ node4(s182)
    | spl0_271
    | ~ spl0_457 ),
    inference(resolution,[],[f26618,f942]) ).

fof(f41854,plain,
    ( xuntil2p8(s231)
    | ~ node4(s231)
    | spl0_222
    | ~ spl0_457 ),
    inference(resolution,[],[f26946,f942]) ).

fof(f41855,plain,
    ( xuntil2p8(s231)
    | spl0_222
    | ~ spl0_457
    | ~ spl0_2492 ),
    inference(forward_subsumption_resolution,[],[f41854,f17319]) ).

fof(f41856,plain,
    ( spl0_2920
    | spl0_222
    | ~ spl0_457
    | ~ spl0_2492 ),
    inference(avatar_split_clause,[],[f41855,f17318,f2773,f1829,f32598]) ).

fof(f41857,plain,
    ( xuntil2p8(s244)
    | ~ node4(s244)
    | spl0_209
    | ~ spl0_457 ),
    inference(resolution,[],[f26829,f942]) ).

fof(f41858,plain,
    ( xuntil2p8(s244)
    | spl0_209
    | ~ spl0_457
    | ~ spl0_2503 ),
    inference(forward_subsumption_resolution,[],[f41857,f17562]) ).

fof(f41859,plain,
    ( spl0_3038
    | spl0_209
    | ~ spl0_457
    | ~ spl0_2503 ),
    inference(avatar_split_clause,[],[f41858,f17561,f2773,f1777,f36379]) ).

fof(f41864,plain,
    ( xuntil2p8(s251)
    | ~ node4(s251)
    | spl0_202
    | ~ spl0_457 ),
    inference(resolution,[],[f26766,f942]) ).

fof(f41865,plain,
    ( xuntil2p8(s251)
    | spl0_202
    | ~ spl0_457
    | ~ spl0_2508 ),
    inference(forward_subsumption_resolution,[],[f41864,f17656]) ).

fof(f41866,plain,
    ( spl0_2929
    | spl0_202
    | ~ spl0_457
    | ~ spl0_2508 ),
    inference(avatar_split_clause,[],[f41865,f17655,f2773,f1749,f32694]) ).

fof(f41870,plain,
    ( xuntil2p8(s356)
    | ~ node4(s356)
    | spl0_97
    | ~ spl0_457 ),
    inference(resolution,[],[f25821,f942]) ).

fof(f41871,plain,
    ( xuntil2p8(s356)
    | spl0_97
    | ~ spl0_457
    | ~ spl0_2600 ),
    inference(forward_subsumption_resolution,[],[f41870,f19640]) ).

fof(f41872,plain,
    ( spl0_2989
    | spl0_97
    | ~ spl0_457
    | ~ spl0_2600 ),
    inference(avatar_split_clause,[],[f41871,f19639,f2773,f1329,f33800]) ).

fof(f41875,plain,
    ( xuntil2p8(s436)
    | ~ node4(s436)
    | spl0_17
    | ~ spl0_457 ),
    inference(resolution,[],[f25101,f942]) ).

fof(f41876,plain,
    ( xuntil2p8(s436)
    | spl0_17
    | ~ spl0_457
    | ~ spl0_2691 ),
    inference(forward_subsumption_resolution,[],[f41875,f21861]) ).

fof(f41877,plain,
    ( spl0_2745
    | spl0_17
    | ~ spl0_457
    | ~ spl0_2691 ),
    inference(avatar_split_clause,[],[f41876,f21860,f2773,f1009,f31035]) ).

fof(f41880,plain,
    ( xuntil2p8(s206)
    | ~ node4(s206)
    | spl0_247
    | ~ spl0_457 ),
    inference(resolution,[],[f26834,f942]) ).

fof(f41881,plain,
    ( xuntil2p8(s206)
    | spl0_247
    | ~ spl0_457
    | ~ spl0_2460 ),
    inference(forward_subsumption_resolution,[],[f41880,f16731]) ).

fof(f41882,plain,
    ( spl0_2896
    | spl0_247
    | ~ spl0_457
    | ~ spl0_2460 ),
    inference(avatar_split_clause,[],[f41881,f16730,f2773,f1929,f32393]) ).

fof(f41886,plain,
    ( xuntil2p8(s443)
    | ~ node4(s443)
    | spl0_10
    | ~ spl0_457 ),
    inference(resolution,[],[f25038,f942]) ).

fof(f41887,plain,
    ( xuntil2p8(s443)
    | spl0_10
    | ~ spl0_457
    | ~ spl0_2699 ),
    inference(forward_subsumption_resolution,[],[f41886,f22007]) ).

fof(f41888,plain,
    ( spl0_2749
    | spl0_10
    | ~ spl0_457
    | ~ spl0_2699 ),
    inference(avatar_split_clause,[],[f41887,f22006,f2773,f981,f31077]) ).

fof(f41890,plain,
    ( xuntil2p8(s77)
    | ~ node4(s77)
    | spl0_376
    | ~ spl0_457 ),
    inference(resolution,[],[f25673,f942]) ).

fof(f41891,plain,
    ( xuntil2p8(s77)
    | spl0_376
    | ~ spl0_457
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f41890,f14518]) ).

fof(f41894,plain,
    ( ! [X0] :
        ( succ(s77,X0)
        | until2p7(X0) )
    | spl0_376
    | ~ spl0_457
    | ~ spl0_2347 ),
    inference(resolution,[],[f41891,f943]) ).

fof(f41896,plain,
    ( until2p7(s78)
    | spl0_376
    | ~ spl0_457
    | ~ spl0_2347 ),
    inference(resolution,[],[f41894,f551]) ).

fof(f41897,plain,
    ( xuntil2p8(s78)
    | ~ node4(s78)
    | spl0_376
    | ~ spl0_457
    | ~ spl0_2347 ),
    inference(resolution,[],[f41896,f942]) ).

fof(f41904,plain,
    ( xuntil2p8(s263)
    | ~ node4(s263)
    | spl0_190
    | ~ spl0_457 ),
    inference(resolution,[],[f26658,f942]) ).

fof(f41905,plain,
    ( xuntil2p8(s263)
    | spl0_190
    | ~ spl0_457
    | ~ spl0_2519 ),
    inference(forward_subsumption_resolution,[],[f41904,f17880]) ).

fof(f41906,plain,
    ( ! [X0] :
        ( succ(s263,X0)
        | until2p7(X0) )
    | spl0_190
    | ~ spl0_457
    | ~ spl0_2519 ),
    inference(resolution,[],[f41905,f943]) ).

fof(f41908,plain,
    ( until2p7(s264)
    | spl0_190
    | ~ spl0_457
    | ~ spl0_2519 ),
    inference(resolution,[],[f41906,f737]) ).

fof(f41909,plain,
    ( xuntil2p8(s264)
    | ~ node4(s264)
    | spl0_190
    | ~ spl0_457
    | ~ spl0_2519 ),
    inference(resolution,[],[f41908,f942]) ).

fof(f41910,plain,
    ( xuntil2p8(s264)
    | spl0_190
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2539 ),
    inference(forward_subsumption_resolution,[],[f41909,f18297]) ).

fof(f41911,plain,
    ( spl0_2942
    | spl0_190
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2539 ),
    inference(avatar_split_clause,[],[f41910,f18296,f17879,f2773,f1701,f32817]) ).

fof(f41914,plain,
    ( xuntil2p8(s353)
    | ~ node4(s353)
    | spl0_100
    | ~ spl0_457 ),
    inference(resolution,[],[f25848,f942]) ).

fof(f41915,plain,
    ( xuntil2p8(s353)
    | spl0_100
    | ~ spl0_457
    | ~ spl0_2626 ),
    inference(forward_subsumption_resolution,[],[f41914,f20099]) ).

fof(f41916,plain,
    ( spl0_2968
    | spl0_100
    | ~ spl0_457
    | ~ spl0_2626 ),
    inference(avatar_split_clause,[],[f41915,f20098,f2773,f1341,f33137]) ).

fof(f41917,plain,
    ( xuntil2p8(s192)
    | ~ node4(s192)
    | spl0_261
    | ~ spl0_457 ),
    inference(resolution,[],[f26708,f942]) ).

fof(f41921,plain,
    ( xuntil2p8(s165)
    | ~ node4(s165)
    | spl0_288
    | ~ spl0_457 ),
    inference(resolution,[],[f26465,f942]) ).

fof(f41927,plain,
    ( xuntil2p8(s414)
    | ~ node4(s414)
    | spl0_39
    | ~ spl0_457 ),
    inference(resolution,[],[f25299,f942]) ).

fof(f41928,plain,
    ( xuntil2p8(s414)
    | spl0_39
    | ~ spl0_457
    | ~ spl0_2676 ),
    inference(forward_subsumption_resolution,[],[f41927,f21541]) ).

fof(f41929,plain,
    ( spl0_2980
    | spl0_39
    | ~ spl0_457
    | ~ spl0_2676 ),
    inference(avatar_split_clause,[],[f41928,f21540,f2773,f1097,f33347]) ).

fof(f41930,plain,
    ( xuntil2p8(s158)
    | ~ node4(s158)
    | spl0_295
    | ~ spl0_457 ),
    inference(resolution,[],[f26402,f942]) ).

fof(f41936,plain,
    ( xuntil2p8(s427)
    | ~ node4(s427)
    | spl0_26
    | ~ spl0_457 ),
    inference(resolution,[],[f25182,f942]) ).

fof(f41937,plain,
    ( xuntil2p8(s427)
    | spl0_26
    | ~ spl0_457
    | ~ spl0_2683 ),
    inference(forward_subsumption_resolution,[],[f41936,f21732]) ).

fof(f41938,plain,
    ( spl0_3048
    | spl0_26
    | ~ spl0_457
    | ~ spl0_2683 ),
    inference(avatar_split_clause,[],[f41937,f21731,f2773,f1045,f36899]) ).

fof(f41944,plain,
    ( xuntil2p8(s86)
    | ~ node4(s86)
    | spl0_367
    | ~ spl0_457 ),
    inference(resolution,[],[f25754,f942]) ).

fof(f41953,plain,
    ( xuntil2p8(s189)
    | ~ node4(s189)
    | spl0_264
    | ~ spl0_457 ),
    inference(resolution,[],[f26681,f942]) ).

fof(f41958,plain,
    ( xuntil2p8(s163)
    | ~ node4(s163)
    | spl0_290
    | ~ spl0_457 ),
    inference(resolution,[],[f26447,f942]) ).

fof(f41964,plain,
    ( xuntil2p8(s262)
    | ~ node4(s262)
    | spl0_191
    | ~ spl0_457 ),
    inference(resolution,[],[f26667,f942]) ).

fof(f41965,plain,
    ( xuntil2p8(s262)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2520 ),
    inference(forward_subsumption_resolution,[],[f41964,f17895]) ).

fof(f41967,plain,
    ( ! [X0] :
        ( succ(s262,X0)
        | until2p7(X0) )
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2520 ),
    inference(resolution,[],[f41965,f943]) ).

fof(f41969,plain,
    ( until2p7(s263)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2520 ),
    inference(resolution,[],[f41967,f736]) ).

fof(f41970,plain,
    ( xuntil2p8(s263)
    | ~ node4(s263)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2520 ),
    inference(resolution,[],[f41969,f942]) ).

fof(f41971,plain,
    ( xuntil2p8(s263)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520 ),
    inference(forward_subsumption_resolution,[],[f41970,f17880]) ).

fof(f41972,plain,
    ( ! [X0] :
        ( succ(s263,X0)
        | until2p7(X0) )
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520 ),
    inference(resolution,[],[f41971,f943]) ).

fof(f41974,plain,
    ( until2p7(s264)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520 ),
    inference(resolution,[],[f41972,f737]) ).

fof(f41975,plain,
    ( xuntil2p8(s264)
    | ~ node4(s264)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520 ),
    inference(resolution,[],[f41974,f942]) ).

fof(f41976,plain,
    ( xuntil2p8(s264)
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2539 ),
    inference(forward_subsumption_resolution,[],[f41975,f18297]) ).

fof(f41977,plain,
    ( spl0_2942
    | spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2539 ),
    inference(avatar_split_clause,[],[f41976,f18296,f17894,f17879,f2773,f1705,f32817]) ).

fof(f41978,plain,
    ( xuntil2p8(s367)
    | ~ node4(s367)
    | spl0_86
    | ~ spl0_457 ),
    inference(resolution,[],[f25722,f942]) ).

fof(f41979,plain,
    ( xuntil2p8(s367)
    | spl0_86
    | ~ spl0_457
    | ~ spl0_2609 ),
    inference(forward_subsumption_resolution,[],[f41978,f19802]) ).

fof(f41980,plain,
    ( spl0_3049
    | spl0_86
    | ~ spl0_457
    | ~ spl0_2609 ),
    inference(avatar_split_clause,[],[f41979,f19801,f2773,f1285,f36905]) ).

fof(f41981,plain,
    ( xuntil2p8(s378)
    | ~ node4(s378)
    | spl0_75
    | ~ spl0_457 ),
    inference(resolution,[],[f25623,f942]) ).

fof(f41982,plain,
    ( xuntil2p8(s378)
    | spl0_75
    | ~ spl0_457
    | ~ spl0_2618 ),
    inference(forward_subsumption_resolution,[],[f41981,f19951]) ).

fof(f41983,plain,
    ( spl0_2712
    | spl0_75
    | ~ spl0_457
    | ~ spl0_2618 ),
    inference(avatar_split_clause,[],[f41982,f19950,f2773,f1241,f30146]) ).

fof(f41989,plain,
    ( xuntil2p8(s422)
    | ~ node4(s422)
    | spl0_31
    | ~ spl0_457 ),
    inference(resolution,[],[f25227,f942]) ).

fof(f41990,plain,
    ( xuntil2p8(s422)
    | spl0_31
    | ~ spl0_457
    | ~ spl0_2671 ),
    inference(forward_subsumption_resolution,[],[f41989,f21475]) ).

fof(f41991,plain,
    ( spl0_2738
    | spl0_31
    | ~ spl0_457
    | ~ spl0_2671 ),
    inference(avatar_split_clause,[],[f41990,f21474,f2773,f1065,f30932]) ).

fof(f41992,plain,
    ( xuntil2p8(s167)
    | ~ node4(s167)
    | spl0_286
    | ~ spl0_457 ),
    inference(resolution,[],[f26483,f942]) ).

fof(f41997,plain,
    ( xuntil2p8(s270)
    | ~ node4(s270)
    | spl0_183
    | ~ spl0_457 ),
    inference(resolution,[],[f26595,f942]) ).

fof(f41998,plain,
    ( xuntil2p8(s270)
    | spl0_183
    | ~ spl0_457
    | ~ spl0_2537 ),
    inference(forward_subsumption_resolution,[],[f41997,f18253]) ).

fof(f42002,plain,
    ( ! [X0] :
        ( succ(s270,X0)
        | until2p7(X0) )
    | spl0_183
    | ~ spl0_457
    | ~ spl0_2537 ),
    inference(resolution,[],[f41998,f943]) ).

fof(f42004,plain,
    ( until2p7(s271)
    | spl0_183
    | ~ spl0_457
    | ~ spl0_2537 ),
    inference(resolution,[],[f42002,f744]) ).

fof(f42005,plain,
    ( xuntil2p8(s271)
    | ~ node4(s271)
    | spl0_183
    | ~ spl0_457
    | ~ spl0_2537 ),
    inference(resolution,[],[f42004,f942]) ).

fof(f42006,plain,
    ( xuntil2p8(s271)
    | spl0_183
    | ~ spl0_457
    | ~ spl0_2537
    | ~ spl0_2540 ),
    inference(forward_subsumption_resolution,[],[f42005,f18335]) ).

fof(f42007,plain,
    ( spl0_3027
    | spl0_183
    | ~ spl0_457
    | ~ spl0_2537
    | ~ spl0_2540 ),
    inference(avatar_split_clause,[],[f42006,f18334,f18252,f2773,f1673,f35851]) ).

fof(f42008,plain,
    ( xuntil2p8(s185)
    | ~ node4(s185)
    | spl0_268
    | ~ spl0_457 ),
    inference(resolution,[],[f26645,f942]) ).

fof(f42016,plain,
    ( xuntil2p8(s186)
    | ~ node4(s186)
    | spl0_267
    | ~ spl0_457 ),
    inference(resolution,[],[f26654,f942]) ).

fof(f42023,plain,
    ( xuntil2p8(s245)
    | ~ node4(s245)
    | spl0_208
    | ~ spl0_457 ),
    inference(resolution,[],[f26820,f942]) ).

fof(f42024,plain,
    ( xuntil2p8(s245)
    | spl0_208
    | ~ spl0_457
    | ~ spl0_2499 ),
    inference(forward_subsumption_resolution,[],[f42023,f17487]) ).

fof(f42025,plain,
    ( spl0_2925
    | spl0_208
    | ~ spl0_457
    | ~ spl0_2499 ),
    inference(avatar_split_clause,[],[f42024,f17486,f2773,f1773,f32654]) ).

fof(f42029,plain,
    ( xuntil2p8(s292)
    | ~ node4(s292)
    | spl0_161
    | ~ spl0_457 ),
    inference(resolution,[],[f26397,f942]) ).

fof(f42030,plain,
    ( xuntil2p8(s292)
    | spl0_161
    | ~ spl0_457
    | ~ spl0_2546 ),
    inference(forward_subsumption_resolution,[],[f42029,f18481]) ).

fof(f42031,plain,
    ( spl0_3021
    | spl0_161
    | ~ spl0_457
    | ~ spl0_2546 ),
    inference(avatar_split_clause,[],[f42030,f18480,f2773,f1585,f35668]) ).

fof(f42035,plain,
    ( xuntil2p8(s71)
    | ~ node4(s71)
    | spl0_382
    | ~ spl0_457 ),
    inference(resolution,[],[f25619,f942]) ).

fof(f42042,plain,
    ( xuntil2p8(s161)
    | ~ node4(s161)
    | spl0_292
    | ~ spl0_457 ),
    inference(resolution,[],[f26429,f942]) ).

fof(f42049,plain,
    ( xuntil2p8(s233)
    | ~ node4(s233)
    | spl0_220
    | ~ spl0_457 ),
    inference(resolution,[],[f26928,f942]) ).

fof(f42050,plain,
    ( xuntil2p8(s233)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2490 ),
    inference(forward_subsumption_resolution,[],[f42049,f17290]) ).

fof(f42051,plain,
    ( ! [X0] :
        ( succ(s233,X0)
        | until2p7(X0) )
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2490 ),
    inference(resolution,[],[f42050,f943]) ).

fof(f42053,plain,
    ( until2p7(s234)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2490 ),
    inference(resolution,[],[f42051,f707]) ).

fof(f42054,plain,
    ( xuntil2p8(s234)
    | ~ node4(s234)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2490 ),
    inference(resolution,[],[f42053,f942]) ).

fof(f42055,plain,
    ( xuntil2p8(s234)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2489
    | ~ spl0_2490 ),
    inference(forward_subsumption_resolution,[],[f42054,f17278]) ).

fof(f42056,plain,
    ( ! [X0] :
        ( succ(s234,X0)
        | until2p7(X0) )
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2489
    | ~ spl0_2490 ),
    inference(resolution,[],[f42055,f943]) ).

fof(f42058,plain,
    ( until2p7(s235)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2489
    | ~ spl0_2490 ),
    inference(resolution,[],[f42056,f708]) ).

fof(f42059,plain,
    ( xuntil2p8(s235)
    | ~ node4(s235)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2489
    | ~ spl0_2490 ),
    inference(resolution,[],[f42058,f942]) ).

fof(f42060,plain,
    ( xuntil2p8(s235)
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490 ),
    inference(forward_subsumption_resolution,[],[f42059,f17267]) ).

fof(f42061,plain,
    ( spl0_2918
    | spl0_220
    | ~ spl0_457
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490 ),
    inference(avatar_split_clause,[],[f42060,f17289,f17277,f17266,f2773,f1821,f32586]) ).

fof(f42062,plain,
    ( xuntil2p8(s433)
    | ~ node4(s433)
    | spl0_20
    | ~ spl0_457 ),
    inference(resolution,[],[f25128,f942]) ).

fof(f42063,plain,
    ( xuntil2p8(s433)
    | spl0_20
    | ~ spl0_457
    | ~ spl0_2689 ),
    inference(forward_subsumption_resolution,[],[f42062,f21823]) ).

fof(f42066,plain,
    ( ! [X0] :
        ( succ(s433,X0)
        | until2p7(X0) )
    | spl0_20
    | ~ spl0_457
    | ~ spl0_2689 ),
    inference(resolution,[],[f42063,f943]) ).

fof(f42069,plain,
    ( until2p7(s434)
    | spl0_20
    | ~ spl0_457
    | ~ spl0_2689 ),
    inference(resolution,[],[f42066,f907]) ).

fof(f42070,plain,
    ( xuntil2p8(s434)
    | ~ node4(s434)
    | spl0_20
    | ~ spl0_457
    | ~ spl0_2689 ),
    inference(resolution,[],[f42069,f942]) ).

fof(f42071,plain,
    ( xuntil2p8(s434)
    | spl0_20
    | ~ spl0_457
    | ~ spl0_2689
    | ~ spl0_2690 ),
    inference(forward_subsumption_resolution,[],[f42070,f21850]) ).

fof(f42072,plain,
    ( spl0_2987
    | spl0_20
    | ~ spl0_457
    | ~ spl0_2689
    | ~ spl0_2690 ),
    inference(avatar_split_clause,[],[f42071,f21849,f21822,f2773,f1021,f33429]) ).

fof(f42076,plain,
    ( xuntil2p8(s228)
    | ~ node4(s228)
    | spl0_225
    | ~ spl0_457 ),
    inference(resolution,[],[f26973,f942]) ).

fof(f42077,plain,
    ( xuntil2p8(s228)
    | spl0_225
    | ~ spl0_457
    | ~ spl0_2484 ),
    inference(forward_subsumption_resolution,[],[f42076,f17156]) ).

fof(f42078,plain,
    ( spl0_3035
    | spl0_225
    | ~ spl0_457
    | ~ spl0_2484 ),
    inference(avatar_split_clause,[],[f42077,f17155,f2773,f1841,f36259]) ).

fof(f42079,plain,
    ( xuntil2p8(s145)
    | ~ node4(s145)
    | spl0_308
    | ~ spl0_457 ),
    inference(resolution,[],[f26285,f942]) ).

fof(f42080,plain,
    ( xuntil2p8(s145)
    | spl0_308
    | ~ spl0_457
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f42079,f15659]) ).

fof(f42084,plain,
    ( ! [X0] :
        ( succ(s145,X0)
        | until2p7(X0) )
    | spl0_308
    | ~ spl0_457
    | ~ spl0_2406 ),
    inference(resolution,[],[f42080,f943]) ).

fof(f42086,plain,
    ( until2p7(s146)
    | spl0_308
    | ~ spl0_457
    | ~ spl0_2406 ),
    inference(resolution,[],[f42084,f619]) ).

fof(f42087,plain,
    ( xuntil2p8(s146)
    | ~ node4(s146)
    | spl0_308
    | ~ spl0_457
    | ~ spl0_2406 ),
    inference(resolution,[],[f42086,f942]) ).

fof(f42091,plain,
    ( xuntil2p8(s393)
    | ~ node4(s393)
    | spl0_60
    | ~ spl0_457 ),
    inference(resolution,[],[f25488,f942]) ).

fof(f42092,plain,
    ( xuntil2p8(s393)
    | spl0_60
    | ~ spl0_457
    | ~ spl0_2656 ),
    inference(forward_subsumption_resolution,[],[f42091,f21100]) ).

fof(f42093,plain,
    ( spl0_3055
    | spl0_60
    | ~ spl0_457
    | ~ spl0_2656 ),
    inference(avatar_split_clause,[],[f42092,f21099,f2773,f1181,f36976]) ).

fof(f42095,plain,
    ( xuntil2p8(s363)
    | ~ node4(s363)
    | spl0_90
    | ~ spl0_457 ),
    inference(resolution,[],[f25758,f942]) ).

fof(f42096,plain,
    ( xuntil2p8(s363)
    | spl0_90
    | ~ spl0_457
    | ~ spl0_2605 ),
    inference(forward_subsumption_resolution,[],[f42095,f19728]) ).

fof(f42097,plain,
    ( spl0_2733
    | spl0_90
    | ~ spl0_457
    | ~ spl0_2605 ),
    inference(avatar_split_clause,[],[f42096,f19727,f2773,f1301,f30773]) ).

fof(f42098,plain,
    ( xuntil2p8(s148)
    | ~ node4(s148)
    | spl0_305
    | ~ spl0_457 ),
    inference(resolution,[],[f26312,f942]) ).

fof(f42105,plain,
    ( xuntil2p8(s136)
    | ~ node4(s136)
    | spl0_317
    | ~ spl0_457 ),
    inference(resolution,[],[f26204,f942]) ).

fof(f42109,plain,
    ( xuntil2p8(s364)
    | ~ node4(s364)
    | spl0_89
    | ~ spl0_457 ),
    inference(resolution,[],[f25749,f942]) ).

fof(f42110,plain,
    ( xuntil2p8(s364)
    | spl0_89
    | ~ spl0_457
    | ~ spl0_2607 ),
    inference(forward_subsumption_resolution,[],[f42109,f19758]) ).

fof(f42111,plain,
    ( spl0_2961
    | spl0_89
    | ~ spl0_457
    | ~ spl0_2607 ),
    inference(avatar_split_clause,[],[f42110,f19757,f2773,f1297,f33078]) ).

fof(f42112,plain,
    ( xuntil2p8(s78)
    | ~ node4(s78)
    | spl0_375
    | ~ spl0_457 ),
    inference(resolution,[],[f25682,f942]) ).

fof(f42117,plain,
    ( xuntil2p8(s267)
    | ~ node4(s267)
    | spl0_186
    | ~ spl0_457 ),
    inference(resolution,[],[f26622,f942]) ).

fof(f42118,plain,
    ( xuntil2p8(s267)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2517 ),
    inference(forward_subsumption_resolution,[],[f42117,f17857]) ).

fof(f42123,plain,
    ( ! [X0] :
        ( succ(s267,X0)
        | until2p7(X0) )
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2517 ),
    inference(resolution,[],[f42118,f943]) ).

fof(f42125,plain,
    ( until2p7(s268)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2517 ),
    inference(resolution,[],[f42123,f741]) ).

fof(f42126,plain,
    ( xuntil2p8(s268)
    | ~ node4(s268)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2517 ),
    inference(resolution,[],[f42125,f942]) ).

fof(f42127,plain,
    ( xuntil2p8(s268)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517 ),
    inference(forward_subsumption_resolution,[],[f42126,f17846]) ).

fof(f42128,plain,
    ( ! [X0] :
        ( succ(s268,X0)
        | until2p7(X0) )
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517 ),
    inference(resolution,[],[f42127,f943]) ).

fof(f42130,plain,
    ( until2p7(s269)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517 ),
    inference(resolution,[],[f42128,f742]) ).

fof(f42131,plain,
    ( xuntil2p8(s269)
    | ~ node4(s269)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517 ),
    inference(resolution,[],[f42130,f942]) ).

fof(f42132,plain,
    ( xuntil2p8(s269)
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2538 ),
    inference(forward_subsumption_resolution,[],[f42131,f18270]) ).

fof(f42133,plain,
    ( spl0_2941
    | spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2538 ),
    inference(avatar_split_clause,[],[f42132,f18269,f17856,f17845,f2773,f1685,f32811]) ).

fof(f42136,plain,
    ( xuntil2p8(s415)
    | ~ node4(s415)
    | spl0_38
    | ~ spl0_457 ),
    inference(resolution,[],[f25290,f942]) ).

fof(f42137,plain,
    ( xuntil2p8(s415)
    | spl0_38
    | ~ spl0_457
    | ~ spl0_2675 ),
    inference(forward_subsumption_resolution,[],[f42136,f21522]) ).

fof(f42138,plain,
    ( spl0_2979
    | spl0_38
    | ~ spl0_457
    | ~ spl0_2675 ),
    inference(avatar_split_clause,[],[f42137,f21521,f2773,f1093,f33341]) ).

fof(f42143,plain,
    ( xuntil2p8(s114)
    | ~ node4(s114)
    | spl0_339
    | ~ spl0_457 ),
    inference(resolution,[],[f26006,f942]) ).

fof(f42150,plain,
    ( xuntil2p8(s255)
    | ~ node4(s255)
    | spl0_198
    | ~ spl0_457 ),
    inference(resolution,[],[f26730,f942]) ).

fof(f42151,plain,
    ( xuntil2p8(s255)
    | spl0_198
    | ~ spl0_457
    | ~ spl0_2514 ),
    inference(forward_subsumption_resolution,[],[f42150,f17761]) ).

fof(f42152,plain,
    ( spl0_2934
    | spl0_198
    | ~ spl0_457
    | ~ spl0_2514 ),
    inference(avatar_split_clause,[],[f42151,f17760,f2773,f1733,f32735]) ).

fof(f42153,plain,
    ( xuntil2p8(s215)
    | ~ node4(s215)
    | spl0_238
    | ~ spl0_457 ),
    inference(resolution,[],[f26915,f942]) ).

fof(f42157,plain,
    ( xuntil2p8(s246)
    | ~ node4(s246)
    | spl0_207
    | ~ spl0_457 ),
    inference(resolution,[],[f26811,f942]) ).

fof(f42158,plain,
    ( xuntil2p8(s246)
    | spl0_207
    | ~ spl0_457
    | ~ spl0_2498 ),
    inference(forward_subsumption_resolution,[],[f42157,f17473]) ).

fof(f42159,plain,
    ( spl0_2924
    | spl0_207
    | ~ spl0_457
    | ~ spl0_2498 ),
    inference(avatar_split_clause,[],[f42158,f17472,f2773,f1769,f32648]) ).

fof(f42160,plain,
    ( xuntil2p8(s259)
    | ~ node4(s259)
    | spl0_194
    | ~ spl0_457 ),
    inference(resolution,[],[f26694,f942]) ).

fof(f42161,plain,
    ( xuntil2p8(s259)
    | spl0_194
    | ~ spl0_457
    | ~ spl0_2515 ),
    inference(forward_subsumption_resolution,[],[f42160,f17774]) ).

fof(f42162,plain,
    ( spl0_3042
    | spl0_194
    | ~ spl0_457
    | ~ spl0_2515 ),
    inference(avatar_split_clause,[],[f42161,f17773,f2773,f1717,f36465]) ).

fof(f42163,plain,
    ( xuntil2p8(s88)
    | ~ node4(s88)
    | spl0_365
    | ~ spl0_457 ),
    inference(resolution,[],[f25772,f942]) ).

fof(f42167,plain,
    ( xuntil2p8(s333)
    | ~ node4(s333)
    | spl0_120
    | ~ spl0_457 ),
    inference(resolution,[],[f26028,f942]) ).

fof(f42168,plain,
    ( xuntil2p8(s333)
    | spl0_120
    | ~ spl0_457
    | ~ spl0_2575 ),
    inference(forward_subsumption_resolution,[],[f42167,f19016]) ).

fof(f42172,plain,
    ( ! [X0] :
        ( succ(s333,X0)
        | until2p7(X0) )
    | spl0_120
    | ~ spl0_457
    | ~ spl0_2575 ),
    inference(resolution,[],[f42168,f943]) ).

fof(f42178,plain,
    ( until2p7(s334)
    | spl0_120
    | ~ spl0_457
    | ~ spl0_2575 ),
    inference(resolution,[],[f42172,f807]) ).

fof(f42179,plain,
    ( xuntil2p8(s334)
    | ~ node4(s334)
    | spl0_120
    | ~ spl0_457
    | ~ spl0_2575 ),
    inference(resolution,[],[f42178,f942]) ).

fof(f42180,plain,
    ( xuntil2p8(s334)
    | spl0_120
    | ~ spl0_457
    | ~ spl0_2575
    | ~ spl0_2587 ),
    inference(forward_subsumption_resolution,[],[f42179,f19266]) ).

fof(f42181,plain,
    ( spl0_2729
    | spl0_120
    | ~ spl0_457
    | ~ spl0_2575
    | ~ spl0_2587 ),
    inference(avatar_split_clause,[],[f42180,f19265,f19015,f2773,f1421,f30659]) ).

fof(f42183,plain,
    ( xuntil2p8(s81)
    | ~ node4(s81)
    | spl0_372
    | ~ spl0_457 ),
    inference(resolution,[],[f25709,f942]) ).

fof(f42190,plain,
    ( xuntil2p8(s169)
    | ~ node4(s169)
    | spl0_284
    | ~ spl0_457 ),
    inference(resolution,[],[f26501,f942]) ).

fof(f42197,plain,
    ( xuntil2p8(s239)
    | ~ node4(s239)
    | spl0_214
    | ~ spl0_457 ),
    inference(resolution,[],[f26874,f942]) ).

fof(f42203,plain,
    ( xuntil2p8(s346)
    | ~ node4(s346)
    | spl0_107
    | ~ spl0_457 ),
    inference(resolution,[],[f25911,f942]) ).

fof(f42204,plain,
    ( xuntil2p8(s346)
    | spl0_107
    | ~ spl0_457
    | ~ spl0_2654 ),
    inference(forward_subsumption_resolution,[],[f42203,f20858]) ).

fof(f42205,plain,
    ( spl0_2991
    | spl0_107
    | ~ spl0_457
    | ~ spl0_2654 ),
    inference(avatar_split_clause,[],[f42204,f20857,f2773,f1369,f33927]) ).

fof(f42209,plain,
    ( xuntil2p8(s439)
    | ~ node4(s439)
    | spl0_14
    | ~ spl0_457 ),
    inference(resolution,[],[f25074,f942]) ).

fof(f42210,plain,
    ( xuntil2p8(s439)
    | spl0_14
    | ~ spl0_457
    | ~ spl0_2695 ),
    inference(forward_subsumption_resolution,[],[f42209,f21939]) ).

fof(f42211,plain,
    ( spl0_2748
    | spl0_14
    | ~ spl0_457
    | ~ spl0_2695 ),
    inference(avatar_split_clause,[],[f42210,f21938,f2773,f997,f31066]) ).

fof(f42213,plain,
    ( xuntil2p8(s340)
    | ~ node4(s340)
    | spl0_113
    | ~ spl0_457 ),
    inference(resolution,[],[f25965,f942]) ).

fof(f42214,plain,
    ( xuntil2p8(s340)
    | spl0_113
    | ~ spl0_457
    | ~ spl0_2593 ),
    inference(forward_subsumption_resolution,[],[f42213,f19465]) ).

fof(f42215,plain,
    ( spl0_2731
    | spl0_113
    | ~ spl0_457
    | ~ spl0_2593 ),
    inference(avatar_split_clause,[],[f42214,f19464,f2773,f1393,f30687]) ).

fof(f42220,plain,
    ( xuntil2p8(s317)
    | ~ node4(s317)
    | spl0_136
    | ~ spl0_457 ),
    inference(resolution,[],[f26172,f942]) ).

fof(f42221,plain,
    ( xuntil2p8(s317)
    | spl0_136
    | ~ spl0_457
    | ~ spl0_2563 ),
    inference(forward_subsumption_resolution,[],[f42220,f18777]) ).

fof(f42222,plain,
    ( spl0_2993
    | spl0_136
    | ~ spl0_457
    | ~ spl0_2563 ),
    inference(avatar_split_clause,[],[f42221,f18776,f2773,f1485,f34011]) ).

fof(f42226,plain,
    ( xuntil2p8(s119)
    | ~ node4(s119)
    | spl0_334
    | ~ spl0_457 ),
    inference(resolution,[],[f26051,f942]) ).

fof(f42233,plain,
    ( xuntil2p8(s360)
    | ~ node4(s360)
    | spl0_93
    | ~ spl0_457 ),
    inference(resolution,[],[f25785,f942]) ).

fof(f42234,plain,
    ( xuntil2p8(s360)
    | spl0_93
    | ~ spl0_457
    | ~ spl0_2625 ),
    inference(forward_subsumption_resolution,[],[f42233,f20088]) ).

fof(f42235,plain,
    ( spl0_2967
    | spl0_93
    | ~ spl0_457
    | ~ spl0_2625 ),
    inference(avatar_split_clause,[],[f42234,f20087,f2773,f1313,f33131]) ).

fof(f42239,plain,
    ( xuntil2p8(s418)
    | ~ node4(s418)
    | spl0_35
    | ~ spl0_457 ),
    inference(resolution,[],[f25263,f942]) ).

fof(f42240,plain,
    ( xuntil2p8(s418)
    | spl0_35
    | ~ spl0_457
    | ~ spl0_2669 ),
    inference(forward_subsumption_resolution,[],[f42239,f21436]) ).

fof(f42241,plain,
    ( ! [X0] :
        ( succ(s418,X0)
        | until2p7(X0) )
    | spl0_35
    | ~ spl0_457
    | ~ spl0_2669 ),
    inference(resolution,[],[f42240,f943]) ).

fof(f42243,plain,
    ( until2p7(s419)
    | spl0_35
    | ~ spl0_457
    | ~ spl0_2669 ),
    inference(resolution,[],[f42241,f892]) ).

fof(f42244,plain,
    ( xuntil2p8(s419)
    | ~ node4(s419)
    | spl0_35
    | ~ spl0_457
    | ~ spl0_2669 ),
    inference(resolution,[],[f42243,f942]) ).

fof(f42245,plain,
    ( xuntil2p8(s419)
    | spl0_35
    | ~ spl0_457
    | ~ spl0_2669
    | ~ spl0_2670 ),
    inference(forward_subsumption_resolution,[],[f42244,f21447]) ).

fof(f42246,plain,
    ( spl0_2741
    | spl0_35
    | ~ spl0_457
    | ~ spl0_2669
    | ~ spl0_2670 ),
    inference(avatar_split_clause,[],[f42245,f21446,f21435,f2773,f1081,f30983]) ).

fof(f42250,plain,
    ( xuntil2p8(s432)
    | ~ node4(s432)
    | spl0_21
    | ~ spl0_457 ),
    inference(resolution,[],[f25137,f942]) ).

fof(f42251,plain,
    ( xuntil2p8(s432)
    | spl0_21
    | ~ spl0_457
    | ~ spl0_2688 ),
    inference(forward_subsumption_resolution,[],[f42250,f21809]) ).

fof(f42252,plain,
    ( spl0_2747
    | spl0_21
    | ~ spl0_457
    | ~ spl0_2688 ),
    inference(avatar_split_clause,[],[f42251,f21808,f2773,f1025,f31054]) ).

fof(f42256,plain,
    ( xuntil2p8(s181)
    | ~ node4(s181)
    | spl0_272
    | ~ spl0_457 ),
    inference(resolution,[],[f26609,f942]) ).

fof(f42263,plain,
    ( xuntil2p8(s224)
    | ~ node4(s224)
    | spl0_229
    | ~ spl0_457 ),
    inference(resolution,[],[f26996,f942]) ).

fof(f42269,plain,
    ( xuntil2p8(s341)
    | ~ node4(s341)
    | spl0_112
    | ~ spl0_457 ),
    inference(resolution,[],[f25956,f942]) ).

fof(f42270,plain,
    ( xuntil2p8(s341)
    | spl0_112
    | ~ spl0_457
    | ~ spl0_2594 ),
    inference(forward_subsumption_resolution,[],[f42269,f19479]) ).

fof(f42271,plain,
    ( spl0_3020
    | spl0_112
    | ~ spl0_457
    | ~ spl0_2594 ),
    inference(avatar_split_clause,[],[f42270,f19478,f2773,f1389,f35661]) ).

fof(f42276,plain,
    ( xuntil2p8(s70)
    | ~ node4(s70)
    | spl0_383
    | ~ spl0_457 ),
    inference(resolution,[],[f25610,f942]) ).

fof(f42283,plain,
    ( xuntil2p8(s142)
    | ~ node4(s142)
    | spl0_311
    | ~ spl0_457 ),
    inference(resolution,[],[f26258,f942]) ).

fof(f42287,plain,
    ( xuntil2p8(s62)
    | ~ node4(s62)
    | spl0_391
    | ~ spl0_457 ),
    inference(resolution,[],[f25538,f942]) ).

fof(f42288,plain,
    ( xuntil2p8(s62)
    | spl0_391
    | ~ spl0_457
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f42287,f14205]) ).

fof(f42290,plain,
    ( ! [X0] :
        ( succ(s62,X0)
        | until2p7(X0) )
    | spl0_391
    | ~ spl0_457
    | ~ spl0_2331 ),
    inference(resolution,[],[f42288,f943]) ).

fof(f42294,plain,
    ( until2p7(s63)
    | spl0_391
    | ~ spl0_457
    | ~ spl0_2331 ),
    inference(resolution,[],[f42290,f536]) ).

fof(f42295,plain,
    ( xuntil2p8(s63)
    | ~ node4(s63)
    | spl0_391
    | ~ spl0_457
    | ~ spl0_2331 ),
    inference(resolution,[],[f42294,f942]) ).

fof(f42302,plain,
    ( xuntil2p8(s209)
    | ~ node4(s209)
    | spl0_244
    | ~ spl0_457 ),
    inference(resolution,[],[f26861,f942]) ).

fof(f42306,plain,
    ( xuntil2p8(s128)
    | ~ node4(s128)
    | spl0_325
    | ~ spl0_457 ),
    inference(resolution,[],[f26132,f942]) ).

fof(f42310,plain,
    ( xuntil2p8(s355)
    | ~ node4(s355)
    | spl0_98
    | ~ spl0_457 ),
    inference(resolution,[],[f25830,f942]) ).

fof(f42311,plain,
    ( xuntil2p8(s355)
    | spl0_98
    | ~ spl0_457
    | ~ spl0_2599 ),
    inference(forward_subsumption_resolution,[],[f42310,f19622]) ).

fof(f42312,plain,
    ( spl0_2726
    | spl0_98
    | ~ spl0_457
    | ~ spl0_2599 ),
    inference(avatar_split_clause,[],[f42311,f19621,f2773,f1333,f30608]) ).

fof(f42314,plain,
    ( xuntil2p8(s193)
    | ~ node4(s193)
    | spl0_260
    | ~ spl0_457 ),
    inference(resolution,[],[f26717,f942]) ).

fof(f42318,plain,
    ( xuntil2p8(s103)
    | ~ node4(s103)
    | spl0_350
    | ~ spl0_457 ),
    inference(resolution,[],[f25907,f942]) ).

fof(f42325,plain,
    ( xuntil2p8(s368)
    | ~ node4(s368)
    | spl0_85
    | ~ spl0_457 ),
    inference(resolution,[],[f25713,f942]) ).

fof(f42326,plain,
    ( xuntil2p8(s368)
    | spl0_85
    | ~ spl0_457
    | ~ spl0_2610 ),
    inference(forward_subsumption_resolution,[],[f42325,f19818]) ).

fof(f42327,plain,
    ( spl0_2962
    | spl0_85
    | ~ spl0_457
    | ~ spl0_2610 ),
    inference(avatar_split_clause,[],[f42326,f19817,f2773,f1281,f33088]) ).

fof(f42329,plain,
    ( xuntil2p8(s174)
    | ~ node4(s174)
    | spl0_279
    | ~ spl0_457 ),
    inference(resolution,[],[f26546,f942]) ).

fof(f42335,plain,
    ( xuntil2p8(s399)
    | ~ node4(s399)
    | spl0_54
    | ~ spl0_457 ),
    inference(resolution,[],[f25434,f942]) ).

fof(f42336,plain,
    ( xuntil2p8(s399)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642 ),
    inference(forward_subsumption_resolution,[],[f42335,f20498]) ).

fof(f42340,plain,
    ( ! [X0] :
        ( succ(s399,X0)
        | until2p7(X0) )
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642 ),
    inference(resolution,[],[f42336,f943]) ).

fof(f42343,plain,
    ( until2p7(s400)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642 ),
    inference(resolution,[],[f42340,f873]) ).

fof(f42344,plain,
    ( xuntil2p8(s400)
    | ~ node4(s400)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642 ),
    inference(resolution,[],[f42343,f942]) ).

fof(f42345,plain,
    ( xuntil2p8(s400)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643 ),
    inference(forward_subsumption_resolution,[],[f42344,f20512]) ).

fof(f42346,plain,
    ( ! [X0] :
        ( succ(s400,X0)
        | until2p7(X0) )
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643 ),
    inference(resolution,[],[f42345,f943]) ).

fof(f42348,plain,
    ( until2p7(s401)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643 ),
    inference(resolution,[],[f42346,f874]) ).

fof(f42349,plain,
    ( xuntil2p8(s401)
    | ~ node4(s401)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643 ),
    inference(resolution,[],[f42348,f942]) ).

fof(f42350,plain,
    ( xuntil2p8(s401)
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644 ),
    inference(forward_subsumption_resolution,[],[f42349,f20532]) ).

fof(f42351,plain,
    ( spl0_2971
    | spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644 ),
    inference(avatar_split_clause,[],[f42350,f20531,f20511,f20497,f2773,f1157,f33206]) ).

fof(f42353,plain,
    ( xuntil2p8(s320)
    | ~ node4(s320)
    | spl0_133
    | ~ spl0_457 ),
    inference(resolution,[],[f26145,f942]) ).

fof(f42354,plain,
    ( xuntil2p8(s320)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565 ),
    inference(forward_subsumption_resolution,[],[f42353,f18811]) ).

fof(f42357,plain,
    ( ! [X0] :
        ( succ(s320,X0)
        | until2p7(X0) )
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565 ),
    inference(resolution,[],[f42354,f943]) ).

fof(f42359,plain,
    ( until2p7(s321)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565 ),
    inference(resolution,[],[f42357,f794]) ).

fof(f42360,plain,
    ( xuntil2p8(s321)
    | ~ node4(s321)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565 ),
    inference(resolution,[],[f42359,f942]) ).

fof(f42361,plain,
    ( xuntil2p8(s321)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(forward_subsumption_resolution,[],[f42360,f18826]) ).

fof(f42362,plain,
    ( ! [X0] :
        ( succ(s321,X0)
        | until2p7(X0) )
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(resolution,[],[f42361,f943]) ).

fof(f42364,plain,
    ( until2p7(s322)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(resolution,[],[f42362,f795]) ).

fof(f42365,plain,
    ( xuntil2p8(s322)
    | ~ node4(s322)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566 ),
    inference(resolution,[],[f42364,f942]) ).

fof(f42366,plain,
    ( xuntil2p8(s322)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(forward_subsumption_resolution,[],[f42365,f18843]) ).

fof(f42367,plain,
    ( ! [X0] :
        ( succ(s322,X0)
        | until2p7(X0) )
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f42366,f943]) ).

fof(f42369,plain,
    ( until2p7(s323)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f42367,f796]) ).

fof(f42370,plain,
    ( xuntil2p8(s323)
    | ~ node4(s323)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567 ),
    inference(resolution,[],[f42369,f942]) ).

fof(f42371,plain,
    ( xuntil2p8(s323)
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(forward_subsumption_resolution,[],[f42370,f18895]) ).

fof(f42372,plain,
    ( spl0_2950
    | spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569 ),
    inference(avatar_split_clause,[],[f42371,f18894,f18842,f18825,f18810,f2773,f1473,f32935]) ).

fof(f42376,plain,
    ( xuntil2p8(s121)
    | ~ node4(s121)
    | spl0_332
    | ~ spl0_457 ),
    inference(resolution,[],[f26069,f942]) ).

fof(f42383,plain,
    ( xuntil2p8(s242)
    | ~ node4(s242)
    | spl0_211
    | ~ spl0_457 ),
    inference(resolution,[],[f26847,f942]) ).

fof(f42384,plain,
    ( xuntil2p8(s242)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500 ),
    inference(forward_subsumption_resolution,[],[f42383,f17498]) ).

fof(f42385,plain,
    ( ! [X0] :
        ( succ(s242,X0)
        | until2p7(X0) )
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500 ),
    inference(resolution,[],[f42384,f943]) ).

fof(f42387,plain,
    ( until2p7(s243)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500 ),
    inference(resolution,[],[f42385,f716]) ).

fof(f42388,plain,
    ( xuntil2p8(s243)
    | ~ node4(s243)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500 ),
    inference(resolution,[],[f42387,f942]) ).

fof(f42389,plain,
    ( xuntil2p8(s243)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501 ),
    inference(forward_subsumption_resolution,[],[f42388,f17521]) ).

fof(f42390,plain,
    ( ! [X0] :
        ( succ(s243,X0)
        | until2p7(X0) )
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501 ),
    inference(resolution,[],[f42389,f943]) ).

fof(f42392,plain,
    ( until2p7(s244)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501 ),
    inference(resolution,[],[f42390,f717]) ).

fof(f42393,plain,
    ( xuntil2p8(s244)
    | ~ node4(s244)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501 ),
    inference(resolution,[],[f42392,f942]) ).

fof(f42397,plain,
    ( xuntil2p8(s401)
    | ~ node4(s401)
    | spl0_52
    | ~ spl0_457 ),
    inference(resolution,[],[f25416,f942]) ).

fof(f42398,plain,
    ( xuntil2p8(s401)
    | spl0_52
    | ~ spl0_457
    | ~ spl0_2644 ),
    inference(forward_subsumption_resolution,[],[f42397,f20532]) ).

fof(f42399,plain,
    ( spl0_2971
    | spl0_52
    | ~ spl0_457
    | ~ spl0_2644 ),
    inference(avatar_split_clause,[],[f42398,f20531,f2773,f1149,f33206]) ).

fof(f42402,plain,
    ( xuntil2p8(s49)
    | ~ node4(s49)
    | spl0_404
    | ~ spl0_457 ),
    inference(resolution,[],[f25421,f942]) ).

fof(f42406,plain,
    ( xuntil2p8(s131)
    | ~ node4(s131)
    | spl0_322
    | ~ spl0_457 ),
    inference(resolution,[],[f26159,f942]) ).

fof(f42407,plain,
    ( xuntil2p8(s131)
    | spl0_322
    | ~ spl0_457
    | ~ spl0_2389 ),
    inference(forward_subsumption_resolution,[],[f42406,f15340]) ).

fof(f42408,plain,
    ( ! [X0] :
        ( succ(s131,X0)
        | until2p7(X0) )
    | spl0_322
    | ~ spl0_457
    | ~ spl0_2389 ),
    inference(resolution,[],[f42407,f943]) ).

fof(f42413,plain,
    ( until2p7(s132)
    | spl0_322
    | ~ spl0_457
    | ~ spl0_2389 ),
    inference(resolution,[],[f42408,f605]) ).

fof(f42414,plain,
    ( xuntil2p8(s132)
    | ~ node4(s132)
    | spl0_322
    | ~ spl0_457
    | ~ spl0_2389 ),
    inference(resolution,[],[f42413,f942]) ).

fof(f42419,plain,
    ( xuntil2p8(s74)
    | ~ node4(s74)
    | spl0_379
    | ~ spl0_457 ),
    inference(resolution,[],[f25646,f942]) ).

fof(f42426,plain,
    ( xuntil2p8(s99)
    | ~ node4(s99)
    | spl0_354
    | ~ spl0_457 ),
    inference(resolution,[],[f25871,f942]) ).

fof(f42430,plain,
    ( xuntil2p8(s384)
    | ~ node4(s384)
    | spl0_69
    | ~ spl0_457 ),
    inference(resolution,[],[f25569,f942]) ).

fof(f42431,plain,
    ( xuntil2p8(s384)
    | spl0_69
    | ~ spl0_457
    | ~ spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f42430,f20306]) ).

fof(f42432,plain,
    ( ! [X0] :
        ( succ(s384,X0)
        | until2p7(X0) )
    | spl0_69
    | ~ spl0_457
    | ~ spl0_2632 ),
    inference(resolution,[],[f42431,f943]) ).

fof(f42437,plain,
    ( until2p7(s385)
    | spl0_69
    | ~ spl0_457
    | ~ spl0_2632 ),
    inference(resolution,[],[f42432,f858]) ).

fof(f42438,plain,
    ( xuntil2p8(s385)
    | ~ node4(s385)
    | spl0_69
    | ~ spl0_457
    | ~ spl0_2632 ),
    inference(resolution,[],[f42437,f942]) ).

fof(f42439,plain,
    ( xuntil2p8(s385)
    | spl0_69
    | ~ spl0_457
    | ~ spl0_2631
    | ~ spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f42438,f20290]) ).

fof(f42440,plain,
    ( spl0_2739
    | spl0_69
    | ~ spl0_457
    | ~ spl0_2631
    | ~ spl0_2632 ),
    inference(avatar_split_clause,[],[f42439,f20305,f20289,f2773,f1217,f30938]) ).

fof(f42444,plain,
    ( xuntil2p8(s205)
    | ~ node4(s205)
    | spl0_248
    | ~ spl0_457 ),
    inference(resolution,[],[f26825,f942]) ).

fof(f42451,plain,
    ( xuntil2p8(s285)
    | ~ node4(s285)
    | spl0_168
    | ~ spl0_457 ),
    inference(resolution,[],[f26460,f942]) ).

fof(f42458,plain,
    ( xuntil2p8(s260)
    | ~ node4(s260)
    | spl0_193
    | ~ spl0_457 ),
    inference(resolution,[],[f26685,f942]) ).

fof(f42465,plain,
    ( xuntil2p8(s312)
    | ~ node4(s312)
    | spl0_141
    | ~ spl0_457 ),
    inference(resolution,[],[f26217,f942]) ).

fof(f42466,plain,
    ( xuntil2p8(s312)
    | spl0_141
    | ~ spl0_457
    | ~ spl0_2581 ),
    inference(forward_subsumption_resolution,[],[f42465,f19111]) ).

fof(f42467,plain,
    ( spl0_2952
    | spl0_141
    | ~ spl0_457
    | ~ spl0_2581 ),
    inference(avatar_split_clause,[],[f42466,f19110,f2773,f1505,f32947]) ).

fof(f42471,plain,
    ( xuntil2p8(s82)
    | ~ node4(s82)
    | spl0_371
    | ~ spl0_457 ),
    inference(resolution,[],[f25718,f942]) ).

fof(f42477,plain,
    ( xuntil2p8(s234)
    | ~ node4(s234)
    | spl0_219
    | ~ spl0_457 ),
    inference(resolution,[],[f26919,f942]) ).

fof(f42478,plain,
    ( xuntil2p8(s234)
    | spl0_219
    | ~ spl0_457
    | ~ spl0_2489 ),
    inference(forward_subsumption_resolution,[],[f42477,f17278]) ).

fof(f42480,plain,
    ( ! [X0] :
        ( succ(s234,X0)
        | until2p7(X0) )
    | spl0_219
    | ~ spl0_457
    | ~ spl0_2489 ),
    inference(resolution,[],[f42478,f943]) ).

fof(f42482,plain,
    ( until2p7(s235)
    | spl0_219
    | ~ spl0_457
    | ~ spl0_2489 ),
    inference(resolution,[],[f42480,f708]) ).

fof(f42483,plain,
    ( xuntil2p8(s235)
    | ~ node4(s235)
    | spl0_219
    | ~ spl0_457
    | ~ spl0_2489 ),
    inference(resolution,[],[f42482,f942]) ).

fof(f42490,plain,
    ( xuntil2p8(s159)
    | ~ node4(s159)
    | spl0_294
    | ~ spl0_457 ),
    inference(resolution,[],[f26411,f942]) ).

fof(f42491,plain,
    ( xuntil2p8(s159)
    | spl0_294
    | ~ spl0_457
    | ~ spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f42490,f15897]) ).

fof(f42492,plain,
    ( ! [X0] :
        ( succ(s159,X0)
        | until2p7(X0) )
    | spl0_294
    | ~ spl0_457
    | ~ spl0_2418 ),
    inference(resolution,[],[f42491,f943]) ).

fof(f42494,plain,
    ( until2p7(s160)
    | spl0_294
    | ~ spl0_457
    | ~ spl0_2418 ),
    inference(resolution,[],[f42492,f633]) ).

fof(f42495,plain,
    ( xuntil2p8(s160)
    | ~ node4(s160)
    | spl0_294
    | ~ spl0_457
    | ~ spl0_2418 ),
    inference(resolution,[],[f42494,f942]) ).

fof(f42499,plain,
    ( xuntil2p8(s227)
    | ~ node4(s227)
    | spl0_226
    | ~ spl0_457 ),
    inference(resolution,[],[f26982,f942]) ).

fof(f42503,plain,
    ( xuntil2p8(s290)
    | ~ node4(s290)
    | spl0_163
    | ~ spl0_457 ),
    inference(resolution,[],[f26415,f942]) ).

fof(f42504,plain,
    ( xuntil2p8(s290)
    | spl0_163
    | ~ spl0_457
    | ~ spl0_2544 ),
    inference(forward_subsumption_resolution,[],[f42503,f18455]) ).

fof(f42505,plain,
    ( spl0_2943
    | spl0_163
    | ~ spl0_457
    | ~ spl0_2544 ),
    inference(avatar_split_clause,[],[f42504,f18454,f2773,f1593,f32853]) ).

fof(f42510,plain,
    ( xuntil2p8(s373)
    | ~ node4(s373)
    | spl0_80
    | ~ spl0_457 ),
    inference(resolution,[],[f25668,f942]) ).

fof(f42511,plain,
    ( xuntil2p8(s373)
    | spl0_80
    | ~ spl0_457
    | ~ spl0_2615 ),
    inference(forward_subsumption_resolution,[],[f42510,f19895]) ).

fof(f42513,plain,
    ( ! [X0] :
        ( succ(s373,X0)
        | until2p7(X0) )
    | spl0_80
    | ~ spl0_457
    | ~ spl0_2615 ),
    inference(resolution,[],[f42511,f943]) ).

fof(f42515,plain,
    ( until2p7(s374)
    | spl0_80
    | ~ spl0_457
    | ~ spl0_2615 ),
    inference(resolution,[],[f42513,f847]) ).

fof(f42516,plain,
    ( xuntil2p8(s374)
    | ~ node4(s374)
    | spl0_80
    | ~ spl0_457
    | ~ spl0_2615 ),
    inference(resolution,[],[f42515,f942]) ).

fof(f42517,plain,
    ( xuntil2p8(s374)
    | spl0_80
    | ~ spl0_457
    | ~ spl0_2615
    | ~ spl0_2623 ),
    inference(forward_subsumption_resolution,[],[f42516,f20047]) ).

fof(f42518,plain,
    ( spl0_2965
    | spl0_80
    | ~ spl0_457
    | ~ spl0_2615
    | ~ spl0_2623 ),
    inference(avatar_split_clause,[],[f42517,f20046,f19894,f2773,f1261,f33119]) ).

fof(f42519,plain,
    ( xuntil2p8(s143)
    | ~ node4(s143)
    | spl0_310
    | ~ spl0_457 ),
    inference(resolution,[],[f26267,f942]) ).

fof(f42520,plain,
    ( xuntil2p8(s143)
    | spl0_310
    | ~ spl0_457
    | ~ spl0_2399 ),
    inference(forward_subsumption_resolution,[],[f42519,f15536]) ).

fof(f42524,plain,
    ( ! [X0] :
        ( succ(s143,X0)
        | until2p7(X0) )
    | spl0_310
    | ~ spl0_457
    | ~ spl0_2399 ),
    inference(resolution,[],[f42520,f943]) ).

fof(f42526,plain,
    ( until2p7(s144)
    | spl0_310
    | ~ spl0_457
    | ~ spl0_2399 ),
    inference(resolution,[],[f42524,f617]) ).

fof(f42527,plain,
    ( xuntil2p8(s144)
    | ~ node4(s144)
    | spl0_310
    | ~ spl0_457
    | ~ spl0_2399 ),
    inference(resolution,[],[f42526,f942]) ).

fof(f42534,plain,
    ( xuntil2p8(s65)
    | ~ node4(s65)
    | spl0_388
    | ~ spl0_457 ),
    inference(resolution,[],[f25565,f942]) ).

fof(f42541,plain,
    ( xuntil2p8(s308)
    | ~ node4(s308)
    | spl0_145
    | ~ spl0_457 ),
    inference(resolution,[],[f26253,f942]) ).

fof(f42542,plain,
    ( xuntil2p8(s308)
    | spl0_145
    | ~ spl0_457
    | ~ spl0_2557 ),
    inference(forward_subsumption_resolution,[],[f42541,f18674]) ).

fof(f42543,plain,
    ( spl0_3043
    | spl0_145
    | ~ spl0_457
    | ~ spl0_2557 ),
    inference(avatar_split_clause,[],[f42542,f18673,f2773,f1521,f36521]) ).

fof(f42547,plain,
    ( xuntil2p8(s424)
    | ~ node4(s424)
    | spl0_29
    | ~ spl0_457 ),
    inference(resolution,[],[f25209,f942]) ).

fof(f42548,plain,
    ( xuntil2p8(s424)
    | spl0_29
    | ~ spl0_457
    | ~ spl0_2682 ),
    inference(forward_subsumption_resolution,[],[f42547,f21719]) ).

fof(f42549,plain,
    ( spl0_2986
    | spl0_29
    | ~ spl0_457
    | ~ spl0_2682 ),
    inference(avatar_split_clause,[],[f42548,f21718,f2773,f1057,f33412]) ).

fof(f42553,plain,
    ( xuntil2p8(s261)
    | ~ node4(s261)
    | spl0_192
    | ~ spl0_457 ),
    inference(resolution,[],[f26676,f942]) ).

fof(f42557,plain,
    ( xuntil2p8(s208)
    | ~ node4(s208)
    | spl0_245
    | ~ spl0_457 ),
    inference(resolution,[],[f26852,f942]) ).

fof(f42565,plain,
    ( xuntil2p8(s153)
    | ~ node4(s153)
    | spl0_300
    | ~ spl0_457 ),
    inference(resolution,[],[f26357,f942]) ).

fof(f42572,plain,
    ( xuntil2p8(s342)
    | ~ node4(s342)
    | spl0_111
    | ~ spl0_457 ),
    inference(resolution,[],[f25947,f942]) ).

fof(f42573,plain,
    ( xuntil2p8(s342)
    | spl0_111
    | ~ spl0_457
    | ~ spl0_2651 ),
    inference(forward_subsumption_resolution,[],[f42572,f20677]) ).

fof(f42574,plain,
    ( spl0_2974
    | spl0_111
    | ~ spl0_457
    | ~ spl0_2651 ),
    inference(avatar_split_clause,[],[f42573,f20676,f2773,f1385,f33225]) ).

fof(f42576,plain,
    ( xuntil2p8(s237)
    | ~ node4(s237)
    | spl0_216
    | ~ spl0_457 ),
    inference(resolution,[],[f26892,f942]) ).

fof(f42581,plain,
    ( xuntil2p8(s196)
    | ~ node4(s196)
    | spl0_257
    | ~ spl0_457 ),
    inference(resolution,[],[f26744,f942]) ).

fof(f42585,plain,
    ( xuntil2p8(s210)
    | ~ node4(s210)
    | spl0_243
    | ~ spl0_457 ),
    inference(resolution,[],[f26870,f942]) ).

fof(f42590,plain,
    ( xuntil2p8(s120)
    | ~ node4(s120)
    | spl0_333
    | ~ spl0_457 ),
    inference(resolution,[],[f26060,f942]) ).

fof(f42596,plain,
    ( xuntil2p8(s411)
    | ~ node4(s411)
    | spl0_42
    | ~ spl0_457 ),
    inference(resolution,[],[f25326,f942]) ).

fof(f42597,plain,
    ( xuntil2p8(s411)
    | spl0_42
    | ~ spl0_457
    | ~ spl0_2664 ),
    inference(forward_subsumption_resolution,[],[f42596,f21341]) ).

fof(f42600,plain,
    ( ! [X0] :
        ( succ(s411,X0)
        | until2p7(X0) )
    | spl0_42
    | ~ spl0_457
    | ~ spl0_2664 ),
    inference(resolution,[],[f42597,f943]) ).

fof(f42602,plain,
    ( until2p7(s412)
    | spl0_42
    | ~ spl0_457
    | ~ spl0_2664 ),
    inference(resolution,[],[f42600,f885]) ).

fof(f42603,plain,
    ( xuntil2p8(s412)
    | ~ node4(s412)
    | spl0_42
    | ~ spl0_457
    | ~ spl0_2664 ),
    inference(resolution,[],[f42602,f942]) ).

fof(f42604,plain,
    ( xuntil2p8(s412)
    | spl0_42
    | ~ spl0_457
    | ~ spl0_2664
    | ~ spl0_2665 ),
    inference(forward_subsumption_resolution,[],[f42603,f21356]) ).

fof(f42605,plain,
    ( spl0_2740
    | spl0_42
    | ~ spl0_457
    | ~ spl0_2664
    | ~ spl0_2665 ),
    inference(avatar_split_clause,[],[f42604,f21355,f21340,f2773,f1109,f30970]) ).

fof(f42606,plain,
    ( xuntil2p8(s382)
    | ~ node4(s382)
    | spl0_71
    | ~ spl0_457 ),
    inference(resolution,[],[f25587,f942]) ).

fof(f42607,plain,
    ( xuntil2p8(s382)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620 ),
    inference(forward_subsumption_resolution,[],[f42606,f19994]) ).

fof(f42609,plain,
    ( ! [X0] :
        ( succ(s382,X0)
        | until2p7(X0) )
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620 ),
    inference(resolution,[],[f42607,f943]) ).

fof(f42613,plain,
    ( until2p7(s383)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620 ),
    inference(resolution,[],[f42609,f856]) ).

fof(f42614,plain,
    ( xuntil2p8(s383)
    | ~ node4(s383)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620 ),
    inference(resolution,[],[f42613,f942]) ).

fof(f42615,plain,
    ( xuntil2p8(s383)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630 ),
    inference(forward_subsumption_resolution,[],[f42614,f20269]) ).

fof(f42616,plain,
    ( ! [X0] :
        ( succ(s383,X0)
        | until2p7(X0) )
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630 ),
    inference(resolution,[],[f42615,f943]) ).

fof(f42618,plain,
    ( until2p7(s384)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630 ),
    inference(resolution,[],[f42616,f857]) ).

fof(f42619,plain,
    ( xuntil2p8(s384)
    | ~ node4(s384)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630 ),
    inference(resolution,[],[f42618,f942]) ).

fof(f42620,plain,
    ( xuntil2p8(s384)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f42619,f20306]) ).

fof(f42621,plain,
    ( ! [X0] :
        ( succ(s384,X0)
        | until2p7(X0) )
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(resolution,[],[f42620,f943]) ).

fof(f42623,plain,
    ( until2p7(s385)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(resolution,[],[f42621,f858]) ).

fof(f42624,plain,
    ( xuntil2p8(s385)
    | ~ node4(s385)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2632 ),
    inference(resolution,[],[f42623,f942]) ).

fof(f42625,plain,
    ( xuntil2p8(s385)
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632 ),
    inference(forward_subsumption_resolution,[],[f42624,f20290]) ).

fof(f42626,plain,
    ( spl0_2739
    | spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632 ),
    inference(avatar_split_clause,[],[f42625,f20305,f20289,f20268,f19993,f2773,f1225,f30938]) ).

fof(f42627,plain,
    ( xuntil2p8(s397)
    | ~ node4(s397)
    | spl0_56
    | ~ spl0_457 ),
    inference(resolution,[],[f25452,f942]) ).

fof(f42628,plain,
    ( xuntil2p8(s397)
    | spl0_56
    | ~ spl0_457
    | ~ spl0_2640 ),
    inference(forward_subsumption_resolution,[],[f42627,f20469]) ).

fof(f42629,plain,
    ( ! [X0] :
        ( succ(s397,X0)
        | until2p7(X0) )
    | spl0_56
    | ~ spl0_457
    | ~ spl0_2640 ),
    inference(resolution,[],[f42628,f943]) ).

fof(f42634,plain,
    ( until2p7(s398)
    | spl0_56
    | ~ spl0_457
    | ~ spl0_2640 ),
    inference(resolution,[],[f42629,f871]) ).

fof(f42635,plain,
    ( xuntil2p8(s398)
    | ~ node4(s398)
    | spl0_56
    | ~ spl0_457
    | ~ spl0_2640 ),
    inference(resolution,[],[f42634,f942]) ).

fof(f42636,plain,
    ( xuntil2p8(s398)
    | spl0_56
    | ~ spl0_457
    | ~ spl0_2640
    | ~ spl0_2641 ),
    inference(forward_subsumption_resolution,[],[f42635,f20484]) ).

fof(f42637,plain,
    ( spl0_2734
    | spl0_56
    | ~ spl0_457
    | ~ spl0_2640
    | ~ spl0_2641 ),
    inference(avatar_split_clause,[],[f42636,f20483,f20468,f2773,f1165,f30815]) ).

fof(f42639,plain,
    ( xuntil2p8(s332)
    | ~ node4(s332)
    | spl0_121
    | ~ spl0_457 ),
    inference(resolution,[],[f26037,f942]) ).

fof(f42640,plain,
    ( xuntil2p8(s332)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574 ),
    inference(forward_subsumption_resolution,[],[f42639,f18995]) ).

fof(f42641,plain,
    ( ! [X0] :
        ( succ(s332,X0)
        | until2p7(X0) )
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574 ),
    inference(resolution,[],[f42640,f943]) ).

fof(f42645,plain,
    ( until2p7(s333)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574 ),
    inference(resolution,[],[f42641,f806]) ).

fof(f42646,plain,
    ( xuntil2p8(s333)
    | ~ node4(s333)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574 ),
    inference(resolution,[],[f42645,f942]) ).

fof(f42647,plain,
    ( xuntil2p8(s333)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575 ),
    inference(forward_subsumption_resolution,[],[f42646,f19016]) ).

fof(f42648,plain,
    ( ! [X0] :
        ( succ(s333,X0)
        | until2p7(X0) )
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575 ),
    inference(resolution,[],[f42647,f943]) ).

fof(f42650,plain,
    ( until2p7(s334)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575 ),
    inference(resolution,[],[f42648,f807]) ).

fof(f42651,plain,
    ( xuntil2p8(s334)
    | ~ node4(s334)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575 ),
    inference(resolution,[],[f42650,f942]) ).

fof(f42652,plain,
    ( xuntil2p8(s334)
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2587 ),
    inference(forward_subsumption_resolution,[],[f42651,f19266]) ).

fof(f42653,plain,
    ( spl0_2729
    | spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2587 ),
    inference(avatar_split_clause,[],[f42652,f19265,f19015,f18994,f2773,f1425,f30659]) ).

fof(f42657,plain,
    ( xuntil2p8(s313)
    | ~ node4(s313)
    | spl0_140
    | ~ spl0_457 ),
    inference(resolution,[],[f26208,f942]) ).

fof(f42658,plain,
    ( xuntil2p8(s313)
    | spl0_140
    | ~ spl0_457
    | ~ spl0_2580 ),
    inference(forward_subsumption_resolution,[],[f42657,f19083]) ).

fof(f42659,plain,
    ( spl0_2951
    | spl0_140
    | ~ spl0_457
    | ~ spl0_2580 ),
    inference(avatar_split_clause,[],[f42658,f19082,f2773,f1501,f32941]) ).

fof(f42663,plain,
    ( xuntil2p8(s366)
    | ~ node4(s366)
    | spl0_87
    | ~ spl0_457 ),
    inference(resolution,[],[f25731,f942]) ).

fof(f42664,plain,
    ( xuntil2p8(s366)
    | spl0_87
    | ~ spl0_457
    | ~ spl0_2608 ),
    inference(forward_subsumption_resolution,[],[f42663,f19781]) ).

fof(f42665,plain,
    ( ! [X0] :
        ( succ(s366,X0)
        | until2p7(X0) )
    | spl0_87
    | ~ spl0_457
    | ~ spl0_2608 ),
    inference(resolution,[],[f42664,f943]) ).

fof(f42667,plain,
    ( until2p7(s367)
    | spl0_87
    | ~ spl0_457
    | ~ spl0_2608 ),
    inference(resolution,[],[f42665,f840]) ).

fof(f42668,plain,
    ( xuntil2p8(s367)
    | ~ node4(s367)
    | spl0_87
    | ~ spl0_457
    | ~ spl0_2608 ),
    inference(resolution,[],[f42667,f942]) ).

fof(f42669,plain,
    ( xuntil2p8(s367)
    | spl0_87
    | ~ spl0_457
    | ~ spl0_2608
    | ~ spl0_2609 ),
    inference(forward_subsumption_resolution,[],[f42668,f19802]) ).

fof(f42670,plain,
    ( spl0_3049
    | spl0_87
    | ~ spl0_457
    | ~ spl0_2608
    | ~ spl0_2609 ),
    inference(avatar_split_clause,[],[f42669,f19801,f19780,f2773,f1289,f36905]) ).

fof(f42674,plain,
    ( xuntil2p8(s376)
    | ~ node4(s376)
    | spl0_77
    | ~ spl0_457 ),
    inference(resolution,[],[f25641,f942]) ).

fof(f42675,plain,
    ( xuntil2p8(s376)
    | spl0_77
    | ~ spl0_457
    | ~ spl0_2616 ),
    inference(forward_subsumption_resolution,[],[f42674,f19922]) ).

fof(f42676,plain,
    ( spl0_2995
    | spl0_77
    | ~ spl0_457
    | ~ spl0_2616 ),
    inference(avatar_split_clause,[],[f42675,f19921,f2773,f1249,f34085]) ).

fof(f42680,plain,
    ( xuntil2p8(s335)
    | ~ node4(s335)
    | spl0_118
    | ~ spl0_457 ),
    inference(resolution,[],[f26010,f942]) ).

fof(f42681,plain,
    ( xuntil2p8(s335)
    | spl0_118
    | ~ spl0_457
    | ~ spl0_2589 ),
    inference(forward_subsumption_resolution,[],[f42680,f19383]) ).

fof(f42682,plain,
    ( spl0_2956
    | spl0_118
    | ~ spl0_457
    | ~ spl0_2589 ),
    inference(avatar_split_clause,[],[f42681,f19382,f2773,f1413,f33019]) ).

fof(f42686,plain,
    ( xuntil2p8(s318)
    | ~ node4(s318)
    | spl0_135
    | ~ spl0_457 ),
    inference(resolution,[],[f26163,f942]) ).

fof(f42687,plain,
    ( xuntil2p8(s318)
    | spl0_135
    | ~ spl0_457
    | ~ spl0_2568 ),
    inference(forward_subsumption_resolution,[],[f42686,f18854]) ).

fof(f42688,plain,
    ( spl0_2946
    | spl0_135
    | ~ spl0_457
    | ~ spl0_2568 ),
    inference(avatar_split_clause,[],[f42687,f18853,f2773,f1481,f32899]) ).

fof(f42692,plain,
    ( xuntil2p8(s348)
    | ~ node4(s348)
    | spl0_105
    | ~ spl0_457 ),
    inference(resolution,[],[f25893,f942]) ).

fof(f42693,plain,
    ( xuntil2p8(s348)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597 ),
    inference(forward_subsumption_resolution,[],[f42692,f19562]) ).

fof(f42694,plain,
    ( ! [X0] :
        ( succ(s348,X0)
        | until2p7(X0) )
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597 ),
    inference(resolution,[],[f42693,f943]) ).

fof(f42696,plain,
    ( until2p7(s349)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597 ),
    inference(resolution,[],[f42694,f822]) ).

fof(f42697,plain,
    ( xuntil2p8(s349)
    | ~ node4(s349)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597 ),
    inference(resolution,[],[f42696,f942]) ).

fof(f42698,plain,
    ( xuntil2p8(s349)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648 ),
    inference(forward_subsumption_resolution,[],[f42697,f20604]) ).

fof(f42699,plain,
    ( ! [X0] :
        ( succ(s349,X0)
        | until2p7(X0) )
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648 ),
    inference(resolution,[],[f42698,f943]) ).

fof(f42701,plain,
    ( until2p7(s350)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648 ),
    inference(resolution,[],[f42699,f823]) ).

fof(f42702,plain,
    ( xuntil2p8(s350)
    | ~ node4(s350)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648 ),
    inference(resolution,[],[f42701,f942]) ).

fof(f42703,plain,
    ( xuntil2p8(s350)
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2658 ),
    inference(forward_subsumption_resolution,[],[f42702,f21119]) ).

fof(f42704,plain,
    ( spl0_2730
    | spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2658 ),
    inference(avatar_split_clause,[],[f42703,f21118,f20603,f19561,f2773,f1361,f30680]) ).

fof(f42708,plain,
    ( xuntil2p8(s316)
    | ~ node4(s316)
    | spl0_137
    | ~ spl0_457 ),
    inference(resolution,[],[f26181,f942]) ).

fof(f42709,plain,
    ( xuntil2p8(s316)
    | spl0_137
    | ~ spl0_457
    | ~ spl0_2562 ),
    inference(forward_subsumption_resolution,[],[f42708,f18764]) ).

fof(f42710,plain,
    ( spl0_3001
    | spl0_137
    | ~ spl0_457
    | ~ spl0_2562 ),
    inference(avatar_split_clause,[],[f42709,f18763,f2773,f1489,f34400]) ).

fof(f42711,plain,
    ( xuntil2p8(s123)
    | ~ node4(s123)
    | spl0_330
    | ~ spl0_457 ),
    inference(resolution,[],[f26087,f942]) ).

fof(f42719,plain,
    ( xuntil2p8(s46)
    | ~ node4(s46)
    | spl0_407
    | ~ spl0_457 ),
    inference(resolution,[],[f25394,f942]) ).

fof(f42724,plain,
    ( xuntil2p8(s45)
    | ~ node4(s45)
    | spl0_408
    | ~ spl0_457 ),
    inference(resolution,[],[f25385,f942]) ).

fof(f42728,plain,
    ( xuntil2p8(s44)
    | ~ node4(s44)
    | spl0_409
    | ~ spl0_457 ),
    inference(resolution,[],[f25376,f942]) ).

fof(f42734,plain,
    ( xuntil2p8(s43)
    | ~ node4(s43)
    | spl0_410
    | ~ spl0_457 ),
    inference(resolution,[],[f25367,f942]) ).

fof(f42738,plain,
    ( xuntil2p8(s42)
    | ~ node4(s42)
    | spl0_411
    | ~ spl0_457 ),
    inference(resolution,[],[f25358,f942]) ).

fof(f42746,plain,
    ( xuntil2p8(s41)
    | ~ node4(s41)
    | spl0_412
    | ~ spl0_457 ),
    inference(resolution,[],[f25349,f942]) ).

fof(f42753,plain,
    ( xuntil2p8(s40)
    | ~ node4(s40)
    | spl0_413
    | ~ spl0_457 ),
    inference(resolution,[],[f25340,f942]) ).

fof(f42758,plain,
    ( xuntil2p8(s39)
    | ~ node4(s39)
    | spl0_414
    | ~ spl0_457 ),
    inference(resolution,[],[f25331,f942]) ).

fof(f42762,plain,
    ( xuntil2p8(s38)
    | ~ node4(s38)
    | spl0_415
    | ~ spl0_457 ),
    inference(resolution,[],[f25322,f942]) ).

fof(f42770,plain,
    ( xuntil2p8(s37)
    | ~ node4(s37)
    | spl0_416
    | ~ spl0_457 ),
    inference(resolution,[],[f25313,f942]) ).

fof(f42777,plain,
    ( xuntil2p8(s36)
    | ~ node4(s36)
    | spl0_417
    | ~ spl0_457 ),
    inference(resolution,[],[f25304,f942]) ).

fof(f42784,plain,
    ( xuntil2p8(s35)
    | ~ node4(s35)
    | spl0_418
    | ~ spl0_457 ),
    inference(resolution,[],[f25295,f942]) ).

fof(f42788,plain,
    ( xuntil2p8(s34)
    | ~ node4(s34)
    | spl0_419
    | ~ spl0_457 ),
    inference(resolution,[],[f25286,f942]) ).

fof(f42794,plain,
    ( xuntil2p8(s33)
    | ~ node4(s33)
    | spl0_420
    | ~ spl0_457 ),
    inference(resolution,[],[f25277,f942]) ).

fof(f42798,plain,
    ( xuntil2p8(s32)
    | ~ node4(s32)
    | spl0_421
    | ~ spl0_457 ),
    inference(resolution,[],[f25268,f942]) ).

fof(f42802,plain,
    ( xuntil2p8(s31)
    | ~ node4(s31)
    | spl0_422
    | ~ spl0_457 ),
    inference(resolution,[],[f25259,f942]) ).

fof(f42806,plain,
    ( xuntil2p8(s30)
    | ~ node4(s30)
    | spl0_423
    | ~ spl0_457 ),
    inference(resolution,[],[f25250,f942]) ).

fof(f43233,plain,
    ( xuntil2p8(s30)
    | spl0_423
    | ~ spl0_457
    | ~ spl0_2301 ),
    inference(forward_subsumption_resolution,[],[f42806,f13609]) ).

fof(f43234,plain,
    ( m_main_v_request(s449)
    | spl0_423
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25252,f7304]) ).

fof(f43235,plain,
    ( spl0_2782
    | spl0_423
    | ~ spl0_457
    | ~ spl0_2301 ),
    inference(avatar_split_clause,[],[f43233,f13608,f2773,f2633,f31325]) ).

fof(f43236,plain,
    ( spl0_1359
    | spl0_423
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43234,f7303,f2633,f7307]) ).

fof(f43237,plain,
    ( m_main_v_request(s449)
    | spl0_252
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26791,f7304]) ).

fof(f43239,plain,
    ( spl0_1359
    | spl0_252
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43237,f7303,f1949,f7307]) ).

fof(f43240,plain,
    ( m_main_v_request(s449)
    | spl0_180
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26570,f7304]) ).

fof(f43243,plain,
    ( spl0_1359
    | spl0_180
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43240,f7303,f1661,f7307]) ).

fof(f43244,plain,
    ( m_main_v_request(s449)
    | spl0_410
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25369,f7304]) ).

fof(f43245,plain,
    ( xuntil2p8(s43)
    | spl0_410
    | ~ spl0_457
    | ~ spl0_2288 ),
    inference(forward_subsumption_resolution,[],[f42734,f13466]) ).

fof(f43246,plain,
    ( spl0_1359
    | spl0_410
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43244,f7303,f2581,f7307]) ).

fof(f43247,plain,
    ( spl0_2769
    | spl0_410
    | ~ spl0_457
    | ~ spl0_2288 ),
    inference(avatar_split_clause,[],[f43245,f13465,f2773,f2581,f31247]) ).

fof(f43248,plain,
    ( m_main_v_request(s449)
    | spl0_284
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26503,f7304]) ).

fof(f43250,plain,
    ( xuntil2p8(s169)
    | spl0_284
    | ~ spl0_457
    | ~ spl0_2424 ),
    inference(forward_subsumption_resolution,[],[f42190,f16040]) ).

fof(f43251,plain,
    ( spl0_1359
    | spl0_284
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43248,f7303,f2077,f7307]) ).

fof(f43252,plain,
    ( spl0_2871
    | spl0_284
    | ~ spl0_457
    | ~ spl0_2424 ),
    inference(avatar_split_clause,[],[f43250,f16039,f2773,f2077,f32161]) ).

fof(f43253,plain,
    ( m_main_v_request(s449)
    | spl0_106
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25904,f7304]) ).

fof(f43259,plain,
    ( spl0_1359
    | spl0_106
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43253,f7303,f1365,f7307]) ).

fof(f43260,plain,
    ( m_main_v_request(s449)
    | spl0_408
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25387,f7304]) ).

fof(f43261,plain,
    ( xuntil2p8(s45)
    | spl0_408
    | ~ spl0_457
    | ~ spl0_2286 ),
    inference(forward_subsumption_resolution,[],[f42724,f13442]) ).

fof(f43262,plain,
    ( spl0_1359
    | spl0_408
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43260,f7303,f2573,f7307]) ).

fof(f43263,plain,
    ( spl0_2767
    | spl0_408
    | ~ spl0_457
    | ~ spl0_2286 ),
    inference(avatar_split_clause,[],[f43261,f13441,f2773,f2573,f31234]) ).

fof(f43264,plain,
    ( m_main_v_request(s449)
    | spl0_217
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26903,f7304]) ).

fof(f43267,plain,
    ( spl0_1359
    | spl0_217
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43264,f7303,f1809,f7307]) ).

fof(f43268,plain,
    ( m_main_v_request(s449)
    | spl0_312
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26251,f7304]) ).

fof(f43270,plain,
    ( spl0_1359
    | spl0_312
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43268,f7303,f2189,f7307]) ).

fof(f43271,plain,
    ( m_main_v_request(s449)
    | spl0_380
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25639,f7304]) ).

fof(f43273,plain,
    ( xuntil2p8(s73)
    | spl0_380
    | ~ spl0_457
    | ~ spl0_2320 ),
    inference(forward_subsumption_resolution,[],[f41554,f14084]) ).

fof(f43274,plain,
    ( spl0_1359
    | spl0_380
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43271,f7303,f2461,f7307]) ).

fof(f43275,plain,
    ( spl0_2798
    | spl0_380
    | ~ spl0_457
    | ~ spl0_2320 ),
    inference(avatar_split_clause,[],[f43273,f14083,f2773,f2461,f31505]) ).

fof(f43276,plain,
    ( m_main_v_request(s449)
    | spl0_178
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26552,f7304]) ).

fof(f43279,plain,
    ( spl0_1359
    | spl0_178
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43276,f7303,f1653,f7307]) ).

fof(f43280,plain,
    ( m_main_v_request(s449)
    | spl0_306
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26305,f7304]) ).

fof(f43283,plain,
    ( spl0_1359
    | spl0_306
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43280,f7303,f2165,f7307]) ).

fof(f43284,plain,
    ( m_main_v_request(s449)
    | spl0_42
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25328,f7304]) ).

fof(f43288,plain,
    ( spl0_1359
    | spl0_42
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43284,f7303,f1109,f7307]) ).

fof(f43289,plain,
    ( m_main_v_request(s449)
    | spl0_349
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25918,f7304]) ).

fof(f43290,plain,
    ( xuntil2p8(s104)
    | spl0_349
    | ~ spl0_457
    | ~ spl0_2360 ),
    inference(forward_subsumption_resolution,[],[f41683,f14798]) ).

fof(f43291,plain,
    ( spl0_1359
    | spl0_349
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43289,f7303,f2337,f7307]) ).

fof(f43292,plain,
    ( spl0_3000
    | spl0_349
    | ~ spl0_457
    | ~ spl0_2360 ),
    inference(avatar_split_clause,[],[f43290,f14797,f2773,f2337,f34181]) ).

fof(f43293,plain,
    ( m_main_v_request(s449)
    | spl0_219
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26921,f7304]) ).

fof(f43296,plain,
    ( xuntil2p8(s235)
    | spl0_219
    | ~ spl0_457
    | ~ spl0_2488
    | ~ spl0_2489 ),
    inference(forward_subsumption_resolution,[],[f42483,f17267]) ).

fof(f43297,plain,
    ( spl0_1359
    | spl0_219
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43293,f7303,f1817,f7307]) ).

fof(f43298,plain,
    ( spl0_2918
    | spl0_219
    | ~ spl0_457
    | ~ spl0_2488
    | ~ spl0_2489 ),
    inference(avatar_split_clause,[],[f43296,f17277,f17266,f2773,f1817,f32586]) ).

fof(f43299,plain,
    ( m_main_v_request(s449)
    | spl0_131
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26129,f7304]) ).

fof(f43303,plain,
    ( spl0_1359
    | spl0_131
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43299,f7303,f1465,f7307]) ).

fof(f43304,plain,
    ( m_main_v_request(s449)
    | spl0_89
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25751,f7304]) ).

fof(f43306,plain,
    ( spl0_1359
    | spl0_89
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43304,f7303,f1297,f7307]) ).

fof(f43307,plain,
    ( m_main_v_request(s449)
    | spl0_174
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26516,f7304]) ).

fof(f43311,plain,
    ( spl0_1359
    | spl0_174
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43307,f7303,f1637,f7307]) ).

fof(f43312,plain,
    ( m_main_v_request(s449)
    | spl0_411
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25360,f7304]) ).

fof(f43313,plain,
    ( xuntil2p8(s42)
    | spl0_411
    | ~ spl0_457
    | ~ spl0_2289 ),
    inference(forward_subsumption_resolution,[],[f42738,f13477]) ).

fof(f43314,plain,
    ( spl0_1359
    | spl0_411
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43312,f7303,f2585,f7307]) ).

fof(f43315,plain,
    ( spl0_2770
    | spl0_411
    | ~ spl0_457
    | ~ spl0_2289 ),
    inference(avatar_split_clause,[],[f43313,f13476,f2773,f2585,f31253]) ).

fof(f43316,plain,
    ( m_main_v_request(s449)
    | spl0_11
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25049,f7304]) ).

fof(f43319,plain,
    ( spl0_1359
    | spl0_11
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43316,f7303,f985,f7307]) ).

fof(f43320,plain,
    ( m_main_v_request(s449)
    | spl0_88
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25742,f7304]) ).

fof(f43325,plain,
    ( spl0_1359
    | spl0_88
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43320,f7303,f1293,f7307]) ).

fof(f43326,plain,
    ( m_main_v_request(s449)
    | spl0_365
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25774,f7304]) ).

fof(f43327,plain,
    ( xuntil2p8(s88)
    | spl0_365
    | ~ spl0_457
    | ~ spl0_2336 ),
    inference(forward_subsumption_resolution,[],[f42163,f14397]) ).

fof(f43328,plain,
    ( spl0_1359
    | spl0_365
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43326,f7303,f2401,f7307]) ).

fof(f43329,plain,
    ( spl0_2812
    | spl0_365
    | ~ spl0_457
    | ~ spl0_2336 ),
    inference(avatar_split_clause,[],[f43327,f14396,f2773,f2401,f31629]) ).

fof(f43330,plain,
    ( m_main_v_request(s449)
    | spl0_128
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26102,f7304]) ).

fof(f43333,plain,
    ( spl0_1359
    | spl0_128
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43330,f7303,f1453,f7307]) ).

fof(f43334,plain,
    ( m_main_v_request(s449)
    | spl0_175
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26525,f7304]) ).

fof(f43339,plain,
    ( spl0_1359
    | spl0_175
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43334,f7303,f1641,f7307]) ).

fof(f43340,plain,
    ( m_main_v_request(s449)
    | spl0_39
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25301,f7304]) ).

fof(f43343,plain,
    ( spl0_1359
    | spl0_39
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43340,f7303,f1097,f7307]) ).

fof(f43344,plain,
    ( m_main_v_request(s449)
    | spl0_56
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25454,f7304]) ).

fof(f43348,plain,
    ( spl0_1359
    | spl0_56
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43344,f7303,f1165,f7307]) ).

fof(f43349,plain,
    ( m_main_v_request(s449)
    | spl0_139
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26201,f7304]) ).

fof(f43351,plain,
    ( spl0_1359
    | spl0_139
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43349,f7303,f1497,f7307]) ).

fof(f43352,plain,
    ( m_main_v_request(s449)
    | spl0_183
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26597,f7304]) ).

fof(f43356,plain,
    ( spl0_1359
    | spl0_183
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43352,f7303,f1673,f7307]) ).

fof(f43357,plain,
    ( m_main_v_request(s449)
    | spl0_86
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25724,f7304]) ).

fof(f43359,plain,
    ( spl0_1359
    | spl0_86
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43357,f7303,f1285,f7307]) ).

fof(f43360,plain,
    ( m_main_v_request(s449)
    | spl0_331
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26080,f7304]) ).

fof(f43362,plain,
    ( spl0_1359
    | spl0_331
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43360,f7303,f2265,f7307]) ).

fof(f43363,plain,
    ( m_main_v_request(s449)
    | spl0_36
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25274,f7304]) ).

fof(f43368,plain,
    ( spl0_1359
    | spl0_36
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43363,f7303,f1085,f7307]) ).

fof(f43369,plain,
    ( m_main_v_request(s449)
    | spl0_204
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26786,f7304]) ).

fof(f43371,plain,
    ( spl0_1359
    | spl0_204
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43369,f7303,f1757,f7307]) ).

fof(f43372,plain,
    ( m_main_v_request(s449)
    | spl0_170
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26480,f7304]) ).

fof(f43375,plain,
    ( spl0_1359
    | spl0_170
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43372,f7303,f1621,f7307]) ).

fof(f43376,plain,
    ( m_main_v_request(s449)
    | spl0_119
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26021,f7304]) ).

fof(f43379,plain,
    ( spl0_1359
    | spl0_119
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43376,f7303,f1417,f7307]) ).

fof(f43380,plain,
    ( m_main_v_request(s449)
    | spl0_355
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25864,f7304]) ).

fof(f43382,plain,
    ( spl0_1359
    | spl0_355
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43380,f7303,f2361,f7307]) ).

fof(f43383,plain,
    ( m_main_v_request(s449)
    | spl0_398
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25477,f7304]) ).

fof(f43385,plain,
    ( xuntil2p8(s55)
    | spl0_398
    | ~ spl0_457
    | ~ spl0_2308 ),
    inference(forward_subsumption_resolution,[],[f41449,f13821]) ).

fof(f43386,plain,
    ( spl0_1359
    | spl0_398
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43383,f7303,f2533,f7307]) ).

fof(f43387,plain,
    ( spl0_2788
    | spl0_398
    | ~ spl0_457
    | ~ spl0_2308 ),
    inference(avatar_split_clause,[],[f43385,f13820,f2773,f2533,f31406]) ).

fof(f43388,plain,
    ( m_main_v_request(s449)
    | spl0_117
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26003,f7304]) ).

fof(f43391,plain,
    ( spl0_1359
    | spl0_117
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43388,f7303,f1409,f7307]) ).

fof(f43392,plain,
    ( m_main_v_request(s449)
    | spl0_50
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25400,f7304]) ).

fof(f43395,plain,
    ( spl0_1359
    | spl0_50
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43392,f7303,f1141,f7307]) ).

fof(f43396,plain,
    ( m_main_v_request(s449)
    | spl0_413
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25342,f7304]) ).

fof(f43398,plain,
    ( xuntil2p8(s40)
    | spl0_413
    | ~ spl0_457
    | ~ spl0_2291 ),
    inference(forward_subsumption_resolution,[],[f42753,f13499]) ).

fof(f43399,plain,
    ( spl0_1359
    | spl0_413
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43396,f7303,f2593,f7307]) ).

fof(f43400,plain,
    ( spl0_2772
    | spl0_413
    | ~ spl0_457
    | ~ spl0_2291 ),
    inference(avatar_split_clause,[],[f43398,f13498,f2773,f2593,f31265]) ).

fof(f43401,plain,
    ( m_main_v_request(s449)
    | spl0_421
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25270,f7304]) ).

fof(f43402,plain,
    ( xuntil2p8(s32)
    | spl0_421
    | ~ spl0_457
    | ~ spl0_2299 ),
    inference(forward_subsumption_resolution,[],[f42798,f13587]) ).

fof(f43403,plain,
    ( spl0_1359
    | spl0_421
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43401,f7303,f2625,f7307]) ).

fof(f43404,plain,
    ( spl0_2780
    | spl0_421
    | ~ spl0_457
    | ~ spl0_2299 ),
    inference(avatar_split_clause,[],[f43402,f13586,f2773,f2625,f31313]) ).

fof(f43405,plain,
    ( m_main_v_request(s449)
    | spl0_198
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26732,f7304]) ).

fof(f43408,plain,
    ( spl0_1359
    | spl0_198
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43405,f7303,f1733,f7307]) ).

fof(f43409,plain,
    ( m_main_v_request(s449)
    | spl0_286
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26485,f7304]) ).

fof(f43410,plain,
    ( xuntil2p8(s167)
    | spl0_286
    | ~ spl0_457
    | ~ spl0_2426 ),
    inference(forward_subsumption_resolution,[],[f41992,f16062]) ).

fof(f43411,plain,
    ( spl0_1359
    | spl0_286
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43409,f7303,f2085,f7307]) ).

fof(f43412,plain,
    ( spl0_2873
    | spl0_286
    | ~ spl0_457
    | ~ spl0_2426 ),
    inference(avatar_split_clause,[],[f43410,f16061,f2773,f2085,f32173]) ).

fof(f43413,plain,
    ( m_main_v_request(s449)
    | spl0_177
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26543,f7304]) ).

fof(f43416,plain,
    ( spl0_1359
    | spl0_177
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43413,f7303,f1649,f7307]) ).

fof(f43417,plain,
    ( m_main_v_request(s449)
    | spl0_138
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26192,f7304]) ).

fof(f43420,plain,
    ( spl0_1359
    | spl0_138
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43417,f7303,f1493,f7307]) ).

fof(f43421,plain,
    ( m_main_v_request(s449)
    | spl0_127
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26093,f7304]) ).

fof(f43423,plain,
    ( spl0_1359
    | spl0_127
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43421,f7303,f1449,f7307]) ).

fof(f43424,plain,
    ( m_main_v_request(s449)
    | spl0_395
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25504,f7304]) ).

fof(f43425,plain,
    ( xuntil2p8(s58)
    | spl0_395
    | ~ spl0_457
    | ~ spl0_2305 ),
    inference(forward_subsumption_resolution,[],[f41647,f13788]) ).

fof(f43426,plain,
    ( spl0_1359
    | spl0_395
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43424,f7303,f2521,f7307]) ).

fof(f43427,plain,
    ( spl0_2785
    | spl0_395
    | ~ spl0_457
    | ~ spl0_2305 ),
    inference(avatar_split_clause,[],[f43425,f13787,f2773,f2521,f31388]) ).

fof(f43428,plain,
    ( m_main_v_request(s449)
    | spl0_253
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26782,f7304]) ).

fof(f43431,plain,
    ( spl0_1359
    | spl0_253
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43428,f7303,f1953,f7307]) ).

fof(f43432,plain,
    ( m_main_v_request(s449)
    | spl0_143
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26237,f7304]) ).

fof(f43434,plain,
    ( spl0_1359
    | spl0_143
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43432,f7303,f1513,f7307]) ).

fof(f43435,plain,
    ( m_main_v_request(s449)
    | spl0_23
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25157,f7304]) ).

fof(f43438,plain,
    ( spl0_1359
    | spl0_23
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43435,f7303,f1033,f7307]) ).

fof(f43439,plain,
    ( m_main_v_request(s449)
    | spl0_186
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26624,f7304]) ).

fof(f43444,plain,
    ( spl0_1359
    | spl0_186
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43439,f7303,f1685,f7307]) ).

fof(f43445,plain,
    ( m_main_v_request(s449)
    | spl0_197
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26723,f7304]) ).

fof(f43448,plain,
    ( spl0_1359
    | spl0_197
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43445,f7303,f1729,f7307]) ).

fof(f43449,plain,
    ( m_main_v_request(s449)
    | spl0_390
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25549,f7304]) ).

fof(f43451,plain,
    ( xuntil2p8(s63)
    | spl0_390
    | ~ spl0_457
    | ~ spl0_2330 ),
    inference(forward_subsumption_resolution,[],[f41216,f14194]) ).

fof(f43452,plain,
    ( spl0_1359
    | spl0_390
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43449,f7303,f2501,f7307]) ).

fof(f43453,plain,
    ( spl0_2808
    | spl0_390
    | ~ spl0_457
    | ~ spl0_2330 ),
    inference(avatar_split_clause,[],[f43451,f14193,f2773,f2501,f31565]) ).

fof(f43454,plain,
    ( m_main_v_request(s449)
    | spl0_6
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f22647,f7304]) ).

fof(f43459,plain,
    ( spl0_1359
    | spl0_6
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43454,f7303,f965,f7307]) ).

fof(f43460,plain,
    ( m_main_v_request(s449)
    | spl0_422
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25261,f7304]) ).

fof(f43461,plain,
    ( xuntil2p8(s31)
    | spl0_422
    | ~ spl0_457
    | ~ spl0_2300 ),
    inference(forward_subsumption_resolution,[],[f42802,f13598]) ).

fof(f43462,plain,
    ( spl0_1359
    | spl0_422
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43460,f7303,f2629,f7307]) ).

fof(f43463,plain,
    ( spl0_2781
    | spl0_422
    | ~ spl0_457
    | ~ spl0_2300 ),
    inference(avatar_split_clause,[],[f43461,f13597,f2773,f2629,f31319]) ).

fof(f43464,plain,
    ( m_main_v_request(s449)
    | spl0_291
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26440,f7304]) ).

fof(f43466,plain,
    ( spl0_1359
    | spl0_291
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43464,f7303,f2105,f7307]) ).

fof(f43467,plain,
    ( m_main_v_request(s449)
    | spl0_98
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25832,f7304]) ).

fof(f43469,plain,
    ( spl0_1359
    | spl0_98
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43467,f7303,f1333,f7307]) ).

fof(f43470,plain,
    ( m_main_v_request(s449)
    | spl0_372
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25711,f7304]) ).

fof(f43471,plain,
    ( xuntil2p8(s81)
    | spl0_372
    | ~ spl0_457
    | ~ spl0_2343 ),
    inference(forward_subsumption_resolution,[],[f42183,f14474]) ).

fof(f43472,plain,
    ( spl0_1359
    | spl0_372
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43470,f7303,f2429,f7307]) ).

fof(f43473,plain,
    ( spl0_2819
    | spl0_372
    | ~ spl0_457
    | ~ spl0_2343 ),
    inference(avatar_split_clause,[],[f43471,f14473,f2773,f2429,f31671]) ).

fof(f43474,plain,
    ( m_main_v_request(s449)
    | spl0_293
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26422,f7304]) ).

fof(f43476,plain,
    ( xuntil2p8(s160)
    | spl0_293
    | ~ spl0_457
    | ~ spl0_2417 ),
    inference(forward_subsumption_resolution,[],[f41495,f15886]) ).

fof(f43477,plain,
    ( spl0_1359
    | spl0_293
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43474,f7303,f2113,f7307]) ).

fof(f43478,plain,
    ( spl0_2866
    | spl0_293
    | ~ spl0_457
    | ~ spl0_2417 ),
    inference(avatar_split_clause,[],[f43476,f15885,f2773,f2113,f32116]) ).

fof(f43479,plain,
    ( m_main_v_request(s449)
    | spl0_282
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26521,f7304]) ).

fof(f43481,plain,
    ( spl0_1359
    | spl0_282
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43479,f7303,f2069,f7307]) ).

fof(f43482,plain,
    ( m_main_v_request(s449)
    | spl0_289
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26458,f7304]) ).

fof(f43486,plain,
    ( spl0_1359
    | spl0_289
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43482,f7303,f2097,f7307]) ).

fof(f43487,plain,
    ( m_main_v_request(s449)
    | spl0_189
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26651,f7304]) ).

fof(f43489,plain,
    ( spl0_1359
    | spl0_189
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43487,f7303,f1697,f7307]) ).

fof(f43490,plain,
    ( m_main_v_request(s449)
    | spl0_65
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25535,f7304]) ).

fof(f43494,plain,
    ( spl0_1359
    | spl0_65
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43490,f7303,f1201,f7307]) ).

fof(f43495,plain,
    ( m_main_v_request(s449)
    | spl0_277
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26566,f7304]) ).

fof(f43497,plain,
    ( spl0_1359
    | spl0_277
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43495,f7303,f2049,f7307]) ).

fof(f43498,plain,
    ( m_main_v_request(s449)
    | spl0_318
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26197,f7304]) ).

fof(f43501,plain,
    ( xuntil2p8(s136)
    | spl0_318
    | ~ spl0_457
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(forward_subsumption_resolution,[],[f41663,f15473]) ).

fof(f43502,plain,
    ( spl0_1359
    | spl0_318
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43498,f7303,f2213,f7307]) ).

fof(f43503,plain,
    ( spl0_2853
    | spl0_318
    | ~ spl0_457
    | ~ spl0_2396
    | ~ spl0_2397 ),
    inference(avatar_split_clause,[],[f43501,f15483,f15472,f2773,f2213,f31991]) ).

fof(f43504,plain,
    ( m_main_v_request(s449)
    | spl0_147
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26273,f7304]) ).

fof(f43507,plain,
    ( spl0_1359
    | spl0_147
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43504,f7303,f1529,f7307]) ).

fof(f43508,plain,
    ( m_main_v_request(s449)
    | spl0_379
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25648,f7304]) ).

fof(f43509,plain,
    ( xuntil2p8(s74)
    | spl0_379
    | ~ spl0_457
    | ~ spl0_2319 ),
    inference(forward_subsumption_resolution,[],[f42419,f14073]) ).

fof(f43510,plain,
    ( spl0_1359
    | spl0_379
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43508,f7303,f2457,f7307]) ).

fof(f43511,plain,
    ( spl0_2797
    | spl0_379
    | ~ spl0_457
    | ~ spl0_2319 ),
    inference(avatar_split_clause,[],[f43509,f14072,f2773,f2457,f31499]) ).

fof(f43512,plain,
    ( m_main_v_request(s449)
    | spl0_393
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25522,f7304]) ).

fof(f43513,plain,
    ( xuntil2p8(s60)
    | spl0_393
    | ~ spl0_457
    | ~ spl0_2303 ),
    inference(forward_subsumption_resolution,[],[f40902,f13764]) ).

fof(f43514,plain,
    ( spl0_1359
    | spl0_393
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43512,f7303,f2513,f7307]) ).

fof(f43515,plain,
    ( spl0_2783
    | spl0_393
    | ~ spl0_457
    | ~ spl0_2303 ),
    inference(avatar_split_clause,[],[f43513,f13763,f2773,f2513,f31375]) ).

fof(f43516,plain,
    ( m_main_v_request(s449)
    | spl0_357
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25846,f7304]) ).

fof(f43519,plain,
    ( spl0_1359
    | spl0_357
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43516,f7303,f2369,f7307]) ).

fof(f43520,plain,
    ( m_main_v_request(s449)
    | spl0_159
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26381,f7304]) ).

fof(f43523,plain,
    ( spl0_1359
    | spl0_159
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43520,f7303,f1577,f7307]) ).

fof(f43524,plain,
    ( m_main_v_request(s449)
    | spl0_49
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25391,f7304]) ).

fof(f43527,plain,
    ( spl0_1359
    | spl0_49
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43524,f7303,f1137,f7307]) ).

fof(f43528,plain,
    ( m_main_v_request(s449)
    | spl0_260
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26719,f7304]) ).

fof(f43529,plain,
    ( xuntil2p8(s193)
    | spl0_260
    | ~ spl0_457
    | ~ spl0_2449 ),
    inference(forward_subsumption_resolution,[],[f42314,f16510]) ).

fof(f43530,plain,
    ( spl0_1359
    | spl0_260
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43528,f7303,f1981,f7307]) ).

fof(f43531,plain,
    ( spl0_2889
    | spl0_260
    | ~ spl0_457
    | ~ spl0_2449 ),
    inference(avatar_split_clause,[],[f43529,f16509,f2773,f1981,f32327]) ).

fof(f43532,plain,
    ( m_main_v_request(s449)
    | spl0_274
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26593,f7304]) ).

fof(f43533,plain,
    ( xuntil2p8(s179)
    | spl0_274
    | ~ spl0_457
    | ~ spl0_2438 ),
    inference(forward_subsumption_resolution,[],[f41802,f16301]) ).

fof(f43534,plain,
    ( spl0_1359
    | spl0_274
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43532,f7303,f2037,f7307]) ).

fof(f43535,plain,
    ( spl0_2883
    | spl0_274
    | ~ spl0_457
    | ~ spl0_2438 ),
    inference(avatar_split_clause,[],[f43533,f16300,f2773,f2037,f32262]) ).

fof(f43536,plain,
    ( m_main_v_request(s449)
    | spl0_59
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25481,f7304]) ).

fof(f43539,plain,
    ( spl0_1359
    | spl0_59
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43536,f7303,f1177,f7307]) ).

fof(f43540,plain,
    ( m_main_v_request(s449)
    | spl0_265
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26674,f7304]) ).

fof(f43544,plain,
    ( spl0_1359
    | spl0_265
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43540,f7303,f2001,f7307]) ).

fof(f43545,plain,
    ( m_main_v_request(s449)
    | spl0_82
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25688,f7304]) ).

fof(f43551,plain,
    ( spl0_1359
    | spl0_82
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43545,f7303,f1269,f7307]) ).

fof(f43552,plain,
    ( m_main_v_request(s449)
    | spl0_239
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26908,f7304]) ).

fof(f43555,plain,
    ( spl0_1359
    | spl0_239
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43552,f7303,f1897,f7307]) ).

fof(f43556,plain,
    ( m_main_v_request(s449)
    | spl0_392
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25531,f7304]) ).

fof(f43557,plain,
    ( xuntil2p8(s61)
    | spl0_392
    | ~ spl0_457
    | ~ spl0_2317 ),
    inference(forward_subsumption_resolution,[],[f41687,f13932]) ).

fof(f43558,plain,
    ( spl0_1359
    | spl0_392
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43556,f7303,f2509,f7307]) ).

fof(f43559,plain,
    ( spl0_2998
    | spl0_392
    | ~ spl0_457
    | ~ spl0_2317 ),
    inference(avatar_split_clause,[],[f43557,f13931,f2773,f2509,f34123]) ).

fof(f43560,plain,
    ( m_main_v_request(s449)
    | spl0_386
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25585,f7304]) ).

fof(f43561,plain,
    ( xuntil2p8(s67)
    | spl0_386
    | ~ spl0_457
    | ~ spl0_2326 ),
    inference(forward_subsumption_resolution,[],[f41303,f14150]) ).

fof(f43562,plain,
    ( spl0_1359
    | spl0_386
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43560,f7303,f2485,f7307]) ).

fof(f43563,plain,
    ( spl0_2804
    | spl0_386
    | ~ spl0_457
    | ~ spl0_2326 ),
    inference(avatar_split_clause,[],[f43561,f14149,f2773,f2485,f31541]) ).

fof(f43564,plain,
    ( m_main_v_request(s449)
    | spl0_80
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25670,f7304]) ).

fof(f43568,plain,
    ( spl0_1359
    | spl0_80
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43564,f7303,f1261,f7307]) ).

fof(f43569,plain,
    ( m_main_v_request(s449)
    | spl0_193
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26687,f7304]) ).

fof(f43571,plain,
    ( xuntil2p8(s260)
    | spl0_193
    | ~ spl0_457
    | ~ spl0_2521 ),
    inference(forward_subsumption_resolution,[],[f42458,f17910]) ).

fof(f43572,plain,
    ( spl0_1359
    | spl0_193
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43569,f7303,f1713,f7307]) ).

fof(f43573,plain,
    ( spl0_2935
    | spl0_193
    | ~ spl0_457
    | ~ spl0_2521 ),
    inference(avatar_split_clause,[],[f43571,f17909,f2773,f1713,f32748]) ).

fof(f43574,plain,
    ( m_main_v_request(s449)
    | spl0_231
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26980,f7304]) ).

fof(f43577,plain,
    ( spl0_1359
    | spl0_231
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43574,f7303,f1865,f7307]) ).

fof(f43578,plain,
    ( m_main_v_request(s449)
    | spl0_368
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25747,f7304]) ).

fof(f43579,plain,
    ( xuntil2p8(s85)
    | spl0_368
    | ~ spl0_457
    | ~ spl0_2339 ),
    inference(forward_subsumption_resolution,[],[f40964,f14430]) ).

fof(f43580,plain,
    ( spl0_1359
    | spl0_368
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43578,f7303,f2413,f7307]) ).

fof(f43581,plain,
    ( spl0_2815
    | spl0_368
    | ~ spl0_457
    | ~ spl0_2339 ),
    inference(avatar_split_clause,[],[f43579,f14429,f2773,f2413,f31647]) ).

fof(f43582,plain,
    ( m_main_v_request(s449)
    | spl0_48
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25382,f7304]) ).

fof(f43585,plain,
    ( spl0_1359
    | spl0_48
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43582,f7303,f1133,f7307]) ).

fof(f43586,plain,
    ( m_main_v_request(s449)
    | spl0_295
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26404,f7304]) ).

fof(f43587,plain,
    ( xuntil2p8(s158)
    | spl0_295
    | ~ spl0_457
    | ~ spl0_2414 ),
    inference(forward_subsumption_resolution,[],[f41930,f15810]) ).

fof(f43588,plain,
    ( spl0_1359
    | spl0_295
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43586,f7303,f2121,f7307]) ).

fof(f43589,plain,
    ( spl0_3014
    | spl0_295
    | ~ spl0_457
    | ~ spl0_2414 ),
    inference(avatar_split_clause,[],[f43587,f15809,f2773,f2121,f35255]) ).

fof(f43590,plain,
    ( m_main_v_request(s449)
    | spl0_191
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26669,f7304]) ).

fof(f43595,plain,
    ( spl0_1359
    | spl0_191
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43590,f7303,f1705,f7307]) ).

fof(f43596,plain,
    ( m_main_v_request(s449)
    | spl0_399
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25468,f7304]) ).

fof(f43597,plain,
    ( xuntil2p8(s54)
    | spl0_399
    | ~ spl0_457
    | ~ spl0_2309 ),
    inference(forward_subsumption_resolution,[],[f40655,f13832]) ).

fof(f43598,plain,
    ( spl0_1359
    | spl0_399
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43596,f7303,f2537,f7307]) ).

fof(f43599,plain,
    ( spl0_2789
    | spl0_399
    | ~ spl0_457
    | ~ spl0_2309 ),
    inference(avatar_split_clause,[],[f43597,f13831,f2773,f2537,f31412]) ).

fof(f43600,plain,
    ( m_main_v_request(s449)
    | spl0_118
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26012,f7304]) ).

fof(f43603,plain,
    ( spl0_1359
    | spl0_118
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43600,f7303,f1413,f7307]) ).

fof(f43604,plain,
    ( m_main_v_request(s449)
    | spl0_317
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26206,f7304]) ).

fof(f43605,plain,
    ( xuntil2p8(s136)
    | spl0_317
    | ~ spl0_457
    | ~ spl0_2396 ),
    inference(forward_subsumption_resolution,[],[f42105,f15473]) ).

fof(f43606,plain,
    ( spl0_1359
    | spl0_317
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43604,f7303,f2209,f7307]) ).

fof(f43607,plain,
    ( spl0_2853
    | spl0_317
    | ~ spl0_457
    | ~ spl0_2396 ),
    inference(avatar_split_clause,[],[f43605,f15472,f2773,f2209,f31991]) ).

fof(f43608,plain,
    ( m_main_v_request(s449)
    | spl0_150
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26300,f7304]) ).

fof(f43611,plain,
    ( spl0_1359
    | spl0_150
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43608,f7303,f1541,f7307]) ).

fof(f43612,plain,
    ( m_main_v_request(s449)
    | spl0_12
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25058,f7304]) ).

fof(f43614,plain,
    ( spl0_1359
    | spl0_12
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43612,f7303,f989,f7307]) ).

fof(f43615,plain,
    ( m_main_v_request(s449)
    | spl0_79
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25661,f7304]) ).

fof(f43618,plain,
    ( spl0_1359
    | spl0_79
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43615,f7303,f1257,f7307]) ).

fof(f43619,plain,
    ( m_main_v_request(s449)
    | spl0_95
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25805,f7304]) ).

fof(f43622,plain,
    ( spl0_1359
    | spl0_95
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43619,f7303,f1321,f7307]) ).

fof(f43623,plain,
    ( m_main_v_request(s449)
    | spl0_14
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25076,f7304]) ).

fof(f43626,plain,
    ( spl0_1359
    | spl0_14
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43623,f7303,f997,f7307]) ).

fof(f43627,plain,
    ( m_main_v_request(s449)
    | spl0_169
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26471,f7304]) ).

fof(f43631,plain,
    ( spl0_1359
    | spl0_169
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43627,f7303,f1617,f7307]) ).

fof(f43632,plain,
    ( m_main_v_request(s449)
    | spl0_341
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25990,f7304]) ).

fof(f43636,plain,
    ( spl0_1359
    | spl0_341
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43632,f7303,f2305,f7307]) ).

fof(f43637,plain,
    ( m_main_v_request(s449)
    | spl0_208
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26822,f7304]) ).

fof(f43640,plain,
    ( spl0_1359
    | spl0_208
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43637,f7303,f1773,f7307]) ).

fof(f43641,plain,
    ( m_main_v_request(s449)
    | spl0_25
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25175,f7304]) ).

fof(f43644,plain,
    ( spl0_1359
    | spl0_25
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43641,f7303,f1041,f7307]) ).

fof(f43645,plain,
    ( m_main_v_request(s449)
    | spl0_360
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25819,f7304]) ).

fof(f43649,plain,
    ( spl0_1359
    | spl0_360
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43645,f7303,f2381,f7307]) ).

fof(f43650,plain,
    ( m_main_v_request(s449)
    | spl0_415
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25324,f7304]) ).

fof(f43651,plain,
    ( xuntil2p8(s38)
    | spl0_415
    | ~ spl0_457
    | ~ spl0_2293 ),
    inference(forward_subsumption_resolution,[],[f42762,f13521]) ).

fof(f43652,plain,
    ( spl0_1359
    | spl0_415
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43650,f7303,f2601,f7307]) ).

fof(f43653,plain,
    ( spl0_2774
    | spl0_415
    | ~ spl0_457
    | ~ spl0_2293 ),
    inference(avatar_split_clause,[],[f43651,f13520,f2773,f2601,f31277]) ).

fof(f43654,plain,
    ( m_main_v_request(s449)
    | spl0_412
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25351,f7304]) ).

fof(f43656,plain,
    ( xuntil2p8(s41)
    | spl0_412
    | ~ spl0_457
    | ~ spl0_2290 ),
    inference(forward_subsumption_resolution,[],[f42746,f13488]) ).

fof(f43657,plain,
    ( spl0_1359
    | spl0_412
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43654,f7303,f2589,f7307]) ).

fof(f43658,plain,
    ( spl0_2771
    | spl0_412
    | ~ spl0_457
    | ~ spl0_2290 ),
    inference(avatar_split_clause,[],[f43656,f13487,f2773,f2589,f31259]) ).

fof(f43659,plain,
    ( m_main_v_request(s449)
    | spl0_134
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26156,f7304]) ).

fof(f43666,plain,
    ( spl0_1359
    | spl0_134
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43659,f7303,f1477,f7307]) ).

fof(f43667,plain,
    ( m_main_v_request(s449)
    | spl0_350
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25909,f7304]) ).

fof(f43668,plain,
    ( xuntil2p8(s103)
    | spl0_350
    | ~ spl0_457
    | ~ spl0_2357 ),
    inference(forward_subsumption_resolution,[],[f42318,f14762]) ).

fof(f43669,plain,
    ( spl0_1359
    | spl0_350
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43667,f7303,f2341,f7307]) ).

fof(f43670,plain,
    ( spl0_2829
    | spl0_350
    | ~ spl0_457
    | ~ spl0_2357 ),
    inference(avatar_split_clause,[],[f43668,f14761,f2773,f2341,f31778]) ).

fof(f43671,plain,
    ( m_main_v_request(s449)
    | spl0_55
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25445,f7304]) ).

fof(f43674,plain,
    ( spl0_1359
    | spl0_55
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43671,f7303,f1161,f7307]) ).

fof(f43675,plain,
    ( m_main_v_request(s449)
    | spl0_161
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26399,f7304]) ).

fof(f43678,plain,
    ( spl0_1359
    | spl0_161
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43675,f7303,f1585,f7307]) ).

fof(f43679,plain,
    ( m_main_v_request(s449)
    | spl0_338
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26017,f7304]) ).

fof(f43680,plain,
    ( xuntil2p8(s115)
    | spl0_338
    | ~ spl0_457
    | ~ spl0_2376 ),
    inference(forward_subsumption_resolution,[],[f41046,f15088]) ).

fof(f43681,plain,
    ( spl0_1359
    | spl0_338
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43679,f7303,f2293,f7307]) ).

fof(f43682,plain,
    ( spl0_2839
    | spl0_338
    | ~ spl0_457
    | ~ spl0_2376 ),
    inference(avatar_split_clause,[],[f43680,f15087,f2773,f2293,f31861]) ).

fof(f43683,plain,
    ( m_main_v_request(s449)
    | spl0_68
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25562,f7304]) ).

fof(f43686,plain,
    ( spl0_1359
    | spl0_68
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43683,f7303,f1213,f7307]) ).

fof(f43687,plain,
    ( m_main_v_request(s449)
    | spl0_396
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25495,f7304]) ).

fof(f43689,plain,
    ( spl0_1359
    | spl0_396
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43687,f7303,f2525,f7307]) ).

fof(f43690,plain,
    ( m_main_v_request(s449)
    | spl0_285
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26494,f7304]) ).

fof(f43692,plain,
    ( xuntil2p8(s168)
    | spl0_285
    | ~ spl0_457
    | ~ spl0_2425 ),
    inference(forward_subsumption_resolution,[],[f41455,f16051]) ).

fof(f43693,plain,
    ( spl0_1359
    | spl0_285
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43690,f7303,f2081,f7307]) ).

fof(f43694,plain,
    ( spl0_2872
    | spl0_285
    | ~ spl0_457
    | ~ spl0_2425 ),
    inference(avatar_split_clause,[],[f43692,f16050,f2773,f2081,f32167]) ).

fof(f43695,plain,
    ( m_main_v_request(s449)
    | spl0_77
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25643,f7304]) ).

fof(f43698,plain,
    ( spl0_1359
    | spl0_77
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43695,f7303,f1249,f7307]) ).

fof(f43699,plain,
    ( m_main_v_request(s449)
    | spl0_271
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26620,f7304]) ).

fof(f43700,plain,
    ( xuntil2p8(s182)
    | spl0_271
    | ~ spl0_457
    | ~ spl0_2435 ),
    inference(forward_subsumption_resolution,[],[f41846,f16268]) ).

fof(f43701,plain,
    ( spl0_1359
    | spl0_271
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43699,f7303,f2025,f7307]) ).

fof(f43702,plain,
    ( spl0_2880
    | spl0_271
    | ~ spl0_457
    | ~ spl0_2435 ),
    inference(avatar_split_clause,[],[f43700,f16267,f2773,f2025,f32244]) ).

fof(f43703,plain,
    ( m_main_v_request(s449)
    | spl0_292
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26431,f7304]) ).

fof(f43705,plain,
    ( xuntil2p8(s161)
    | spl0_292
    | ~ spl0_457
    | ~ spl0_2416 ),
    inference(forward_subsumption_resolution,[],[f42042,f15875]) ).

fof(f43706,plain,
    ( spl0_1359
    | spl0_292
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43703,f7303,f2109,f7307]) ).

fof(f43707,plain,
    ( spl0_2865
    | spl0_292
    | ~ spl0_457
    | ~ spl0_2416 ),
    inference(avatar_split_clause,[],[f43705,f15874,f2773,f2109,f32110]) ).

fof(f43708,plain,
    ( m_main_v_request(s449)
    | spl0_84
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25706,f7304]) ).

fof(f43712,plain,
    ( spl0_1359
    | spl0_84
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43708,f7303,f1277,f7307]) ).

fof(f43713,plain,
    ( m_main_v_request(s449)
    | spl0_382
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25621,f7304]) ).

fof(f43715,plain,
    ( xuntil2p8(s71)
    | spl0_382
    | ~ spl0_457
    | ~ spl0_2322 ),
    inference(forward_subsumption_resolution,[],[f42035,f14106]) ).

fof(f43716,plain,
    ( spl0_1359
    | spl0_382
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43713,f7303,f2469,f7307]) ).

fof(f43717,plain,
    ( spl0_2800
    | spl0_382
    | ~ spl0_457
    | ~ spl0_2322 ),
    inference(avatar_split_clause,[],[f43715,f14105,f2773,f2469,f31517]) ).

fof(f43718,plain,
    ( m_main_v_request(s449)
    | spl0_109
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25931,f7304]) ).

fof(f43723,plain,
    ( spl0_1359
    | spl0_109
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43718,f7303,f1377,f7307]) ).

fof(f43724,plain,
    ( m_main_v_request(s449)
    | spl0_325
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26134,f7304]) ).

fof(f43725,plain,
    ( xuntil2p8(s128)
    | spl0_325
    | ~ spl0_457
    | ~ spl0_2382 ),
    inference(forward_subsumption_resolution,[],[f42306,f15225]) ).

fof(f43726,plain,
    ( spl0_1359
    | spl0_325
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43724,f7303,f2241,f7307]) ).

fof(f43727,plain,
    ( spl0_2843
    | spl0_325
    | ~ spl0_457
    | ~ spl0_2382 ),
    inference(avatar_split_clause,[],[f43725,f15224,f2773,f2241,f31911]) ).

fof(f43728,plain,
    ( m_main_v_request(s449)
    | spl0_288
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26467,f7304]) ).

fof(f43729,plain,
    ( xuntil2p8(s165)
    | spl0_288
    | ~ spl0_457
    | ~ spl0_2428 ),
    inference(forward_subsumption_resolution,[],[f41921,f16084]) ).

fof(f43730,plain,
    ( spl0_1359
    | spl0_288
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43728,f7303,f2093,f7307]) ).

fof(f43731,plain,
    ( spl0_2875
    | spl0_288
    | ~ spl0_457
    | ~ spl0_2428 ),
    inference(avatar_split_clause,[],[f43729,f16083,f2773,f2093,f32185]) ).

fof(f43732,plain,
    ( m_main_v_request(s449)
    | spl0_267
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26656,f7304]) ).

fof(f43734,plain,
    ( xuntil2p8(s186)
    | spl0_267
    | ~ spl0_457
    | ~ spl0_2431 ),
    inference(forward_subsumption_resolution,[],[f42016,f16222]) ).

fof(f43735,plain,
    ( spl0_1359
    | spl0_267
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43732,f7303,f2009,f7307]) ).

fof(f43736,plain,
    ( spl0_2876
    | spl0_267
    | ~ spl0_457
    | ~ spl0_2431 ),
    inference(avatar_split_clause,[],[f43734,f16221,f2773,f2009,f32219]) ).

fof(f43737,plain,
    ( m_main_v_request(s449)
    | spl0_294
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26413,f7304]) ).

fof(f43740,plain,
    ( xuntil2p8(s160)
    | spl0_294
    | ~ spl0_457
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(forward_subsumption_resolution,[],[f42495,f15886]) ).

fof(f43741,plain,
    ( spl0_1359
    | spl0_294
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43737,f7303,f2117,f7307]) ).

fof(f43742,plain,
    ( spl0_2866
    | spl0_294
    | ~ spl0_457
    | ~ spl0_2417
    | ~ spl0_2418 ),
    inference(avatar_split_clause,[],[f43740,f15896,f15885,f2773,f2117,f32116]) ).

fof(f43743,plain,
    ( m_main_v_request(s449)
    | spl0_388
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25567,f7304]) ).

fof(f43745,plain,
    ( xuntil2p8(s65)
    | spl0_388
    | ~ spl0_457
    | ~ spl0_2328 ),
    inference(forward_subsumption_resolution,[],[f42534,f14172]) ).

fof(f43746,plain,
    ( spl0_1359
    | spl0_388
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43743,f7303,f2493,f7307]) ).

fof(f43747,plain,
    ( spl0_2806
    | spl0_388
    | ~ spl0_457
    | ~ spl0_2328 ),
    inference(avatar_split_clause,[],[f43745,f14171,f2773,f2493,f31553]) ).

fof(f43748,plain,
    ( m_main_v_request(s449)
    | spl0_190
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26660,f7304]) ).

fof(f43752,plain,
    ( spl0_1359
    | spl0_190
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43748,f7303,f1701,f7307]) ).

fof(f43753,plain,
    ( m_main_v_request(s449)
    | spl0_345
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25954,f7304]) ).

fof(f43755,plain,
    ( xuntil2p8(s108)
    | spl0_345
    | ~ spl0_457
    | ~ spl0_2364 ),
    inference(forward_subsumption_resolution,[],[f41367,f14870]) ).

fof(f43756,plain,
    ( spl0_1359
    | spl0_345
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43753,f7303,f2321,f7307]) ).

fof(f43757,plain,
    ( spl0_2718
    | spl0_345
    | ~ spl0_457
    | ~ spl0_2364 ),
    inference(avatar_split_clause,[],[f43755,f14869,f2773,f2321,f30258]) ).

fof(f43758,plain,
    ( m_main_v_request(s449)
    | spl0_354
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25873,f7304]) ).

fof(f43760,plain,
    ( xuntil2p8(s99)
    | spl0_354
    | ~ spl0_457
    | ~ spl0_2349 ),
    inference(forward_subsumption_resolution,[],[f42426,f14630]) ).

fof(f43761,plain,
    ( spl0_1359
    | spl0_354
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43758,f7303,f2357,f7307]) ).

fof(f43762,plain,
    ( spl0_2823
    | spl0_354
    | ~ spl0_457
    | ~ spl0_2349 ),
    inference(avatar_split_clause,[],[f43760,f14629,f2773,f2357,f31728]) ).

fof(f43763,plain,
    ( m_main_v_request(s449)
    | spl0_297
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26386,f7304]) ).

fof(f43766,plain,
    ( spl0_1359
    | spl0_297
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43763,f7303,f2129,f7307]) ).

fof(f43767,plain,
    ( m_main_v_request(s449)
    | spl0_62
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25508,f7304]) ).

fof(f43769,plain,
    ( spl0_1359
    | spl0_62
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43767,f7303,f1189,f7307]) ).

fof(f43770,plain,
    ( m_main_v_request(s449)
    | spl0_63
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25517,f7304]) ).

fof(f43773,plain,
    ( spl0_1359
    | spl0_63
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43770,f7303,f1193,f7307]) ).

fof(f43774,plain,
    ( m_main_v_request(s449)
    | spl0_407
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25396,f7304]) ).

fof(f43776,plain,
    ( xuntil2p8(s46)
    | spl0_407
    | ~ spl0_457
    | ~ spl0_2302 ),
    inference(forward_subsumption_resolution,[],[f42719,f13634]) ).

fof(f43777,plain,
    ( spl0_1359
    | spl0_407
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43774,f7303,f2569,f7307]) ).

fof(f43778,plain,
    ( spl0_3002
    | spl0_407
    | ~ spl0_457
    | ~ spl0_2302 ),
    inference(avatar_split_clause,[],[f43776,f13633,f2773,f2569,f34406]) ).

fof(f43779,plain,
    ( m_main_v_request(s449)
    | spl0_126
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26084,f7304]) ).

fof(f43782,plain,
    ( spl0_1359
    | spl0_126
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43779,f7303,f1445,f7307]) ).

fof(f43783,plain,
    ( m_main_v_request(s449)
    | spl0_378
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25657,f7304]) ).

fof(f43786,plain,
    ( spl0_1359
    | spl0_378
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43783,f7303,f2453,f7307]) ).

fof(f43787,plain,
    ( m_main_v_request(s449)
    | spl0_352
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25891,f7304]) ).

fof(f43791,plain,
    ( spl0_1359
    | spl0_352
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43787,f7303,f2349,f7307]) ).

fof(f43792,plain,
    ( m_main_v_request(s449)
    | spl0_70
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25580,f7304]) ).

fof(f43797,plain,
    ( spl0_1359
    | spl0_70
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43792,f7303,f1221,f7307]) ).

fof(f43798,plain,
    ( m_main_v_request(s449)
    | spl0_129
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26111,f7304]) ).

fof(f43801,plain,
    ( spl0_1359
    | spl0_129
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43798,f7303,f1457,f7307]) ).

fof(f43802,plain,
    ( m_main_v_request(s449)
    | spl0_181
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26579,f7304]) ).

fof(f43806,plain,
    ( spl0_1359
    | spl0_181
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43802,f7303,f1665,f7307]) ).

fof(f43807,plain,
    ( m_main_v_request(s449)
    | spl0_367
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25756,f7304]) ).

fof(f43808,plain,
    ( xuntil2p8(s86)
    | spl0_367
    | ~ spl0_457
    | ~ spl0_2338 ),
    inference(forward_subsumption_resolution,[],[f41944,f14419]) ).

fof(f43809,plain,
    ( spl0_1359
    | spl0_367
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43807,f7303,f2409,f7307]) ).

fof(f43810,plain,
    ( spl0_2814
    | spl0_367
    | ~ spl0_457
    | ~ spl0_2338 ),
    inference(avatar_split_clause,[],[f43808,f14418,f2773,f2409,f31641]) ).

fof(f43811,plain,
    ( m_main_v_request(s449)
    | spl0_188
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26642,f7304]) ).

fof(f43815,plain,
    ( spl0_1359
    | spl0_188
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43811,f7303,f1693,f7307]) ).

fof(f43816,plain,
    ( m_main_v_request(s449)
    | spl0_167
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26453,f7304]) ).

fof(f43819,plain,
    ( spl0_1359
    | spl0_167
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43816,f7303,f1609,f7307]) ).

fof(f43820,plain,
    ( m_main_v_request(s449)
    | spl0_404
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25423,f7304]) ).

fof(f43821,plain,
    ( xuntil2p8(s49)
    | spl0_404
    | ~ spl0_457
    | ~ spl0_2314 ),
    inference(forward_subsumption_resolution,[],[f42402,f13887]) ).

fof(f43822,plain,
    ( spl0_1359
    | spl0_404
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43820,f7303,f2557,f7307]) ).

fof(f43823,plain,
    ( spl0_2794
    | spl0_404
    | ~ spl0_457
    | ~ spl0_2314 ),
    inference(avatar_split_clause,[],[f43821,f13886,f2773,f2557,f31442]) ).

fof(f43824,plain,
    ( m_main_v_request(s449)
    | spl0_115
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25985,f7304]) ).

fof(f43827,plain,
    ( spl0_1359
    | spl0_115
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43824,f7303,f1401,f7307]) ).

fof(f43828,plain,
    ( m_main_v_request(s449)
    | spl0_340
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25999,f7304]) ).

fof(f43830,plain,
    ( spl0_1359
    | spl0_340
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43828,f7303,f2301,f7307]) ).

fof(f43831,plain,
    ( m_main_v_request(s449)
    | spl0_53
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25427,f7304]) ).

fof(f43835,plain,
    ( spl0_1359
    | spl0_53
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43831,f7303,f1153,f7307]) ).

fof(f43836,plain,
    ( m_main_v_request(s449)
    | spl0_324
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26143,f7304]) ).

fof(f43838,plain,
    ( spl0_1359
    | spl0_324
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43836,f7303,f2237,f7307]) ).

fof(f43839,plain,
    ( m_main_v_request(s449)
    | spl0_72
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25598,f7304]) ).

fof(f43842,plain,
    ( spl0_1359
    | spl0_72
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43839,f7303,f1229,f7307]) ).

fof(f43843,plain,
    ( m_main_v_request(s449)
    | spl0_400
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25459,f7304]) ).

fof(f43844,plain,
    ( xuntil2p8(s53)
    | spl0_400
    | ~ spl0_457
    | ~ spl0_2310 ),
    inference(forward_subsumption_resolution,[],[f41436,f13843]) ).

fof(f43845,plain,
    ( spl0_1359
    | spl0_400
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43843,f7303,f2541,f7307]) ).

fof(f43846,plain,
    ( spl0_2790
    | spl0_400
    | ~ spl0_457
    | ~ spl0_2310 ),
    inference(avatar_split_clause,[],[f43844,f13842,f2773,f2541,f31418]) ).

fof(f43847,plain,
    ( m_main_v_request(s449)
    | spl0_236
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26935,f7304]) ).

fof(f43850,plain,
    ( spl0_1359
    | spl0_236
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43847,f7303,f1885,f7307]) ).

fof(f43851,plain,
    ( m_main_v_request(s449)
    | spl0_330
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26089,f7304]) ).

fof(f43852,plain,
    ( xuntil2p8(s123)
    | spl0_330
    | ~ spl0_457
    | ~ spl0_2368 ),
    inference(forward_subsumption_resolution,[],[f42711,f14998]) ).

fof(f43853,plain,
    ( spl0_1359
    | spl0_330
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43851,f7303,f2261,f7307]) ).

fof(f43854,plain,
    ( spl0_2831
    | spl0_330
    | ~ spl0_457
    | ~ spl0_2368 ),
    inference(avatar_split_clause,[],[f43852,f14997,f2773,f2261,f31812]) ).

fof(f43855,plain,
    ( m_main_v_request(s449)
    | spl0_334
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26053,f7304]) ).

fof(f43857,plain,
    ( xuntil2p8(s119)
    | spl0_334
    | ~ spl0_457
    | ~ spl0_2372 ),
    inference(forward_subsumption_resolution,[],[f42226,f15044]) ).

fof(f43858,plain,
    ( spl0_1359
    | spl0_334
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43855,f7303,f2277,f7307]) ).

fof(f43859,plain,
    ( spl0_2835
    | spl0_334
    | ~ spl0_457
    | ~ spl0_2372 ),
    inference(avatar_split_clause,[],[f43857,f15043,f2773,f2277,f31837]) ).

fof(f43860,plain,
    ( m_main_v_request(s449)
    | spl0_257
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26746,f7304]) ).

fof(f43861,plain,
    ( xuntil2p8(s196)
    | spl0_257
    | ~ spl0_457
    | ~ spl0_2452 ),
    inference(forward_subsumption_resolution,[],[f42581,f16546]) ).

fof(f43862,plain,
    ( spl0_1359
    | spl0_257
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43860,f7303,f1969,f7307]) ).

fof(f43863,plain,
    ( spl0_3030
    | spl0_257
    | ~ spl0_457
    | ~ spl0_2452 ),
    inference(avatar_split_clause,[],[f43861,f16545,f2773,f1969,f36024]) ).

fof(f43864,plain,
    ( m_main_v_request(s449)
    | spl0_110
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25940,f7304]) ).

fof(f43867,plain,
    ( spl0_1359
    | spl0_110
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43864,f7303,f1381,f7307]) ).

fof(f43868,plain,
    ( m_main_v_request(s449)
    | spl0_269
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26638,f7304]) ).

fof(f43870,plain,
    ( spl0_1359
    | spl0_269
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43868,f7303,f2017,f7307]) ).

fof(f43871,plain,
    ( m_main_v_request(s449)
    | spl0_16
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25094,f7304]) ).

fof(f43875,plain,
    ( spl0_1359
    | spl0_16
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43871,f7303,f1005,f7307]) ).

fof(f43876,plain,
    ( m_main_v_request(s449)
    | spl0_76
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25634,f7304]) ).

fof(f43879,plain,
    ( spl0_1359
    | spl0_76
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43876,f7303,f1245,f7307]) ).

fof(f43880,plain,
    ( m_main_v_request(s449)
    | spl0_332
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26071,f7304]) ).

fof(f43882,plain,
    ( xuntil2p8(s121)
    | spl0_332
    | ~ spl0_457
    | ~ spl0_2370 ),
    inference(forward_subsumption_resolution,[],[f42376,f15022]) ).

fof(f43883,plain,
    ( spl0_1359
    | spl0_332
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43880,f7303,f2269,f7307]) ).

fof(f43884,plain,
    ( spl0_2833
    | spl0_332
    | ~ spl0_457
    | ~ spl0_2370 ),
    inference(avatar_split_clause,[],[f43882,f15021,f2773,f2269,f31825]) ).

fof(f43885,plain,
    ( m_main_v_request(s449)
    | spl0_419
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25288,f7304]) ).

fof(f43886,plain,
    ( xuntil2p8(s34)
    | spl0_419
    | ~ spl0_457
    | ~ spl0_2297 ),
    inference(forward_subsumption_resolution,[],[f42788,f13565]) ).

fof(f43887,plain,
    ( spl0_1359
    | spl0_419
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43885,f7303,f2617,f7307]) ).

fof(f43888,plain,
    ( spl0_2778
    | spl0_419
    | ~ spl0_457
    | ~ spl0_2297 ),
    inference(avatar_split_clause,[],[f43886,f13564,f2773,f2617,f31301]) ).

fof(f43889,plain,
    ( m_main_v_request(s449)
    | spl0_202
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26768,f7304]) ).

fof(f43892,plain,
    ( spl0_1359
    | spl0_202
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43889,f7303,f1749,f7307]) ).

fof(f43893,plain,
    ( m_main_v_request(s449)
    | spl0_296
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26395,f7304]) ).

fof(f43895,plain,
    ( xuntil2p8(s157)
    | spl0_296
    | ~ spl0_457
    | ~ spl0_2408 ),
    inference(forward_subsumption_resolution,[],[f41642,f15738]) ).

fof(f43896,plain,
    ( spl0_1359
    | spl0_296
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43893,f7303,f2125,f7307]) ).

fof(f43897,plain,
    ( spl0_2859
    | spl0_296
    | ~ spl0_457
    | ~ spl0_2408 ),
    inference(avatar_split_clause,[],[f43895,f15737,f2773,f2125,f32060]) ).

fof(f43898,plain,
    ( m_main_v_request(s449)
    | spl0_281
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26530,f7304]) ).

fof(f43900,plain,
    ( spl0_1359
    | spl0_281
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43898,f7303,f2065,f7307]) ).

fof(f43901,plain,
    ( m_main_v_request(s449)
    | spl0_234
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26953,f7304]) ).

fof(f43903,plain,
    ( spl0_1359
    | spl0_234
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43901,f7303,f1877,f7307]) ).

fof(f43904,plain,
    ( m_main_v_request(s449)
    | spl0_300
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26359,f7304]) ).

fof(f43906,plain,
    ( xuntil2p8(s153)
    | spl0_300
    | ~ spl0_457
    | ~ spl0_2412 ),
    inference(forward_subsumption_resolution,[],[f42565,f15784]) ).

fof(f43907,plain,
    ( spl0_1359
    | spl0_300
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43904,f7303,f2141,f7307]) ).

fof(f43908,plain,
    ( spl0_2863
    | spl0_300
    | ~ spl0_457
    | ~ spl0_2412 ),
    inference(avatar_split_clause,[],[f43906,f15783,f2773,f2141,f32085]) ).

fof(f43909,plain,
    ( m_main_v_request(s449)
    | spl0_353
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25882,f7304]) ).

fof(f43910,plain,
    ( xuntil2p8(s100)
    | spl0_353
    | ~ spl0_457
    | ~ spl0_2356 ),
    inference(forward_subsumption_resolution,[],[f41392,f14714]) ).

fof(f43911,plain,
    ( spl0_1359
    | spl0_353
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43909,f7303,f2353,f7307]) ).

fof(f43912,plain,
    ( spl0_3046
    | spl0_353
    | ~ spl0_457
    | ~ spl0_2356 ),
    inference(avatar_split_clause,[],[f43910,f14713,f2773,f2353,f36550]) ).

fof(f43913,plain,
    ( m_main_v_request(s449)
    | spl0_31
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25229,f7304]) ).

fof(f43916,plain,
    ( spl0_1359
    | spl0_31
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43913,f7303,f1065,f7307]) ).

fof(f43917,plain,
    ( m_main_v_request(s449)
    | spl0_275
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26584,f7304]) ).

fof(f43920,plain,
    ( spl0_1359
    | spl0_275
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43917,f7303,f2041,f7307]) ).

fof(f43921,plain,
    ( m_main_v_request(s449)
    | spl0_348
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25927,f7304]) ).

fof(f43924,plain,
    ( xuntil2p8(s106)
    | spl0_348
    | ~ spl0_457
    | ~ spl0_2361
    | ~ spl0_2362 ),
    inference(forward_subsumption_resolution,[],[f41842,f14838]) ).

fof(f43925,plain,
    ( spl0_1359
    | spl0_348
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43921,f7303,f2333,f7307]) ).

fof(f43926,plain,
    ( spl0_2999
    | spl0_348
    | ~ spl0_457
    | ~ spl0_2361
    | ~ spl0_2362 ),
    inference(avatar_split_clause,[],[f43924,f14837,f14825,f2773,f2333,f34174]) ).

fof(f43927,plain,
    ( m_main_v_request(s449)
    | spl0_18
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25112,f7304]) ).

fof(f43931,plain,
    ( spl0_1359
    | spl0_18
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43927,f7303,f1013,f7307]) ).

fof(f43932,plain,
    ( m_main_v_request(s449)
    | spl0_163
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26417,f7304]) ).

fof(f43934,plain,
    ( spl0_1359
    | spl0_163
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43932,f7303,f1593,f7307]) ).

fof(f43935,plain,
    ( m_main_v_request(s449)
    | spl0_240
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26899,f7304]) ).

fof(f43938,plain,
    ( spl0_1359
    | spl0_240
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43935,f7303,f1901,f7307]) ).

fof(f43939,plain,
    ( m_main_v_request(s449)
    | spl0_314
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26233,f7304]) ).

fof(f43940,plain,
    ( xuntil2p8(s139)
    | spl0_314
    | ~ spl0_457
    | ~ spl0_2393 ),
    inference(forward_subsumption_resolution,[],[f41585,f15440]) ).

fof(f43941,plain,
    ( spl0_1359
    | spl0_314
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43939,f7303,f2197,f7307]) ).

fof(f43942,plain,
    ( spl0_2850
    | spl0_314
    | ~ spl0_457
    | ~ spl0_2393 ),
    inference(avatar_split_clause,[],[f43940,f15439,f2773,f2197,f31973]) ).

fof(f43943,plain,
    ( m_main_v_request(s449)
    | spl0_35
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25265,f7304]) ).

fof(f43947,plain,
    ( spl0_1359
    | spl0_35
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43943,f7303,f1081,f7307]) ).

fof(f43948,plain,
    ( m_main_v_request(s449)
    | spl0_52
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25418,f7304]) ).

fof(f43950,plain,
    ( spl0_1359
    | spl0_52
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43948,f7303,f1149,f7307]) ).

fof(f43951,plain,
    ( m_main_v_request(s449)
    | spl0_230
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26989,f7304]) ).

fof(f43954,plain,
    ( spl0_1359
    | spl0_230
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43951,f7303,f1861,f7307]) ).

fof(f43955,plain,
    ( m_main_v_request(s449)
    | spl0_385
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25594,f7304]) ).

fof(f43957,plain,
    ( spl0_1359
    | spl0_385
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43955,f7303,f2481,f7307]) ).

fof(f43958,plain,
    ( m_main_v_request(s449)
    | spl0_73
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25607,f7304]) ).

fof(f43960,plain,
    ( spl0_1359
    | spl0_73
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43958,f7303,f1233,f7307]) ).

fof(f43961,plain,
    ( m_main_v_request(s449)
    | spl0_225
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26975,f7304]) ).

fof(f43964,plain,
    ( spl0_1359
    | spl0_225
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43961,f7303,f1841,f7307]) ).

fof(f43965,plain,
    ( m_main_v_request(s449)
    | spl0_327
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26116,f7304]) ).

fof(f43968,plain,
    ( spl0_1359
    | spl0_327
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43965,f7303,f2249,f7307]) ).

fof(f43969,plain,
    ( m_main_v_request(s449)
    | spl0_44
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25346,f7304]) ).

fof(f43973,plain,
    ( spl0_1359
    | spl0_44
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43969,f7303,f1117,f7307]) ).

fof(f43974,plain,
    ( m_main_v_request(s449)
    | spl0_256
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26755,f7304]) ).

fof(f43978,plain,
    ( spl0_1359
    | spl0_256
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43974,f7303,f1965,f7307]) ).

fof(f43979,plain,
    ( m_main_v_request(s449)
    | spl0_361
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25810,f7304]) ).

fof(f43980,plain,
    ( xuntil2p8(s92)
    | spl0_361
    | ~ spl0_457
    | ~ spl0_2348 ),
    inference(forward_subsumption_resolution,[],[f40912,f14542]) ).

fof(f43981,plain,
    ( spl0_1359
    | spl0_361
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43979,f7303,f2385,f7307]) ).

fof(f43982,plain,
    ( spl0_3012
    | spl0_361
    | ~ spl0_457
    | ~ spl0_2348 ),
    inference(avatar_split_clause,[],[f43980,f14541,f2773,f2385,f34980]) ).

fof(f43983,plain,
    ( m_main_v_request(s449)
    | spl0_414
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25333,f7304]) ).

fof(f43984,plain,
    ( xuntil2p8(s39)
    | spl0_414
    | ~ spl0_457
    | ~ spl0_2292 ),
    inference(forward_subsumption_resolution,[],[f42758,f13510]) ).

fof(f43985,plain,
    ( spl0_1359
    | spl0_414
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43983,f7303,f2597,f7307]) ).

fof(f43986,plain,
    ( spl0_2773
    | spl0_414
    | ~ spl0_457
    | ~ spl0_2292 ),
    inference(avatar_split_clause,[],[f43984,f13509,f2773,f2597,f31271]) ).

fof(f43987,plain,
    ( m_main_v_request(s449)
    | spl0_220
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26930,f7304]) ).

fof(f43992,plain,
    ( spl0_1359
    | spl0_220
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43987,f7303,f1821,f7307]) ).

fof(f43993,plain,
    ( m_main_v_request(s449)
    | spl0_308
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26287,f7304]) ).

fof(f43996,plain,
    ( xuntil2p8(s146)
    | spl0_308
    | ~ spl0_457
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(forward_subsumption_resolution,[],[f42087,f15648]) ).

fof(f43997,plain,
    ( spl0_1359
    | spl0_308
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43993,f7303,f2173,f7307]) ).

fof(f43998,plain,
    ( spl0_2858
    | spl0_308
    | ~ spl0_457
    | ~ spl0_2405
    | ~ spl0_2406 ),
    inference(avatar_split_clause,[],[f43996,f15658,f15647,f2773,f2173,f32040]) ).

fof(f43999,plain,
    ( m_main_v_request(s449)
    | spl0_141
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26219,f7304]) ).

fof(f44002,plain,
    ( spl0_1359
    | spl0_141
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f43999,f7303,f1505,f7307]) ).

fof(f44003,plain,
    ( m_main_v_request(s449)
    | spl0_22
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25148,f7304]) ).

fof(f44006,plain,
    ( spl0_1359
    | spl0_22
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44003,f7303,f1029,f7307]) ).

fof(f44007,plain,
    ( m_main_v_request(s449)
    | spl0_369
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25738,f7304]) ).

fof(f44009,plain,
    ( spl0_1359
    | spl0_369
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44007,f7303,f2417,f7307]) ).

fof(f44010,plain,
    ( m_main_v_request(s449)
    | spl0_194
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26696,f7304]) ).

fof(f44012,plain,
    ( spl0_1359
    | spl0_194
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44010,f7303,f1717,f7307]) ).

fof(f44013,plain,
    ( m_main_v_request(s449)
    | spl0_405
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25414,f7304]) ).

fof(f44015,plain,
    ( xuntil2p8(s48)
    | spl0_405
    | ~ spl0_457
    | ~ spl0_2315 ),
    inference(forward_subsumption_resolution,[],[f40993,f13898]) ).

fof(f44016,plain,
    ( spl0_1359
    | spl0_405
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44013,f7303,f2561,f7307]) ).

fof(f44017,plain,
    ( spl0_2795
    | spl0_405
    | ~ spl0_457
    | ~ spl0_2315 ),
    inference(avatar_split_clause,[],[f44015,f13897,f2773,f2561,f31448]) ).

fof(f44018,plain,
    ( m_main_v_request(s449)
    | spl0_298
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26377,f7304]) ).

fof(f44021,plain,
    ( spl0_1359
    | spl0_298
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44018,f7303,f2133,f7307]) ).

fof(f44022,plain,
    ( m_main_v_request(s449)
    | spl0_249
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26818,f7304]) ).

fof(f44025,plain,
    ( spl0_1359
    | spl0_249
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44022,f7303,f1937,f7307]) ).

fof(f44026,plain,
    ( m_main_v_request(s449)
    | spl0_343
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25972,f7304]) ).

fof(f44028,plain,
    ( spl0_1359
    | spl0_343
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44026,f7303,f2313,f7307]) ).

fof(f44029,plain,
    ( m_main_v_request(s449)
    | spl0_263
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26692,f7304]) ).

fof(f44032,plain,
    ( spl0_1359
    | spl0_263
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44029,f7303,f1993,f7307]) ).

fof(f44033,plain,
    ( m_main_v_request(s449)
    | spl0_26
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25184,f7304]) ).

fof(f44036,plain,
    ( spl0_1359
    | spl0_26
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44033,f7303,f1045,f7307]) ).

fof(f44037,plain,
    ( m_main_v_request(s449)
    | spl0_346
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25945,f7304]) ).

fof(f44039,plain,
    ( spl0_1359
    | spl0_346
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44037,f7303,f2325,f7307]) ).

fof(f44040,plain,
    ( m_main_v_request(s449)
    | spl0_75
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25625,f7304]) ).

fof(f44042,plain,
    ( spl0_1359
    | spl0_75
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44040,f7303,f1241,f7307]) ).

fof(f44043,plain,
    ( m_main_v_request(s449)
    | spl0_254
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26773,f7304]) ).

fof(f44045,plain,
    ( spl0_1359
    | spl0_254
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44043,f7303,f1957,f7307]) ).

fof(f44046,plain,
    ( m_main_v_request(s449)
    | spl0_210
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26840,f7304]) ).

fof(f44050,plain,
    ( spl0_1359
    | spl0_210
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44046,f7303,f1781,f7307]) ).

fof(f44051,plain,
    ( m_main_v_request(s449)
    | spl0_85
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25715,f7304]) ).

fof(f44054,plain,
    ( spl0_1359
    | spl0_85
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44051,f7303,f1281,f7307]) ).

fof(f44055,plain,
    ( m_main_v_request(s449)
    | spl0_151
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26309,f7304]) ).

fof(f44059,plain,
    ( spl0_1359
    | spl0_151
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44055,f7303,f1545,f7307]) ).

fof(f44060,plain,
    ( m_main_v_request(s449)
    | spl0_216
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26894,f7304]) ).

fof(f44061,plain,
    ( xuntil2p8(s237)
    | spl0_216
    | ~ spl0_457
    | ~ spl0_2486 ),
    inference(forward_subsumption_resolution,[],[f42576,f17245]) ).

fof(f44062,plain,
    ( spl0_1359
    | spl0_216
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44060,f7303,f1805,f7307]) ).

fof(f44063,plain,
    ( spl0_2916
    | spl0_216
    | ~ spl0_457
    | ~ spl0_2486 ),
    inference(avatar_split_clause,[],[f44061,f17244,f2773,f1805,f32574]) ).

fof(f44064,plain,
    ( m_main_v_request(s449)
    | spl0_58
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25472,f7304]) ).

fof(f44067,plain,
    ( spl0_1359
    | spl0_58
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44064,f7303,f1173,f7307]) ).

fof(f44068,plain,
    ( m_main_v_request(s449)
    | spl0_173
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26507,f7304]) ).

fof(f44070,plain,
    ( spl0_1359
    | spl0_173
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44068,f7303,f1633,f7307]) ).

fof(f44071,plain,
    ( m_main_v_request(s449)
    | spl0_74
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25616,f7304]) ).

fof(f44073,plain,
    ( spl0_1359
    | spl0_74
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44071,f7303,f1237,f7307]) ).

fof(f44074,plain,
    ( m_main_v_request(s449)
    | spl0_92
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25778,f7304]) ).

fof(f44077,plain,
    ( spl0_1359
    | spl0_92
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44074,f7303,f1309,f7307]) ).

fof(f44078,plain,
    ( m_main_v_request(s449)
    | spl0_310
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26269,f7304]) ).

fof(f44081,plain,
    ( xuntil2p8(s144)
    | spl0_310
    | ~ spl0_457
    | ~ spl0_2399
    | ~ spl0_2400 ),
    inference(forward_subsumption_resolution,[],[f42527,f15548]) ).

fof(f44082,plain,
    ( spl0_1359
    | spl0_310
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44078,f7303,f2181,f7307]) ).

fof(f44083,plain,
    ( spl0_3019
    | spl0_310
    | ~ spl0_457
    | ~ spl0_2399
    | ~ spl0_2400 ),
    inference(avatar_split_clause,[],[f44081,f15547,f15535,f2773,f2181,f35456]) ).

fof(f44084,plain,
    ( m_main_v_request(s449)
    | spl0_32
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25238,f7304]) ).

fof(f44086,plain,
    ( spl0_1359
    | spl0_32
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44084,f7303,f1069,f7307]) ).

fof(f44087,plain,
    ( m_main_v_request(s449)
    | spl0_238
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26917,f7304]) ).

fof(f44088,plain,
    ( xuntil2p8(s215)
    | spl0_238
    | ~ spl0_457
    | ~ spl0_2472 ),
    inference(forward_subsumption_resolution,[],[f42153,f16944]) ).

fof(f44089,plain,
    ( spl0_1359
    | spl0_238
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44087,f7303,f1893,f7307]) ).

fof(f44090,plain,
    ( spl0_2906
    | spl0_238
    | ~ spl0_457
    | ~ spl0_2472 ),
    inference(avatar_split_clause,[],[f44088,f16943,f2773,f1893,f32477]) ).

fof(f44091,plain,
    ( m_main_v_request(s449)
    | spl0_359
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25828,f7304]) ).

fof(f44093,plain,
    ( xuntil2p8(s94)
    | spl0_359
    | ~ spl0_457
    | ~ spl0_2354 ),
    inference(forward_subsumption_resolution,[],[f41700,f14687]) ).

fof(f44094,plain,
    ( spl0_1359
    | spl0_359
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44091,f7303,f2377,f7307]) ).

fof(f44095,plain,
    ( spl0_2828
    | spl0_359
    | ~ spl0_457
    | ~ spl0_2354 ),
    inference(avatar_split_clause,[],[f44093,f14686,f2773,f2377,f31759]) ).

fof(f44096,plain,
    ( m_main_v_request(s449)
    | spl0_69
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25571,f7304]) ).

fof(f44100,plain,
    ( spl0_1359
    | spl0_69
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44096,f7303,f1217,f7307]) ).

fof(f44101,plain,
    ( m_main_v_request(s449)
    | spl0_247
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26836,f7304]) ).

fof(f44103,plain,
    ( spl0_1359
    | spl0_247
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44101,f7303,f1929,f7307]) ).

fof(f44104,plain,
    ( m_main_v_request(s449)
    | spl0_221
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26939,f7304]) ).

fof(f44106,plain,
    ( spl0_1359
    | spl0_221
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44104,f7303,f1825,f7307]) ).

fof(f44107,plain,
    ( m_main_v_request(s449)
    | spl0_196
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26714,f7304]) ).

fof(f44110,plain,
    ( spl0_1359
    | spl0_196
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44107,f7303,f1725,f7307]) ).

fof(f44111,plain,
    ( m_main_v_request(s449)
    | spl0_262
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26701,f7304]) ).

fof(f44115,plain,
    ( spl0_1359
    | spl0_262
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44111,f7303,f1989,f7307]) ).

fof(f44116,plain,
    ( m_main_v_request(s449)
    | spl0_152
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26318,f7304]) ).

fof(f44121,plain,
    ( spl0_1359
    | spl0_152
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44116,f7303,f1549,f7307]) ).

fof(f44122,plain,
    ( m_main_v_request(s449)
    | spl0_406
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25405,f7304]) ).

fof(f44126,plain,
    ( spl0_1359
    | spl0_406
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44122,f7303,f2565,f7307]) ).

fof(f44127,plain,
    ( m_main_v_request(s449)
    | spl0_243
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26872,f7304]) ).

fof(f44128,plain,
    ( xuntil2p8(s210)
    | spl0_243
    | ~ spl0_457
    | ~ spl0_2467 ),
    inference(forward_subsumption_resolution,[],[f42585,f16850]) ).

fof(f44129,plain,
    ( spl0_1359
    | spl0_243
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44127,f7303,f1913,f7307]) ).

fof(f44130,plain,
    ( spl0_2902
    | spl0_243
    | ~ spl0_457
    | ~ spl0_2467 ),
    inference(avatar_split_clause,[],[f44128,f16849,f2773,f1913,f32442]) ).

fof(f44131,plain,
    ( m_main_v_request(s449)
    | spl0_7
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f22657,f7304]) ).

fof(f44136,plain,
    ( spl0_1359
    | spl0_7
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44131,f7303,f969,f7307]) ).

fof(f44137,plain,
    ( m_main_v_request(s449)
    | spl0_21
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25139,f7304]) ).

fof(f44140,plain,
    ( spl0_1359
    | spl0_21
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44137,f7303,f1025,f7307]) ).

fof(f44141,plain,
    ( m_main_v_request(s449)
    | spl0_8
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f24966,f7304]) ).

fof(f44148,plain,
    ( spl0_1359
    | spl0_8
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44141,f7303,f973,f7307]) ).

fof(f44149,plain,
    ( m_main_v_request(s449)
    | spl0_218
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26912,f7304]) ).

fof(f44151,plain,
    ( spl0_1359
    | spl0_218
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44149,f7303,f1813,f7307]) ).

fof(f44152,plain,
    ( m_main_v_request(s449)
    | spl0_329
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26098,f7304]) ).

fof(f44154,plain,
    ( xuntil2p8(s124)
    | spl0_329
    | ~ spl0_457
    | ~ spl0_2380 ),
    inference(forward_subsumption_resolution,[],[f41110,f15142]) ).

fof(f44155,plain,
    ( spl0_1359
    | spl0_329
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44152,f7303,f2257,f7307]) ).

fof(f44156,plain,
    ( spl0_3044
    | spl0_329
    | ~ spl0_457
    | ~ spl0_2380 ),
    inference(avatar_split_clause,[],[f44154,f15141,f2773,f2257,f36528]) ).

fof(f44157,plain,
    ( m_main_v_request(s449)
    | spl0_132
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26138,f7304]) ).

fof(f44162,plain,
    ( spl0_1359
    | spl0_132
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44157,f7303,f1469,f7307]) ).

fof(f44163,plain,
    ( m_main_v_request(s449)
    | spl0_211
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26849,f7304]) ).

fof(f44167,plain,
    ( xuntil2p8(s244)
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2503 ),
    inference(forward_subsumption_resolution,[],[f42393,f17562]) ).

fof(f44168,plain,
    ( spl0_1359
    | spl0_211
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44163,f7303,f1785,f7307]) ).

fof(f44169,plain,
    ( spl0_3038
    | spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2503 ),
    inference(avatar_split_clause,[],[f44167,f17561,f17520,f17497,f2773,f1785,f36379]) ).

fof(f44170,plain,
    ( m_main_v_request(s449)
    | spl0_176
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26534,f7304]) ).

fof(f44176,plain,
    ( spl0_1359
    | spl0_176
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44170,f7303,f1645,f7307]) ).

fof(f44177,plain,
    ( m_main_v_request(s449)
    | spl0_41
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25319,f7304]) ).

fof(f44180,plain,
    ( spl0_1359
    | spl0_41
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44177,f7303,f1105,f7307]) ).

fof(f44181,plain,
    ( m_main_v_request(s449)
    | spl0_268
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26647,f7304]) ).

fof(f44182,plain,
    ( xuntil2p8(s185)
    | spl0_268
    | ~ spl0_457
    | ~ spl0_2432 ),
    inference(forward_subsumption_resolution,[],[f42008,f16235]) ).

fof(f44183,plain,
    ( spl0_1359
    | spl0_268
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44181,f7303,f2013,f7307]) ).

fof(f44184,plain,
    ( spl0_2877
    | spl0_268
    | ~ spl0_457
    | ~ spl0_2432 ),
    inference(avatar_split_clause,[],[f44182,f16234,f2773,f2013,f32226]) ).

fof(f44185,plain,
    ( m_main_v_request(s449)
    | spl0_276
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26575,f7304]) ).

fof(f44188,plain,
    ( spl0_1359
    | spl0_276
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44185,f7303,f2045,f7307]) ).

fof(f44189,plain,
    ( m_main_v_request(s449)
    | spl0_259
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26728,f7304]) ).

fof(f44191,plain,
    ( spl0_1359
    | spl0_259
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44189,f7303,f1977,f7307]) ).

fof(f44192,plain,
    ( m_main_v_request(s449)
    | spl0_279
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26548,f7304]) ).

fof(f44193,plain,
    ( xuntil2p8(s174)
    | spl0_279
    | ~ spl0_457
    | ~ spl0_2430 ),
    inference(forward_subsumption_resolution,[],[f42329,f16114]) ).

fof(f44194,plain,
    ( spl0_1359
    | spl0_279
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44192,f7303,f2057,f7307]) ).

fof(f44195,plain,
    ( spl0_3018
    | spl0_279
    | ~ spl0_457
    | ~ spl0_2430 ),
    inference(avatar_split_clause,[],[f44193,f16113,f2773,f2057,f35450]) ).

fof(f44196,plain,
    ( m_main_v_request(s449)
    | spl0_94
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25796,f7304]) ).

fof(f44200,plain,
    ( spl0_1359
    | spl0_94
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44196,f7303,f1317,f7307]) ).

fof(f44201,plain,
    ( m_main_v_request(s449)
    | spl0_339
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26008,f7304]) ).

fof(f44203,plain,
    ( xuntil2p8(s114)
    | spl0_339
    | ~ spl0_457
    | ~ spl0_2377 ),
    inference(forward_subsumption_resolution,[],[f42143,f15099]) ).

fof(f44204,plain,
    ( spl0_1359
    | spl0_339
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44201,f7303,f2297,f7307]) ).

fof(f44205,plain,
    ( spl0_2840
    | spl0_339
    | ~ spl0_457
    | ~ spl0_2377 ),
    inference(avatar_split_clause,[],[f44203,f15098,f2773,f2297,f31867]) ).

fof(f44206,plain,
    ( m_main_v_request(s449)
    | spl0_337
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26026,f7304]) ).

fof(f44208,plain,
    ( spl0_1359
    | spl0_337
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44206,f7303,f2289,f7307]) ).

fof(f44209,plain,
    ( m_main_v_request(s449)
    | spl0_107
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25913,f7304]) ).

fof(f44212,plain,
    ( spl0_1359
    | spl0_107
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44209,f7303,f1369,f7307]) ).

fof(f44213,plain,
    ( m_main_v_request(s449)
    | spl0_409
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25378,f7304]) ).

fof(f44214,plain,
    ( xuntil2p8(s44)
    | spl0_409
    | ~ spl0_457
    | ~ spl0_2287 ),
    inference(forward_subsumption_resolution,[],[f42728,f13455]) ).

fof(f44215,plain,
    ( spl0_1359
    | spl0_409
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44213,f7303,f2577,f7307]) ).

fof(f44216,plain,
    ( spl0_2768
    | spl0_409
    | ~ spl0_457
    | ~ spl0_2287 ),
    inference(avatar_split_clause,[],[f44214,f13454,f2773,f2577,f31241]) ).

fof(f44217,plain,
    ( m_main_v_request(s449)
    | spl0_205
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26795,f7304]) ).

fof(f44220,plain,
    ( spl0_1359
    | spl0_205
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44217,f7303,f1761,f7307]) ).

fof(f44221,plain,
    ( m_main_v_request(s449)
    | spl0_270
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26629,f7304]) ).

fof(f44222,plain,
    ( xuntil2p8(s183)
    | spl0_270
    | ~ spl0_457
    | ~ spl0_2434 ),
    inference(forward_subsumption_resolution,[],[f41678,f16257]) ).

fof(f44223,plain,
    ( spl0_1359
    | spl0_270
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44221,f7303,f2021,f7307]) ).

fof(f44224,plain,
    ( spl0_2879
    | spl0_270
    | ~ spl0_457
    | ~ spl0_2434 ),
    inference(avatar_split_clause,[],[f44222,f16256,f2773,f2021,f32238]) ).

fof(f44225,plain,
    ( m_main_v_request(s449)
    | spl0_376
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25675,f7304]) ).

fof(f44228,plain,
    ( xuntil2p8(s78)
    | spl0_376
    | ~ spl0_457
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(forward_subsumption_resolution,[],[f41897,f14507]) ).

fof(f44229,plain,
    ( spl0_1359
    | spl0_376
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44225,f7303,f2445,f7307]) ).

fof(f44230,plain,
    ( spl0_2822
    | spl0_376
    | ~ spl0_457
    | ~ spl0_2346
    | ~ spl0_2347 ),
    inference(avatar_split_clause,[],[f44228,f14517,f14506,f2773,f2445,f31689]) ).

fof(f44231,plain,
    ( m_main_v_request(s449)
    | spl0_373
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25702,f7304]) ).

fof(f44234,plain,
    ( spl0_1359
    | spl0_373
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44231,f7303,f2433,f7307]) ).

fof(f44235,plain,
    ( m_main_v_request(s449)
    | spl0_246
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26845,f7304]) ).

fof(f44238,plain,
    ( spl0_1359
    | spl0_246
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44235,f7303,f1925,f7307]) ).

fof(f44239,plain,
    ( m_main_v_request(s449)
    | spl0_164
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26426,f7304]) ).

fof(f44241,plain,
    ( spl0_1359
    | spl0_164
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44239,f7303,f1597,f7307]) ).

fof(f44242,plain,
    ( m_main_v_request(s449)
    | spl0_99
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25841,f7304]) ).

fof(f44246,plain,
    ( spl0_1359
    | spl0_99
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44242,f7303,f1337,f7307]) ).

fof(f44247,plain,
    ( m_main_v_request(s449)
    | spl0_333
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26062,f7304]) ).

fof(f44248,plain,
    ( xuntil2p8(s120)
    | spl0_333
    | ~ spl0_457
    | ~ spl0_2371 ),
    inference(forward_subsumption_resolution,[],[f42590,f15033]) ).

fof(f44249,plain,
    ( spl0_1359
    | spl0_333
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44247,f7303,f2273,f7307]) ).

fof(f44250,plain,
    ( spl0_2834
    | spl0_333
    | ~ spl0_457
    | ~ spl0_2371 ),
    inference(avatar_split_clause,[],[f44248,f15032,f2773,f2273,f31831]) ).

fof(f44251,plain,
    ( m_main_v_request(s449)
    | spl0_104
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25886,f7304]) ).

fof(f44255,plain,
    ( spl0_1359
    | spl0_104
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44251,f7303,f1357,f7307]) ).

fof(f44256,plain,
    ( m_main_v_request(s449)
    | spl0_347
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25936,f7304]) ).

fof(f44257,plain,
    ( xuntil2p8(s106)
    | spl0_347
    | ~ spl0_457
    | ~ spl0_2362 ),
    inference(forward_subsumption_resolution,[],[f41595,f14838]) ).

fof(f44258,plain,
    ( spl0_1359
    | spl0_347
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44256,f7303,f2329,f7307]) ).

fof(f44259,plain,
    ( spl0_2999
    | spl0_347
    | ~ spl0_457
    | ~ spl0_2362 ),
    inference(avatar_split_clause,[],[f44257,f14837,f2773,f2329,f34174]) ).

fof(f44260,plain,
    ( m_main_v_request(s449)
    | spl0_47
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25373,f7304]) ).

fof(f44262,plain,
    ( spl0_1359
    | spl0_47
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44260,f7303,f1129,f7307]) ).

fof(f44263,plain,
    ( m_main_v_request(s449)
    | spl0_261
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26710,f7304]) ).

fof(f44264,plain,
    ( xuntil2p8(s192)
    | spl0_261
    | ~ spl0_457
    | ~ spl0_2450 ),
    inference(forward_subsumption_resolution,[],[f41917,f16521]) ).

fof(f44265,plain,
    ( spl0_1359
    | spl0_261
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44263,f7303,f1985,f7307]) ).

fof(f44266,plain,
    ( spl0_2890
    | spl0_261
    | ~ spl0_457
    | ~ spl0_2450 ),
    inference(avatar_split_clause,[],[f44264,f16520,f2773,f1985,f32333]) ).

fof(f44267,plain,
    ( m_main_v_request(s449)
    | spl0_199
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26741,f7304]) ).

fof(f44270,plain,
    ( spl0_1359
    | spl0_199
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44267,f7303,f1737,f7307]) ).

fof(f44271,plain,
    ( m_main_v_request(s449)
    | spl0_27
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25193,f7304]) ).

fof(f44273,plain,
    ( spl0_1359
    | spl0_27
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44271,f7303,f1049,f7307]) ).

fof(f44274,plain,
    ( m_main_v_request(s449)
    | spl0_383
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25612,f7304]) ).

fof(f44276,plain,
    ( xuntil2p8(s70)
    | spl0_383
    | ~ spl0_457
    | ~ spl0_2323 ),
    inference(forward_subsumption_resolution,[],[f42276,f14117]) ).

fof(f44277,plain,
    ( spl0_1359
    | spl0_383
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44274,f7303,f2473,f7307]) ).

fof(f44278,plain,
    ( spl0_2801
    | spl0_383
    | ~ spl0_457
    | ~ spl0_2323 ),
    inference(avatar_split_clause,[],[f44276,f14116,f2773,f2473,f31523]) ).

fof(f44279,plain,
    ( m_main_v_request(s449)
    | spl0_223
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26957,f7304]) ).

fof(f44281,plain,
    ( spl0_1359
    | spl0_223
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44279,f7303,f1833,f7307]) ).

fof(f44282,plain,
    ( m_main_v_request(s449)
    | spl0_384
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25603,f7304]) ).

fof(f44284,plain,
    ( xuntil2p8(s69)
    | spl0_384
    | ~ spl0_457
    | ~ spl0_2324 ),
    inference(forward_subsumption_resolution,[],[f40662,f14128]) ).

fof(f44285,plain,
    ( spl0_1359
    | spl0_384
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44282,f7303,f2477,f7307]) ).

fof(f44286,plain,
    ( spl0_2802
    | spl0_384
    | ~ spl0_457
    | ~ spl0_2324 ),
    inference(avatar_split_clause,[],[f44284,f14127,f2773,f2477,f31529]) ).

fof(f44287,plain,
    ( m_main_v_request(s449)
    | spl0_187
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26633,f7304]) ).

fof(f44289,plain,
    ( spl0_1359
    | spl0_187
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44287,f7303,f1689,f7307]) ).

fof(f44290,plain,
    ( m_main_v_request(s449)
    | spl0_116
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25994,f7304]) ).

fof(f44292,plain,
    ( spl0_1359
    | spl0_116
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44290,f7303,f1405,f7307]) ).

fof(f44293,plain,
    ( m_main_v_request(s449)
    | spl0_133
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26147,f7304]) ).

fof(f44299,plain,
    ( spl0_1359
    | spl0_133
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44293,f7303,f1473,f7307]) ).

fof(f44300,plain,
    ( m_main_v_request(s449)
    | spl0_335
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26044,f7304]) ).

fof(f44301,plain,
    ( xuntil2p8(s118)
    | spl0_335
    | ~ spl0_457
    | ~ spl0_2373 ),
    inference(forward_subsumption_resolution,[],[f41298,f15055]) ).

fof(f44302,plain,
    ( spl0_1359
    | spl0_335
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44300,f7303,f2281,f7307]) ).

fof(f44303,plain,
    ( spl0_2836
    | spl0_335
    | ~ spl0_457
    | ~ spl0_2373 ),
    inference(avatar_split_clause,[],[f44301,f15054,f2773,f2281,f31843]) ).

fof(f44304,plain,
    ( m_main_v_request(s449)
    | spl0_124
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26066,f7304]) ).

fof(f44307,plain,
    ( spl0_1359
    | spl0_124
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44304,f7303,f1437,f7307]) ).

fof(f44308,plain,
    ( m_main_v_request(s449)
    | spl0_13
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25067,f7304]) ).

fof(f44312,plain,
    ( spl0_1359
    | spl0_13
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44308,f7303,f993,f7307]) ).

fof(f44313,plain,
    ( m_main_v_request(s449)
    | spl0_303
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26332,f7304]) ).

fof(f44315,plain,
    ( spl0_1359
    | spl0_303
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44313,f7303,f2153,f7307]) ).

fof(f44316,plain,
    ( m_main_v_request(s449)
    | spl0_342
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25981,f7304]) ).

fof(f44318,plain,
    ( spl0_1359
    | spl0_342
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44316,f7303,f2309,f7307]) ).

fof(f44319,plain,
    ( m_main_v_request(s449)
    | spl0_179
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26561,f7304]) ).

fof(f44322,plain,
    ( spl0_1359
    | spl0_179
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44319,f7303,f1657,f7307]) ).

fof(f44323,plain,
    ( m_main_v_request(s449)
    | spl0_402
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25441,f7304]) ).

fof(f44324,plain,
    ( xuntil2p8(s51)
    | spl0_402
    | ~ spl0_457
    | ~ spl0_2312 ),
    inference(forward_subsumption_resolution,[],[f41359,f13865]) ).

fof(f44325,plain,
    ( spl0_1359
    | spl0_402
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44323,f7303,f2549,f7307]) ).

fof(f44326,plain,
    ( spl0_2792
    | spl0_402
    | ~ spl0_457
    | ~ spl0_2312 ),
    inference(avatar_split_clause,[],[f44324,f13864,f2773,f2549,f31430]) ).

fof(f44327,plain,
    ( m_main_v_request(s449)
    | spl0_356
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25855,f7304]) ).

fof(f44329,plain,
    ( xuntil2p8(s97)
    | spl0_356
    | ~ spl0_457
    | ~ spl0_2351 ),
    inference(forward_subsumption_resolution,[],[f41635,f14654]) ).

fof(f44330,plain,
    ( spl0_1359
    | spl0_356
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44327,f7303,f2365,f7307]) ).

fof(f44331,plain,
    ( spl0_2825
    | spl0_356
    | ~ spl0_457
    | ~ spl0_2351 ),
    inference(avatar_split_clause,[],[f44329,f14653,f2773,f2365,f31741]) ).

fof(f44332,plain,
    ( m_main_v_request(s449)
    | spl0_235
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26944,f7304]) ).

fof(f44335,plain,
    ( spl0_1359
    | spl0_235
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44332,f7303,f1881,f7307]) ).

fof(f44336,plain,
    ( m_main_v_request(s449)
    | spl0_165
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26435,f7304]) ).

fof(f44339,plain,
    ( spl0_1359
    | spl0_165
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44336,f7303,f1601,f7307]) ).

fof(f44340,plain,
    ( m_main_v_request(s449)
    | spl0_166
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26444,f7304]) ).

fof(f44344,plain,
    ( spl0_1359
    | spl0_166
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44340,f7303,f1605,f7307]) ).

fof(f44345,plain,
    ( m_main_v_request(s449)
    | spl0_344
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25963,f7304]) ).

fof(f44347,plain,
    ( spl0_1359
    | spl0_344
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44345,f7303,f2317,f7307]) ).

fof(f44348,plain,
    ( m_main_v_request(s449)
    | spl0_226
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26984,f7304]) ).

fof(f44349,plain,
    ( xuntil2p8(s227)
    | spl0_226
    | ~ spl0_457
    | ~ spl0_2483 ),
    inference(forward_subsumption_resolution,[],[f42499,f17144]) ).

fof(f44350,plain,
    ( spl0_1359
    | spl0_226
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44348,f7303,f1845,f7307]) ).

fof(f44351,plain,
    ( spl0_2914
    | spl0_226
    | ~ spl0_457
    | ~ spl0_2483 ),
    inference(avatar_split_clause,[],[f44349,f17143,f2773,f1845,f32550]) ).

fof(f44352,plain,
    ( m_main_v_request(s449)
    | spl0_209
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26831,f7304]) ).

fof(f44354,plain,
    ( spl0_1359
    | spl0_209
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44352,f7303,f1777,f7307]) ).

fof(f44355,plain,
    ( m_main_v_request(s449)
    | spl0_24
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25166,f7304]) ).

fof(f44359,plain,
    ( spl0_1359
    | spl0_24
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44355,f7303,f1037,f7307]) ).

fof(f44360,plain,
    ( m_main_v_request(s449)
    | spl0_311
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26260,f7304]) ).

fof(f44362,plain,
    ( xuntil2p8(s142)
    | spl0_311
    | ~ spl0_457
    | ~ spl0_2398 ),
    inference(forward_subsumption_resolution,[],[f42283,f15500]) ).

fof(f44363,plain,
    ( spl0_1359
    | spl0_311
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44360,f7303,f2185,f7307]) ).

fof(f44364,plain,
    ( spl0_2996
    | spl0_311
    | ~ spl0_457
    | ~ spl0_2398 ),
    inference(avatar_split_clause,[],[f44362,f15499,f2773,f2185,f34090]) ).

fof(f44365,plain,
    ( m_main_v_request(s449)
    | spl0_304
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26323,f7304]) ).

fof(f44368,plain,
    ( spl0_1359
    | spl0_304
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44365,f7303,f2157,f7307]) ).

fof(f44369,plain,
    ( m_main_v_request(s449)
    | spl0_227
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26993,f7304]) ).

fof(f44371,plain,
    ( spl0_1359
    | spl0_227
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44369,f7303,f1849,f7307]) ).

fof(f44372,plain,
    ( m_main_v_request(s449)
    | spl0_100
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25850,f7304]) ).

fof(f44375,plain,
    ( spl0_1359
    | spl0_100
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44372,f7303,f1341,f7307]) ).

fof(f44376,plain,
    ( m_main_v_request(s449)
    | spl0_66
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25544,f7304]) ).

fof(f44379,plain,
    ( spl0_1359
    | spl0_66
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44376,f7303,f1205,f7307]) ).

fof(f44380,plain,
    ( m_main_v_request(s449)
    | spl0_93
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25787,f7304]) ).

fof(f44383,plain,
    ( spl0_1359
    | spl0_93
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44380,f7303,f1313,f7307]) ).

fof(f44384,plain,
    ( m_main_v_request(s449)
    | spl0_20
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25130,f7304]) ).

fof(f44388,plain,
    ( spl0_1359
    | spl0_20
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44384,f7303,f1021,f7307]) ).

fof(f44389,plain,
    ( m_main_v_request(s449)
    | spl0_302
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26341,f7304]) ).

fof(f44390,plain,
    ( xuntil2p8(s151)
    | spl0_302
    | ~ spl0_457
    | ~ spl0_2407 ),
    inference(forward_subsumption_resolution,[],[f41504,f15674]) ).

fof(f44391,plain,
    ( spl0_1359
    | spl0_302
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44389,f7303,f2149,f7307]) ).

fof(f44392,plain,
    ( spl0_3004
    | spl0_302
    | ~ spl0_457
    | ~ spl0_2407 ),
    inference(avatar_split_clause,[],[f44390,f15673,f2773,f2149,f34541]) ).

fof(f44393,plain,
    ( m_main_v_request(s449)
    | spl0_417
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25306,f7304]) ).

fof(f44395,plain,
    ( xuntil2p8(s36)
    | spl0_417
    | ~ spl0_457
    | ~ spl0_2295 ),
    inference(forward_subsumption_resolution,[],[f42777,f13543]) ).

fof(f44396,plain,
    ( spl0_1359
    | spl0_417
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44393,f7303,f2609,f7307]) ).

fof(f44397,plain,
    ( spl0_2776
    | spl0_417
    | ~ spl0_457
    | ~ spl0_2295 ),
    inference(avatar_split_clause,[],[f44395,f13542,f2773,f2609,f31289]) ).

fof(f44398,plain,
    ( m_main_v_request(s449)
    | spl0_19
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25121,f7304]) ).

fof(f44401,plain,
    ( spl0_1359
    | spl0_19
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44398,f7303,f1017,f7307]) ).

fof(f44402,plain,
    ( m_main_v_request(s449)
    | spl0_171
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26489,f7304]) ).

fof(f44406,plain,
    ( spl0_1359
    | spl0_171
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44402,f7303,f1625,f7307]) ).

fof(f44407,plain,
    ( m_main_v_request(s449)
    | spl0_61
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25499,f7304]) ).

fof(f44411,plain,
    ( spl0_1359
    | spl0_61
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44407,f7303,f1185,f7307]) ).

fof(f44412,plain,
    ( m_main_v_request(s449)
    | spl0_9
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25000,f7304]) ).

fof(f44420,plain,
    ( spl0_1359
    | spl0_9
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44412,f7303,f977,f7307]) ).

fof(f44421,plain,
    ( m_main_v_request(s449)
    | spl0_144
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26246,f7304]) ).

fof(f44424,plain,
    ( spl0_1359
    | spl0_144
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44421,f7303,f1517,f7307]) ).

fof(f44425,plain,
    ( m_main_v_request(s449)
    | spl0_81
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25679,f7304]) ).

fof(f44430,plain,
    ( spl0_1359
    | spl0_81
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44425,f7303,f1265,f7307]) ).

fof(f44431,plain,
    ( m_main_v_request(s449)
    | spl0_17
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25103,f7304]) ).

fof(f44434,plain,
    ( spl0_1359
    | spl0_17
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44431,f7303,f1009,f7307]) ).

fof(f44435,plain,
    ( m_main_v_request(s449)
    | spl0_149
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26291,f7304]) ).

fof(f44437,plain,
    ( spl0_1359
    | spl0_149
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44435,f7303,f1537,f7307]) ).

fof(f44438,plain,
    ( m_main_v_request(s449)
    | spl0_185
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26615,f7304]) ).

fof(f44442,plain,
    ( spl0_1359
    | spl0_185
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44438,f7303,f1681,f7307]) ).

fof(f44443,plain,
    ( m_main_v_request(s449)
    | spl0_244
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26863,f7304]) ).

fof(f44445,plain,
    ( xuntil2p8(s209)
    | spl0_244
    | ~ spl0_457
    | ~ spl0_2468 ),
    inference(forward_subsumption_resolution,[],[f42302,f16861]) ).

fof(f44446,plain,
    ( spl0_1359
    | spl0_244
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44443,f7303,f1917,f7307]) ).

fof(f44447,plain,
    ( spl0_2903
    | spl0_244
    | ~ spl0_457
    | ~ spl0_2468 ),
    inference(avatar_split_clause,[],[f44445,f16860,f2773,f1917,f32448]) ).

fof(f44448,plain,
    ( m_main_v_request(s449)
    | spl0_371
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25720,f7304]) ).

fof(f44450,plain,
    ( xuntil2p8(s82)
    | spl0_371
    | ~ spl0_457
    | ~ spl0_2342 ),
    inference(forward_subsumption_resolution,[],[f42471,f14463]) ).

fof(f44451,plain,
    ( spl0_1359
    | spl0_371
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44448,f7303,f2425,f7307]) ).

fof(f44452,plain,
    ( spl0_2818
    | spl0_371
    | ~ spl0_457
    | ~ spl0_2342 ),
    inference(avatar_split_clause,[],[f44450,f14462,f2773,f2425,f31665]) ).

fof(f44453,plain,
    ( m_main_v_request(s449)
    | spl0_287
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26476,f7304]) ).

fof(f44455,plain,
    ( spl0_1359
    | spl0_287
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44453,f7303,f2089,f7307]) ).

fof(f44456,plain,
    ( m_main_v_request(s449)
    | spl0_397
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25486,f7304]) ).

fof(f44458,plain,
    ( xuntil2p8(s56)
    | spl0_397
    | ~ spl0_457
    | ~ spl0_2307 ),
    inference(forward_subsumption_resolution,[],[f41117,f13810]) ).

fof(f44459,plain,
    ( spl0_1359
    | spl0_397
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44456,f7303,f2529,f7307]) ).

fof(f44460,plain,
    ( spl0_2787
    | spl0_397
    | ~ spl0_457
    | ~ spl0_2307 ),
    inference(avatar_split_clause,[],[f44458,f13809,f2773,f2529,f31400]) ).

fof(f44461,plain,
    ( m_main_v_request(s449)
    | spl0_87
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25733,f7304]) ).

fof(f44465,plain,
    ( spl0_1359
    | spl0_87
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44461,f7303,f1289,f7307]) ).

fof(f44466,plain,
    ( m_main_v_request(s449)
    | spl0_103
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25877,f7304]) ).

fof(f44469,plain,
    ( spl0_1359
    | spl0_103
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44466,f7303,f1353,f7307]) ).

fof(f44470,plain,
    ( m_main_v_request(s449)
    | spl0_363
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25792,f7304]) ).

fof(f44471,plain,
    ( xuntil2p8(s90)
    | spl0_363
    | ~ spl0_457
    | ~ spl0_2334 ),
    inference(forward_subsumption_resolution,[],[f41307,f14375]) ).

fof(f44472,plain,
    ( spl0_1359
    | spl0_363
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44470,f7303,f2393,f7307]) ).

fof(f44473,plain,
    ( spl0_2810
    | spl0_363
    | ~ spl0_457
    | ~ spl0_2334 ),
    inference(avatar_split_clause,[],[f44471,f14374,f2773,f2393,f31617]) ).

fof(f44474,plain,
    ( m_main_v_request(s449)
    | spl0_137
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26183,f7304]) ).

fof(f44477,plain,
    ( spl0_1359
    | spl0_137
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44474,f7303,f1489,f7307]) ).

fof(f44478,plain,
    ( m_main_v_request(s449)
    | spl0_200
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26750,f7304]) ).

fof(f44481,plain,
    ( spl0_1359
    | spl0_200
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44478,f7303,f1741,f7307]) ).

fof(f44482,plain,
    ( m_main_v_request(s449)
    | spl0_96
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25814,f7304]) ).

fof(f44485,plain,
    ( spl0_1359
    | spl0_96
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44482,f7303,f1325,f7307]) ).

fof(f44486,plain,
    ( m_main_v_request(s449)
    | spl0_90
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25760,f7304]) ).

fof(f44488,plain,
    ( spl0_1359
    | spl0_90
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44486,f7303,f1301,f7307]) ).

fof(f44489,plain,
    ( m_main_v_request(s449)
    | spl0_168
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26462,f7304]) ).

fof(f44491,plain,
    ( xuntil2p8(s285)
    | spl0_168
    | ~ spl0_457
    | ~ spl0_2541 ),
    inference(forward_subsumption_resolution,[],[f42451,f18360]) ).

fof(f44492,plain,
    ( spl0_1359
    | spl0_168
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44489,f7303,f1613,f7307]) ).

fof(f44493,plain,
    ( spl0_3026
    | spl0_168
    | ~ spl0_457
    | ~ spl0_2541 ),
    inference(avatar_split_clause,[],[f44491,f18359,f2773,f1613,f35845]) ).

fof(f44494,plain,
    ( m_main_v_request(s449)
    | spl0_33
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25247,f7304]) ).

fof(f44497,plain,
    ( spl0_1359
    | spl0_33
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44494,f7303,f1073,f7307]) ).

fof(f44498,plain,
    ( m_main_v_request(s449)
    | spl0_278
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26557,f7304]) ).

fof(f44502,plain,
    ( spl0_1359
    | spl0_278
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44498,f7303,f2053,f7307]) ).

fof(f44503,plain,
    ( m_main_v_request(s449)
    | spl0_316
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26215,f7304]) ).

fof(f44505,plain,
    ( spl0_1359
    | spl0_316
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44503,f7303,f2205,f7307]) ).

fof(f44506,plain,
    ( m_main_v_request(s449)
    | spl0_78
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25652,f7304]) ).

fof(f44510,plain,
    ( spl0_1359
    | spl0_78
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44506,f7303,f1253,f7307]) ).

fof(f44511,plain,
    ( m_main_v_request(s449)
    | spl0_301
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26350,f7304]) ).

fof(f44514,plain,
    ( xuntil2p8(s153)
    | spl0_301
    | ~ spl0_457
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(forward_subsumption_resolution,[],[f41327,f15784]) ).

fof(f44515,plain,
    ( spl0_1359
    | spl0_301
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44511,f7303,f2145,f7307]) ).

fof(f44516,plain,
    ( spl0_2863
    | spl0_301
    | ~ spl0_457
    | ~ spl0_2412
    | ~ spl0_2413 ),
    inference(avatar_split_clause,[],[f44514,f15794,f15783,f2773,f2145,f32085]) ).

fof(f44517,plain,
    ( m_main_v_request(s449)
    | spl0_154
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26336,f7304]) ).

fof(f44520,plain,
    ( spl0_1359
    | spl0_154
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44517,f7303,f1557,f7307]) ).

fof(f44521,plain,
    ( m_main_v_request(s449)
    | spl0_30
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25220,f7304]) ).

fof(f44524,plain,
    ( spl0_1359
    | spl0_30
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44521,f7303,f1061,f7307]) ).

fof(f44525,plain,
    ( m_main_v_request(s449)
    | spl0_203
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26777,f7304]) ).

fof(f44527,plain,
    ( spl0_1359
    | spl0_203
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44525,f7303,f1753,f7307]) ).

fof(f44528,plain,
    ( m_main_v_request(s449)
    | spl0_83
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25697,f7304]) ).

fof(f44531,plain,
    ( spl0_1359
    | spl0_83
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44528,f7303,f1273,f7307]) ).

fof(f44532,plain,
    ( m_main_v_request(s449)
    | spl0_122
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26048,f7304]) ).

fof(f44538,plain,
    ( spl0_1359
    | spl0_122
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44532,f7303,f1429,f7307]) ).

fof(f44539,plain,
    ( m_main_v_request(s449)
    | spl0_391
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25540,f7304]) ).

fof(f44542,plain,
    ( xuntil2p8(s63)
    | spl0_391
    | ~ spl0_457
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(forward_subsumption_resolution,[],[f42295,f14194]) ).

fof(f44543,plain,
    ( spl0_1359
    | spl0_391
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44539,f7303,f2505,f7307]) ).

fof(f44544,plain,
    ( spl0_2808
    | spl0_391
    | ~ spl0_457
    | ~ spl0_2330
    | ~ spl0_2331 ),
    inference(avatar_split_clause,[],[f44542,f14204,f14193,f2773,f2505,f31565]) ).

fof(f44545,plain,
    ( m_main_v_request(s449)
    | spl0_105
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25895,f7304]) ).

fof(f44550,plain,
    ( spl0_1359
    | spl0_105
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44545,f7303,f1361,f7307]) ).

fof(f44551,plain,
    ( m_main_v_request(s449)
    | spl0_362
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25801,f7304]) ).

fof(f44552,plain,
    ( xuntil2p8(s91)
    | spl0_362
    | ~ spl0_457
    | ~ spl0_2333 ),
    inference(forward_subsumption_resolution,[],[f41236,f14362]) ).

fof(f44553,plain,
    ( spl0_1359
    | spl0_362
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44551,f7303,f2389,f7307]) ).

fof(f44554,plain,
    ( spl0_2809
    | spl0_362
    | ~ spl0_457
    | ~ spl0_2333 ),
    inference(avatar_split_clause,[],[f44552,f14361,f2773,f2389,f31610]) ).

fof(f44555,plain,
    ( m_main_v_request(s449)
    | spl0_255
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26764,f7304]) ).

fof(f44557,plain,
    ( spl0_1359
    | spl0_255
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44555,f7303,f1961,f7307]) ).

fof(f44558,plain,
    ( m_main_v_request(s449)
    | spl0_401
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25450,f7304]) ).

fof(f44560,plain,
    ( spl0_1359
    | spl0_401
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44558,f7303,f2545,f7307]) ).

fof(f44561,plain,
    ( m_main_v_request(s449)
    | spl0_182
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26588,f7304]) ).

fof(f44564,plain,
    ( spl0_1359
    | spl0_182
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44561,f7303,f1669,f7307]) ).

fof(f44565,plain,
    ( m_main_v_request(s449)
    | spl0_5
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f22280,f7304]) ).

fof(f44568,plain,
    ( spl0_1359
    | spl0_5
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44565,f7303,f961,f7307]) ).

fof(f44569,plain,
    ( m_main_v_request(s449)
    | spl0_315
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26224,f7304]) ).

fof(f44570,plain,
    ( xuntil2p8(s138)
    | spl0_315
    | ~ spl0_457
    | ~ spl0_2394 ),
    inference(forward_subsumption_resolution,[],[f41568,f15451]) ).

fof(f44571,plain,
    ( spl0_1359
    | spl0_315
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44569,f7303,f2201,f7307]) ).

fof(f44572,plain,
    ( spl0_2851
    | spl0_315
    | ~ spl0_457
    | ~ spl0_2394 ),
    inference(avatar_split_clause,[],[f44570,f15450,f2773,f2201,f31979]) ).

fof(f44573,plain,
    ( m_main_v_request(s449)
    | spl0_273
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26602,f7304]) ).

fof(f44575,plain,
    ( spl0_1359
    | spl0_273
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44573,f7303,f2033,f7307]) ).

fof(f44576,plain,
    ( m_main_v_request(s449)
    | spl0_319
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26188,f7304]) ).

fof(f44578,plain,
    ( spl0_1359
    | spl0_319
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44576,f7303,f2217,f7307]) ).

fof(f44579,plain,
    ( m_main_v_request(s449)
    | spl0_420
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25279,f7304]) ).

fof(f44580,plain,
    ( xuntil2p8(s33)
    | spl0_420
    | ~ spl0_457
    | ~ spl0_2298 ),
    inference(forward_subsumption_resolution,[],[f42794,f13576]) ).

fof(f44581,plain,
    ( spl0_1359
    | spl0_420
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44579,f7303,f2621,f7307]) ).

fof(f44582,plain,
    ( spl0_2779
    | spl0_420
    | ~ spl0_457
    | ~ spl0_2298 ),
    inference(avatar_split_clause,[],[f44580,f13575,f2773,f2621,f31307]) ).

fof(f44583,plain,
    ( m_main_v_request(s449)
    | spl0_313
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26242,f7304]) ).

fof(f44585,plain,
    ( spl0_1359
    | spl0_313
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44583,f7303,f2193,f7307]) ).

fof(f44586,plain,
    ( m_main_v_request(s449)
    | spl0_148
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26282,f7304]) ).

fof(f44588,plain,
    ( spl0_1359
    | spl0_148
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44586,f7303,f1533,f7307]) ).

fof(f44589,plain,
    ( m_main_v_request(s449)
    | spl0_54
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25436,f7304]) ).

fof(f44594,plain,
    ( spl0_1359
    | spl0_54
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44589,f7303,f1157,f7307]) ).

fof(f44595,plain,
    ( m_main_v_request(s449)
    | spl0_51
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25409,f7304]) ).

fof(f44598,plain,
    ( spl0_1359
    | spl0_51
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44595,f7303,f1145,f7307]) ).

fof(f44599,plain,
    ( m_main_v_request(s449)
    | spl0_158
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26372,f7304]) ).

fof(f44601,plain,
    ( spl0_1359
    | spl0_158
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44599,f7303,f1573,f7307]) ).

fof(f44602,plain,
    ( m_main_v_request(s449)
    | spl0_201
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26759,f7304]) ).

fof(f44604,plain,
    ( spl0_1359
    | spl0_201
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44602,f7303,f1745,f7307]) ).

fof(f44605,plain,
    ( m_main_v_request(s449)
    | spl0_123
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26057,f7304]) ).

fof(f44608,plain,
    ( spl0_1359
    | spl0_123
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44605,f7303,f1433,f7307]) ).

fof(f44609,plain,
    ( m_main_v_request(s449)
    | spl0_326
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26125,f7304]) ).

fof(f44610,plain,
    ( xuntil2p8(s127)
    | spl0_326
    | ~ spl0_457
    | ~ spl0_2383 ),
    inference(forward_subsumption_resolution,[],[f41623,f15236]) ).

fof(f44611,plain,
    ( spl0_1359
    | spl0_326
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44609,f7303,f2245,f7307]) ).

fof(f44612,plain,
    ( spl0_2844
    | spl0_326
    | ~ spl0_457
    | ~ spl0_2383 ),
    inference(avatar_split_clause,[],[f44610,f15235,f2773,f2245,f31917]) ).

fof(f44613,plain,
    ( m_main_v_request(s449)
    | spl0_136
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26174,f7304]) ).

fof(f44616,plain,
    ( spl0_1359
    | spl0_136
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44613,f7303,f1485,f7307]) ).

fof(f44617,plain,
    ( m_main_v_request(s449)
    | spl0_222
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26948,f7304]) ).

fof(f44620,plain,
    ( spl0_1359
    | spl0_222
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44617,f7303,f1829,f7307]) ).

fof(f44621,plain,
    ( m_main_v_request(s449)
    | spl0_299
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26368,f7304]) ).

fof(f44624,plain,
    ( spl0_1359
    | spl0_299
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44621,f7303,f2137,f7307]) ).

fof(f44625,plain,
    ( m_main_v_request(s449)
    | spl0_112
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25958,f7304]) ).

fof(f44628,plain,
    ( spl0_1359
    | spl0_112
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44625,f7303,f1389,f7307]) ).

fof(f44629,plain,
    ( m_main_v_request(s449)
    | spl0_323
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26152,f7304]) ).

fof(f44630,plain,
    ( xuntil2p8(s130)
    | spl0_323
    | ~ spl0_457
    | ~ spl0_2386 ),
    inference(forward_subsumption_resolution,[],[f41581,f15272]) ).

fof(f44631,plain,
    ( spl0_1359
    | spl0_323
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44629,f7303,f2233,f7307]) ).

fof(f44632,plain,
    ( spl0_3010
    | spl0_323
    | ~ spl0_457
    | ~ spl0_2386 ),
    inference(avatar_split_clause,[],[f44630,f15271,f2773,f2233,f34800]) ).

fof(f44633,plain,
    ( m_main_v_request(s449)
    | spl0_224
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26966,f7304]) ).

fof(f44636,plain,
    ( spl0_1359
    | spl0_224
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44633,f7303,f1837,f7307]) ).

fof(f44637,plain,
    ( m_main_v_request(s449)
    | spl0_102
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25868,f7304]) ).

fof(f44641,plain,
    ( spl0_1359
    | spl0_102
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44637,f7303,f1349,f7307]) ).

fof(f44642,plain,
    ( m_main_v_request(s449)
    | spl0_67
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25553,f7304]) ).

fof(f44644,plain,
    ( spl0_1359
    | spl0_67
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44642,f7303,f1209,f7307]) ).

fof(f44645,plain,
    ( m_main_v_request(s449)
    | spl0_322
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26161,f7304]) ).

fof(f44648,plain,
    ( xuntil2p8(s132)
    | spl0_322
    | ~ spl0_457
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(forward_subsumption_resolution,[],[f42414,f15329]) ).

fof(f44649,plain,
    ( spl0_1359
    | spl0_322
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44645,f7303,f2229,f7307]) ).

fof(f44650,plain,
    ( spl0_2847
    | spl0_322
    | ~ spl0_457
    | ~ spl0_2388
    | ~ spl0_2389 ),
    inference(avatar_split_clause,[],[f44648,f15339,f15328,f2773,f2229,f31945]) ).

fof(f44651,plain,
    ( m_main_v_request(s449)
    | spl0_172
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26498,f7304]) ).

fof(f44653,plain,
    ( spl0_1359
    | spl0_172
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44651,f7303,f1629,f7307]) ).

fof(f44654,plain,
    ( m_main_v_request(s449)
    | spl0_192
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26678,f7304]) ).

fof(f44656,plain,
    ( xuntil2p8(s261)
    | spl0_192
    | ~ spl0_457
    | ~ spl0_2522 ),
    inference(forward_subsumption_resolution,[],[f42553,f17939]) ).

fof(f44657,plain,
    ( spl0_1359
    | spl0_192
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44654,f7303,f1709,f7307]) ).

fof(f44658,plain,
    ( spl0_2723
    | spl0_192
    | ~ spl0_457
    | ~ spl0_2522 ),
    inference(avatar_split_clause,[],[f44656,f17938,f2773,f1709,f30473]) ).

fof(f44659,plain,
    ( m_main_v_request(s449)
    | spl0_305
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26314,f7304]) ).

fof(f44660,plain,
    ( xuntil2p8(s148)
    | spl0_305
    | ~ spl0_457
    | ~ spl0_2403 ),
    inference(forward_subsumption_resolution,[],[f42098,f15626]) ).

fof(f44661,plain,
    ( spl0_1359
    | spl0_305
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44659,f7303,f2161,f7307]) ).

fof(f44662,plain,
    ( spl0_2856
    | spl0_305
    | ~ spl0_457
    | ~ spl0_2403 ),
    inference(avatar_split_clause,[],[f44660,f15625,f2773,f2161,f32028]) ).

fof(f44663,plain,
    ( m_main_v_request(s449)
    | spl0_113
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25967,f7304]) ).

fof(f44665,plain,
    ( spl0_1359
    | spl0_113
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44663,f7303,f1393,f7307]) ).

fof(f44666,plain,
    ( m_main_v_request(s449)
    | spl0_10
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25040,f7304]) ).

fof(f44669,plain,
    ( spl0_1359
    | spl0_10
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44666,f7303,f981,f7307]) ).

fof(f44670,plain,
    ( m_main_v_request(s449)
    | spl0_214
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26876,f7304]) ).

fof(f44672,plain,
    ( xuntil2p8(s239)
    | spl0_214
    | ~ spl0_457
    | ~ spl0_2495 ),
    inference(forward_subsumption_resolution,[],[f42197,f17360]) ).

fof(f44673,plain,
    ( spl0_1359
    | spl0_214
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44670,f7303,f1797,f7307]) ).

fof(f44674,plain,
    ( spl0_2990
    | spl0_214
    | ~ spl0_457
    | ~ spl0_2495 ),
    inference(avatar_split_clause,[],[f44672,f17359,f2773,f1797,f33814]) ).

fof(f44675,plain,
    ( m_main_v_request(s449)
    | spl0_229
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26998,f7304]) ).

fof(f44677,plain,
    ( xuntil2p8(s224)
    | spl0_229
    | ~ spl0_457
    | ~ spl0_2475 ),
    inference(forward_subsumption_resolution,[],[f42263,f17026]) ).

fof(f44678,plain,
    ( spl0_1359
    | spl0_229
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44675,f7303,f1857,f7307]) ).

fof(f44679,plain,
    ( spl0_2908
    | spl0_229
    | ~ spl0_457
    | ~ spl0_2475 ),
    inference(avatar_split_clause,[],[f44677,f17025,f2773,f1857,f32501]) ).

fof(f44680,plain,
    ( m_main_v_request(s449)
    | spl0_358
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25837,f7304]) ).

fof(f44683,plain,
    ( spl0_1359
    | spl0_358
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44680,f7303,f2373,f7307]) ).

fof(f44684,plain,
    ( m_main_v_request(s449)
    | spl0_64
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25526,f7304]) ).

fof(f44687,plain,
    ( spl0_1359
    | spl0_64
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44684,f7303,f1197,f7307]) ).

fof(f44688,plain,
    ( m_main_v_request(s449)
    | spl0_394
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25513,f7304]) ).

fof(f44689,plain,
    ( xuntil2p8(s59)
    | spl0_394
    | ~ spl0_457
    | ~ spl0_2304 ),
    inference(forward_subsumption_resolution,[],[f40950,f13777]) ).

fof(f44690,plain,
    ( spl0_1359
    | spl0_394
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44688,f7303,f2517,f7307]) ).

fof(f44691,plain,
    ( spl0_2784
    | spl0_394
    | ~ spl0_457
    | ~ spl0_2304 ),
    inference(avatar_split_clause,[],[f44689,f13776,f2773,f2517,f31382]) ).

fof(f44692,plain,
    ( m_main_v_request(s449)
    | spl0_213
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26867,f7304]) ).

fof(f44694,plain,
    ( spl0_1359
    | spl0_213
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44692,f7303,f1793,f7307]) ).

fof(f44695,plain,
    ( m_main_v_request(s449)
    | spl0_280
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26539,f7304]) ).

fof(f44697,plain,
    ( spl0_1359
    | spl0_280
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44695,f7303,f2061,f7307]) ).

fof(f44698,plain,
    ( m_main_v_request(s449)
    | spl0_38
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25292,f7304]) ).

fof(f44701,plain,
    ( spl0_1359
    | spl0_38
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44698,f7303,f1093,f7307]) ).

fof(f44702,plain,
    ( m_main_v_request(s449)
    | spl0_46
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25364,f7304]) ).

fof(f44705,plain,
    ( spl0_1359
    | spl0_46
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44702,f7303,f1125,f7307]) ).

fof(f44706,plain,
    ( m_main_v_request(s449)
    | spl0_366
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25765,f7304]) ).

fof(f44708,plain,
    ( spl0_1359
    | spl0_366
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44706,f7303,f2405,f7307]) ).

fof(f44709,plain,
    ( m_main_v_request(s449)
    | spl0_140
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26210,f7304]) ).

fof(f44712,plain,
    ( spl0_1359
    | spl0_140
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44709,f7303,f1501,f7307]) ).

fof(f44713,plain,
    ( m_main_v_request(s449)
    | spl0_309
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26278,f7304]) ).

fof(f44715,plain,
    ( spl0_1359
    | spl0_309
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44713,f7303,f2177,f7307]) ).

fof(f44716,plain,
    ( m_main_v_request(s449)
    | spl0_250
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26809,f7304]) ).

fof(f44718,plain,
    ( spl0_1359
    | spl0_250
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44716,f7303,f1941,f7307]) ).

fof(f44719,plain,
    ( m_main_v_request(s449)
    | spl0_364
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25783,f7304]) ).

fof(f44720,plain,
    ( xuntil2p8(s89)
    | spl0_364
    | ~ spl0_457
    | ~ spl0_2335 ),
    inference(forward_subsumption_resolution,[],[f41813,f14386]) ).

fof(f44721,plain,
    ( spl0_1359
    | spl0_364
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44719,f7303,f2397,f7307]) ).

fof(f44722,plain,
    ( spl0_2811
    | spl0_364
    | ~ spl0_457
    | ~ spl0_2335 ),
    inference(avatar_split_clause,[],[f44720,f14385,f2773,f2397,f31623]) ).

fof(f44723,plain,
    ( m_main_v_request(s449)
    | spl0_228
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f27002,f7304]) ).

fof(f44726,plain,
    ( spl0_1359
    | spl0_228
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44723,f7303,f1853,f7307]) ).

fof(f44727,plain,
    ( m_main_v_request(s449)
    | spl0_142
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26228,f7304]) ).

fof(f44729,plain,
    ( spl0_1359
    | spl0_142
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44727,f7303,f1509,f7307]) ).

fof(f44730,plain,
    ( m_main_v_request(s449)
    | spl0_258
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26737,f7304]) ).

fof(f44732,plain,
    ( spl0_1359
    | spl0_258
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44730,f7303,f1973,f7307]) ).

fof(f44733,plain,
    ( m_main_v_request(s449)
    | spl0_60
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25490,f7304]) ).

fof(f44735,plain,
    ( spl0_1359
    | spl0_60
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44733,f7303,f1181,f7307]) ).

fof(f44736,plain,
    ( m_main_v_request(s449)
    | spl0_45
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25355,f7304]) ).

fof(f44738,plain,
    ( spl0_1359
    | spl0_45
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44736,f7303,f1121,f7307]) ).

fof(f44739,plain,
    ( m_main_v_request(s449)
    | spl0_111
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25949,f7304]) ).

fof(f44742,plain,
    ( spl0_1359
    | spl0_111
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44739,f7303,f1385,f7307]) ).

fof(f44743,plain,
    ( m_main_v_request(s449)
    | spl0_403
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25432,f7304]) ).

fof(f44744,plain,
    ( xuntil2p8(s50)
    | spl0_403
    | ~ spl0_457
    | ~ spl0_2313 ),
    inference(forward_subsumption_resolution,[],[f41208,f13876]) ).

fof(f44745,plain,
    ( spl0_1359
    | spl0_403
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44743,f7303,f2553,f7307]) ).

fof(f44746,plain,
    ( spl0_2793
    | spl0_403
    | ~ spl0_457
    | ~ spl0_2313 ),
    inference(avatar_split_clause,[],[f44744,f13875,f2773,f2553,f31436]) ).

fof(f44747,plain,
    ( m_main_v_request(s449)
    | spl0_40
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25310,f7304]) ).

fof(f44751,plain,
    ( spl0_1359
    | spl0_40
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44747,f7303,f1101,f7307]) ).

fof(f44752,plain,
    ( m_main_v_request(s449)
    | spl0_320
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26179,f7304]) ).

fof(f44755,plain,
    ( spl0_1359
    | spl0_320
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44752,f7303,f2221,f7307]) ).

fof(f44756,plain,
    ( m_main_v_request(s449)
    | spl0_15
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25085,f7304]) ).

fof(f44759,plain,
    ( spl0_1359
    | spl0_15
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44756,f7303,f1001,f7307]) ).

fof(f44760,plain,
    ( m_main_v_request(s449)
    | spl0_251
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26800,f7304]) ).

fof(f44762,plain,
    ( spl0_1359
    | spl0_251
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44760,f7303,f1945,f7307]) ).

fof(f44763,plain,
    ( m_main_v_request(s449)
    | spl0_232
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26971,f7304]) ).

fof(f44765,plain,
    ( spl0_1359
    | spl0_232
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44763,f7303,f1869,f7307]) ).

fof(f44766,plain,
    ( m_main_v_request(s449)
    | spl0_125
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26075,f7304]) ).

fof(f44770,plain,
    ( spl0_1359
    | spl0_125
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44766,f7303,f1441,f7307]) ).

fof(f44771,plain,
    ( m_main_v_request(s449)
    | spl0_34
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25256,f7304]) ).

fof(f44774,plain,
    ( spl0_1359
    | spl0_34
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44771,f7303,f1077,f7307]) ).

fof(f44775,plain,
    ( m_main_v_request(s449)
    | spl0_272
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26611,f7304]) ).

fof(f44777,plain,
    ( xuntil2p8(s181)
    | spl0_272
    | ~ spl0_457
    | ~ spl0_2436 ),
    inference(forward_subsumption_resolution,[],[f42256,f16279]) ).

fof(f44778,plain,
    ( spl0_1359
    | spl0_272
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44775,f7303,f2029,f7307]) ).

fof(f44779,plain,
    ( spl0_2881
    | spl0_272
    | ~ spl0_457
    | ~ spl0_2436 ),
    inference(avatar_split_clause,[],[f44777,f16278,f2773,f2029,f32250]) ).

fof(f44780,plain,
    ( m_main_v_request(s449)
    | spl0_336
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26035,f7304]) ).

fof(f44782,plain,
    ( spl0_1359
    | spl0_336
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44780,f7303,f2285,f7307]) ).

fof(f44783,plain,
    ( m_main_v_request(s449)
    | spl0_283
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26512,f7304]) ).

fof(f44786,plain,
    ( spl0_1359
    | spl0_283
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44783,f7303,f2073,f7307]) ).

fof(f44787,plain,
    ( m_main_v_request(s449)
    | spl0_162
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26408,f7304]) ).

fof(f44790,plain,
    ( spl0_1359
    | spl0_162
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44787,f7303,f1589,f7307]) ).

fof(f44791,plain,
    ( m_main_v_request(s449)
    | spl0_233
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26962,f7304]) ).

fof(f44793,plain,
    ( spl0_1359
    | spl0_233
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44791,f7303,f1873,f7307]) ).

fof(f44794,plain,
    ( m_main_v_request(s449)
    | spl0_215
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26885,f7304]) ).

fof(f44797,plain,
    ( spl0_1359
    | spl0_215
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44794,f7303,f1801,f7307]) ).

fof(f44798,plain,
    ( m_main_v_request(s449)
    | spl0_245
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26854,f7304]) ).

fof(f44799,plain,
    ( xuntil2p8(s208)
    | spl0_245
    | ~ spl0_457
    | ~ spl0_2464 ),
    inference(forward_subsumption_resolution,[],[f42557,f16778]) ).

fof(f44800,plain,
    ( spl0_1359
    | spl0_245
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44798,f7303,f1921,f7307]) ).

fof(f44801,plain,
    ( spl0_3024
    | spl0_245
    | ~ spl0_457
    | ~ spl0_2464 ),
    inference(avatar_split_clause,[],[f44799,f16777,f2773,f1921,f35736]) ).

fof(f44802,plain,
    ( m_main_v_request(s449)
    | spl0_389
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25558,f7304]) ).

fof(f44803,plain,
    ( xuntil2p8(s64)
    | spl0_389
    | ~ spl0_457
    | ~ spl0_2329 ),
    inference(forward_subsumption_resolution,[],[f40734,f14183]) ).

fof(f44804,plain,
    ( spl0_1359
    | spl0_389
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44802,f7303,f2497,f7307]) ).

fof(f44805,plain,
    ( spl0_2807
    | spl0_389
    | ~ spl0_457
    | ~ spl0_2329 ),
    inference(avatar_split_clause,[],[f44803,f14182,f2773,f2497,f31559]) ).

fof(f44806,plain,
    ( m_main_v_request(s449)
    | spl0_195
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26705,f7304]) ).

fof(f44809,plain,
    ( spl0_1359
    | spl0_195
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44806,f7303,f1721,f7307]) ).

fof(f44810,plain,
    ( m_main_v_request(s449)
    | spl0_237
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26926,f7304]) ).

fof(f44813,plain,
    ( spl0_1359
    | spl0_237
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44810,f7303,f1889,f7307]) ).

fof(f44814,plain,
    ( m_main_v_request(s449)
    | spl0_57
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25463,f7304]) ).

fof(f44819,plain,
    ( spl0_1359
    | spl0_57
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44814,f7303,f1169,f7307]) ).

fof(f44820,plain,
    ( m_main_v_request(s449)
    | spl0_381
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25630,f7304]) ).

fof(f44822,plain,
    ( spl0_1359
    | spl0_381
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44820,f7303,f2465,f7307]) ).

fof(f44823,plain,
    ( m_main_v_request(s449)
    | spl0_351
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25900,f7304]) ).

fof(f44825,plain,
    ( spl0_1359
    | spl0_351
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44823,f7303,f2345,f7307]) ).

fof(f44826,plain,
    ( m_main_v_request(s449)
    | spl0_43
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25337,f7304]) ).

fof(f44828,plain,
    ( spl0_1359
    | spl0_43
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44826,f7303,f1113,f7307]) ).

fof(f44829,plain,
    ( m_main_v_request(s449)
    | spl0_374
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25693,f7304]) ).

fof(f44831,plain,
    ( xuntil2p8(s79)
    | spl0_374
    | ~ spl0_457
    | ~ spl0_2345 ),
    inference(forward_subsumption_resolution,[],[f41103,f14496]) ).

fof(f44832,plain,
    ( spl0_1359
    | spl0_374
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44829,f7303,f2437,f7307]) ).

fof(f44833,plain,
    ( spl0_2821
    | spl0_374
    | ~ spl0_457
    | ~ spl0_2345 ),
    inference(avatar_split_clause,[],[f44831,f14495,f2773,f2437,f31683]) ).

fof(f44834,plain,
    ( m_main_v_request(s449)
    | spl0_71
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25589,f7304]) ).

fof(f44840,plain,
    ( spl0_1359
    | spl0_71
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44834,f7303,f1225,f7307]) ).

fof(f44841,plain,
    ( m_main_v_request(s449)
    | spl0_120
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26030,f7304]) ).

fof(f44845,plain,
    ( spl0_1359
    | spl0_120
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44841,f7303,f1421,f7307]) ).

fof(f44846,plain,
    ( m_main_v_request(s449)
    | spl0_156
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26354,f7304]) ).

fof(f44848,plain,
    ( spl0_1359
    | spl0_156
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44846,f7303,f1565,f7307]) ).

fof(f44849,plain,
    ( m_main_v_request(s449)
    | spl0_155
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26345,f7304]) ).

fof(f44852,plain,
    ( spl0_1359
    | spl0_155
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44849,f7303,f1561,f7307]) ).

fof(f44853,plain,
    ( m_main_v_request(s449)
    | spl0_375
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25684,f7304]) ).

fof(f44854,plain,
    ( xuntil2p8(s78)
    | spl0_375
    | ~ spl0_457
    | ~ spl0_2346 ),
    inference(forward_subsumption_resolution,[],[f42112,f14507]) ).

fof(f44855,plain,
    ( spl0_1359
    | spl0_375
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44853,f7303,f2441,f7307]) ).

fof(f44856,plain,
    ( spl0_2822
    | spl0_375
    | ~ spl0_457
    | ~ spl0_2346 ),
    inference(avatar_split_clause,[],[f44854,f14506,f2773,f2441,f31689]) ).

fof(f44857,plain,
    ( m_main_v_request(s449)
    | spl0_248
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26827,f7304]) ).

fof(f44859,plain,
    ( xuntil2p8(s205)
    | spl0_248
    | ~ spl0_457
    | ~ spl0_2461 ),
    inference(forward_subsumption_resolution,[],[f42444,f16742]) ).

fof(f44860,plain,
    ( spl0_1359
    | spl0_248
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44857,f7303,f1933,f7307]) ).

fof(f44861,plain,
    ( spl0_2897
    | spl0_248
    | ~ spl0_457
    | ~ spl0_2461 ),
    inference(avatar_split_clause,[],[f44859,f16741,f2773,f1933,f32399]) ).

fof(f44862,plain,
    ( m_main_v_request(s449)
    | spl0_37
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25283,f7304]) ).

fof(f44865,plain,
    ( spl0_1359
    | spl0_37
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44862,f7303,f1089,f7307]) ).

fof(f44866,plain,
    ( m_main_v_request(s449)
    | spl0_157
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26363,f7304]) ).

fof(f44869,plain,
    ( spl0_1359
    | spl0_157
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44866,f7303,f1569,f7307]) ).

fof(f44870,plain,
    ( m_main_v_request(s449)
    | spl0_416
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25315,f7304]) ).

fof(f44872,plain,
    ( xuntil2p8(s37)
    | spl0_416
    | ~ spl0_457
    | ~ spl0_2294 ),
    inference(forward_subsumption_resolution,[],[f42770,f13532]) ).

fof(f44873,plain,
    ( spl0_1359
    | spl0_416
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44870,f7303,f2605,f7307]) ).

fof(f44874,plain,
    ( spl0_2775
    | spl0_416
    | ~ spl0_457
    | ~ spl0_2294 ),
    inference(avatar_split_clause,[],[f44872,f13531,f2773,f2605,f31283]) ).

fof(f44875,plain,
    ( m_main_v_request(s449)
    | spl0_108
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25922,f7304]) ).

fof(f44879,plain,
    ( spl0_1359
    | spl0_108
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44875,f7303,f1373,f7307]) ).

fof(f44880,plain,
    ( m_main_v_request(s449)
    | spl0_101
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25859,f7304]) ).

fof(f44882,plain,
    ( spl0_1359
    | spl0_101
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44880,f7303,f1345,f7307]) ).

fof(f44883,plain,
    ( m_main_v_request(s449)
    | spl0_328
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26107,f7304]) ).

fof(f44886,plain,
    ( xuntil2p8(s126)
    | spl0_328
    | ~ spl0_457
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(forward_subsumption_resolution,[],[f41355,f15247]) ).

fof(f44887,plain,
    ( spl0_1359
    | spl0_328
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44883,f7303,f2253,f7307]) ).

fof(f44888,plain,
    ( spl0_2845
    | spl0_328
    | ~ spl0_457
    | ~ spl0_2384
    | ~ spl0_2385 ),
    inference(avatar_split_clause,[],[f44886,f15257,f15246,f2773,f2253,f31923]) ).

fof(f44889,plain,
    ( m_main_v_request(s449)
    | spl0_184
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26606,f7304]) ).

fof(f44892,plain,
    ( spl0_1359
    | spl0_184
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44889,f7303,f1677,f7307]) ).

fof(f44893,plain,
    ( m_main_v_request(s449)
    | spl0_207
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26813,f7304]) ).

fof(f44895,plain,
    ( spl0_1359
    | spl0_207
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44893,f7303,f1769,f7307]) ).

fof(f44896,plain,
    ( m_main_v_request(s449)
    | spl0_160
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26390,f7304]) ).

fof(f44900,plain,
    ( spl0_1359
    | spl0_160
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44896,f7303,f1581,f7307]) ).

fof(f44901,plain,
    ( m_main_v_request(s449)
    | spl0_28
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25202,f7304]) ).

fof(f44904,plain,
    ( spl0_1359
    | spl0_28
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44901,f7303,f1053,f7307]) ).

fof(f44905,plain,
    ( m_main_v_request(s449)
    | spl0_307
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26296,f7304]) ).

fof(f44906,plain,
    ( xuntil2p8(s146)
    | spl0_307
    | ~ spl0_457
    | ~ spl0_2405 ),
    inference(forward_subsumption_resolution,[],[f41608,f15648]) ).

fof(f44907,plain,
    ( spl0_1359
    | spl0_307
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44905,f7303,f2169,f7307]) ).

fof(f44908,plain,
    ( spl0_2858
    | spl0_307
    | ~ spl0_457
    | ~ spl0_2405 ),
    inference(avatar_split_clause,[],[f44906,f15647,f2773,f2169,f32040]) ).

fof(f44909,plain,
    ( m_main_v_request(s449)
    | spl0_121
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26039,f7304]) ).

fof(f44914,plain,
    ( spl0_1359
    | spl0_121
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44909,f7303,f1425,f7307]) ).

fof(f44915,plain,
    ( m_main_v_request(s449)
    | spl0_97
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25823,f7304]) ).

fof(f44918,plain,
    ( spl0_1359
    | spl0_97
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44915,f7303,f1329,f7307]) ).

fof(f44919,plain,
    ( m_main_v_request(s449)
    | spl0_212
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26858,f7304]) ).

fof(f44921,plain,
    ( spl0_1359
    | spl0_212
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44919,f7303,f1789,f7307]) ).

fof(f44922,plain,
    ( m_main_v_request(s449)
    | spl0_242
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26881,f7304]) ).

fof(f44925,plain,
    ( spl0_1359
    | spl0_242
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44922,f7303,f1909,f7307]) ).

fof(f44926,plain,
    ( m_main_v_request(s449)
    | spl0_264
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26683,f7304]) ).

fof(f44928,plain,
    ( xuntil2p8(s189)
    | spl0_264
    | ~ spl0_457
    | ~ spl0_2445 ),
    inference(forward_subsumption_resolution,[],[f41953,f16424]) ).

fof(f44929,plain,
    ( spl0_1359
    | spl0_264
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44926,f7303,f1997,f7307]) ).

fof(f44930,plain,
    ( spl0_3023
    | spl0_264
    | ~ spl0_457
    | ~ spl0_2445 ),
    inference(avatar_split_clause,[],[f44928,f16423,f2773,f1997,f35712]) ).

fof(f44931,plain,
    ( m_main_v_request(s449)
    | spl0_153
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26327,f7304]) ).

fof(f44937,plain,
    ( spl0_1359
    | spl0_153
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44931,f7303,f1553,f7307]) ).

fof(f44938,plain,
    ( m_main_v_request(s449)
    | spl0_114
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25976,f7304]) ).

fof(f44941,plain,
    ( spl0_1359
    | spl0_114
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44938,f7303,f1397,f7307]) ).

fof(f44942,plain,
    ( m_main_v_request(s449)
    | spl0_130
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26120,f7304]) ).

fof(f44944,plain,
    ( spl0_1359
    | spl0_130
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44942,f7303,f1461,f7307]) ).

fof(f44945,plain,
    ( m_main_v_request(s449)
    | spl0_321
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26170,f7304]) ).

fof(f44947,plain,
    ( spl0_1359
    | spl0_321
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44945,f7303,f2225,f7307]) ).

fof(f44948,plain,
    ( m_main_v_request(s449)
    | spl0_387
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25576,f7304]) ).

fof(f44951,plain,
    ( spl0_1359
    | spl0_387
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44948,f7303,f2489,f7307]) ).

fof(f44952,plain,
    ( m_main_v_request(s449)
    | spl0_146
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26264,f7304]) ).

fof(f44956,plain,
    ( spl0_1359
    | spl0_146
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44952,f7303,f1525,f7307]) ).

fof(f44957,plain,
    ( m_main_v_request(s449)
    | spl0_145
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26255,f7304]) ).

fof(f44960,plain,
    ( spl0_1359
    | spl0_145
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44957,f7303,f1521,f7307]) ).

fof(f44961,plain,
    ( m_main_v_request(s449)
    | spl0_290
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26449,f7304]) ).

fof(f44962,plain,
    ( xuntil2p8(s163)
    | spl0_290
    | ~ spl0_457
    | ~ spl0_2419 ),
    inference(forward_subsumption_resolution,[],[f41958,f15910]) ).

fof(f44963,plain,
    ( spl0_1359
    | spl0_290
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44961,f7303,f2101,f7307]) ).

fof(f44964,plain,
    ( spl0_2997
    | spl0_290
    | ~ spl0_457
    | ~ spl0_2419 ),
    inference(avatar_split_clause,[],[f44962,f15909,f2773,f2101,f34117]) ).

fof(f44965,plain,
    ( m_main_v_request(s449)
    | spl0_135
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26165,f7304]) ).

fof(f44968,plain,
    ( spl0_1359
    | spl0_135
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44965,f7303,f1481,f7307]) ).

fof(f44969,plain,
    ( m_main_v_request(s449)
    | spl0_370
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25729,f7304]) ).

fof(f44971,plain,
    ( spl0_1359
    | spl0_370
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44969,f7303,f2421,f7307]) ).

fof(f44972,plain,
    ( m_main_v_request(s449)
    | spl0_418
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25297,f7304]) ).

fof(f44974,plain,
    ( xuntil2p8(s35)
    | spl0_418
    | ~ spl0_457
    | ~ spl0_2296 ),
    inference(forward_subsumption_resolution,[],[f42784,f13554]) ).

fof(f44975,plain,
    ( spl0_1359
    | spl0_418
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44972,f7303,f2613,f7307]) ).

fof(f44976,plain,
    ( spl0_2777
    | spl0_418
    | ~ spl0_457
    | ~ spl0_2296 ),
    inference(avatar_split_clause,[],[f44974,f13553,f2773,f2613,f31295]) ).

fof(f44977,plain,
    ( m_main_v_request(s449)
    | spl0_91
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25769,f7304]) ).

fof(f44980,plain,
    ( spl0_1359
    | spl0_91
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44977,f7303,f1305,f7307]) ).

fof(f44981,plain,
    ( m_main_v_request(s449)
    | spl0_29
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25211,f7304]) ).

fof(f44984,plain,
    ( spl0_1359
    | spl0_29
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44981,f7303,f1057,f7307]) ).

fof(f44985,plain,
    ( m_main_v_request(s449)
    | spl0_206
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26804,f7304]) ).

fof(f44989,plain,
    ( spl0_1359
    | spl0_206
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44985,f7303,f1765,f7307]) ).

fof(f44990,plain,
    ( m_main_v_request(s449)
    | spl0_241
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f26890,f7304]) ).

fof(f44992,plain,
    ( spl0_1359
    | spl0_241
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44990,f7303,f1905,f7307]) ).

fof(f44993,plain,
    ( m_main_v_request(s449)
    | spl0_377
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25666,f7304]) ).

fof(f44994,plain,
    ( xuntil2p8(s76)
    | spl0_377
    | ~ spl0_457
    | ~ spl0_2332 ),
    inference(forward_subsumption_resolution,[],[f40774,f14228]) ).

fof(f44995,plain,
    ( spl0_1359
    | spl0_377
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44993,f7303,f2449,f7307]) ).

fof(f44996,plain,
    ( spl0_3009
    | spl0_377
    | ~ spl0_457
    | ~ spl0_2332 ),
    inference(avatar_split_clause,[],[f44994,f14227,f2773,f2449,f34741]) ).

fof(f44997,plain,
    ( m_main_v_request(s449)
    | spl0_424
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25243,f7304]) ).

fof(f44998,plain,
    ( spl0_1359
    | spl0_424
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44997,f7303,f2637,f7307]) ).

fof(f44999,plain,
    ( m_main_v_request(s449)
    | spl0_425
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25234,f7304]) ).

fof(f45000,plain,
    ( spl0_1359
    | spl0_425
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f44999,f7303,f2641,f7307]) ).

fof(f45001,plain,
    ( m_main_v_request(s449)
    | spl0_426
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25225,f7304]) ).

fof(f45002,plain,
    ( spl0_1359
    | spl0_426
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45001,f7303,f2645,f7307]) ).

fof(f45003,plain,
    ( m_main_v_request(s449)
    | spl0_427
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25216,f7304]) ).

fof(f45004,plain,
    ( spl0_1359
    | spl0_427
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45003,f7303,f2649,f7307]) ).

fof(f45005,plain,
    ( m_main_v_request(s449)
    | spl0_428
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25207,f7304]) ).

fof(f45006,plain,
    ( spl0_1359
    | spl0_428
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45005,f7303,f2653,f7307]) ).

fof(f45007,plain,
    ( m_main_v_request(s449)
    | spl0_429
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25198,f7304]) ).

fof(f45008,plain,
    ( spl0_1359
    | spl0_429
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45007,f7303,f2657,f7307]) ).

fof(f45009,plain,
    ( m_main_v_request(s449)
    | spl0_430
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25189,f7304]) ).

fof(f45010,plain,
    ( spl0_1359
    | spl0_430
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45009,f7303,f2661,f7307]) ).

fof(f45011,plain,
    ( m_main_v_request(s449)
    | spl0_431
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25180,f7304]) ).

fof(f45012,plain,
    ( spl0_1359
    | spl0_431
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45011,f7303,f2665,f7307]) ).

fof(f45013,plain,
    ( m_main_v_request(s449)
    | spl0_432
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25171,f7304]) ).

fof(f45014,plain,
    ( spl0_1359
    | spl0_432
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45013,f7303,f2669,f7307]) ).

fof(f45015,plain,
    ( m_main_v_request(s449)
    | spl0_433
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25162,f7304]) ).

fof(f45016,plain,
    ( spl0_1359
    | spl0_433
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45015,f7303,f2673,f7307]) ).

fof(f45017,plain,
    ( m_main_v_request(s449)
    | spl0_434
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25153,f7304]) ).

fof(f45018,plain,
    ( spl0_1359
    | spl0_434
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45017,f7303,f2677,f7307]) ).

fof(f45019,plain,
    ( m_main_v_request(s449)
    | spl0_435
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25144,f7304]) ).

fof(f45020,plain,
    ( spl0_1359
    | spl0_435
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45019,f7303,f2681,f7307]) ).

fof(f45021,plain,
    ( m_main_v_request(s449)
    | spl0_436
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25135,f7304]) ).

fof(f45022,plain,
    ( spl0_1359
    | spl0_436
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45021,f7303,f2685,f7307]) ).

fof(f45023,plain,
    ( m_main_v_request(s449)
    | spl0_437
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25126,f7304]) ).

fof(f45024,plain,
    ( spl0_1359
    | spl0_437
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45023,f7303,f2689,f7307]) ).

fof(f45025,plain,
    ( m_main_v_request(s449)
    | spl0_438
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25117,f7304]) ).

fof(f45026,plain,
    ( spl0_1359
    | spl0_438
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45025,f7303,f2693,f7307]) ).

fof(f45027,plain,
    ( m_main_v_request(s449)
    | spl0_439
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25108,f7304]) ).

fof(f45028,plain,
    ( spl0_1359
    | spl0_439
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45027,f7303,f2697,f7307]) ).

fof(f45029,plain,
    ( m_main_v_request(s449)
    | spl0_440
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25099,f7304]) ).

fof(f45030,plain,
    ( spl0_1359
    | spl0_440
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45029,f7303,f2701,f7307]) ).

fof(f45031,plain,
    ( m_main_v_request(s449)
    | spl0_442
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25081,f7304]) ).

fof(f45032,plain,
    ( spl0_1359
    | spl0_442
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45031,f7303,f2709,f7307]) ).

fof(f45033,plain,
    ( m_main_v_request(s449)
    | spl0_443
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25072,f7304]) ).

fof(f45034,plain,
    ( spl0_1359
    | spl0_443
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45033,f7303,f2713,f7307]) ).

fof(f45035,plain,
    ( m_main_v_request(s449)
    | spl0_444
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25063,f7304]) ).

fof(f45036,plain,
    ( spl0_1359
    | spl0_444
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45035,f7303,f2717,f7307]) ).

fof(f45037,plain,
    ( m_main_v_request(s449)
    | spl0_445
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25054,f7304]) ).

fof(f45038,plain,
    ( spl0_1359
    | spl0_445
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45037,f7303,f2721,f7307]) ).

fof(f45039,plain,
    ( m_main_v_request(s449)
    | spl0_446
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25045,f7304]) ).

fof(f45040,plain,
    ( spl0_1359
    | spl0_446
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45039,f7303,f2725,f7307]) ).

fof(f45041,plain,
    ( m_main_v_request(s449)
    | spl0_447
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f25036,f7304]) ).

fof(f45042,plain,
    ( spl0_1359
    | spl0_447
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45041,f7303,f2729,f7307]) ).

fof(f45043,plain,
    ( m_main_v_request(s449)
    | spl0_448
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f24997,f7304]) ).

fof(f45044,plain,
    ( spl0_1359
    | spl0_448
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45043,f7303,f2733,f7307]) ).

fof(f45045,plain,
    ( m_main_v_request(s449)
    | spl0_449
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f24963,f7304]) ).

fof(f45046,plain,
    ( spl0_1359
    | spl0_449
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45045,f7303,f2737,f7307]) ).

fof(f45049,plain,
    ( m_main_v_request(s449)
    | spl0_451
    | spl0_1358 ),
    inference(forward_subsumption_resolution,[],[f22297,f7304]) ).

fof(f45053,plain,
    ( spl0_1359
    | spl0_451
    | spl0_1358 ),
    inference(avatar_split_clause,[],[f45049,f7303,f2745,f7307]) ).

fof(f45069,plain,
    ( xuntil2p8(s6)
    | ~ node4(s6)
    | spl0_447
    | ~ spl0_457 ),
    inference(resolution,[],[f25034,f942]) ).

fof(f45070,plain,
    ( xuntil2p8(s6)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2263 ),
    inference(forward_subsumption_resolution,[],[f45069,f12875]) ).

fof(f45071,plain,
    ( ! [X0] :
        ( succ(s6,X0)
        | until2p7(X0) )
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2263 ),
    inference(resolution,[],[f45070,f943]) ).

fof(f45515,plain,
    ( until2p7(s7)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2263 ),
    inference(resolution,[],[f45071,f480]) ).

fof(f45516,plain,
    ( xuntil2p8(s7)
    | ~ node4(s7)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2263 ),
    inference(resolution,[],[f45515,f942]) ).

fof(f45517,plain,
    ( xuntil2p8(s7)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(forward_subsumption_resolution,[],[f45516,f12864]) ).

fof(f45518,plain,
    ( ! [X0] :
        ( succ(s7,X0)
        | until2p7(X0) )
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45517,f943]) ).

fof(f45520,plain,
    ( until2p7(s8)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45518,f481]) ).

fof(f45521,plain,
    ( xuntil2p8(s8)
    | ~ node4(s8)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45520,f942]) ).

fof(f45522,plain,
    ( xuntil2p8(s8)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(forward_subsumption_resolution,[],[f45521,f12853]) ).

fof(f45523,plain,
    ( ! [X0] :
        ( succ(s8,X0)
        | until2p7(X0) )
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45522,f943]) ).

fof(f45525,plain,
    ( until2p7(s9)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45523,f482]) ).

fof(f45526,plain,
    ( xuntil2p8(s9)
    | ~ node4(s9)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45525,f942]) ).

fof(f45527,plain,
    ( xuntil2p8(s9)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(forward_subsumption_resolution,[],[f45526,f12842]) ).

fof(f45528,plain,
    ( ! [X0] :
        ( succ(s9,X0)
        | until2p7(X0) )
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45527,f943]) ).

fof(f45530,plain,
    ( until2p7(s10)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45528,f483]) ).

fof(f45531,plain,
    ( xuntil2p8(s10)
    | ~ node4(s10)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45530,f942]) ).

fof(f45532,plain,
    ( xuntil2p8(s10)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(forward_subsumption_resolution,[],[f45531,f12829]) ).

fof(f45533,plain,
    ( ! [X0] :
        ( succ(s10,X0)
        | until2p7(X0) )
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45532,f943]) ).

fof(f45535,plain,
    ( until2p7(s11)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45533,f484]) ).

fof(f45536,plain,
    ( xuntil2p8(s11)
    | ~ node4(s11)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(resolution,[],[f45535,f942]) ).

fof(f45537,plain,
    ( xuntil2p8(s11)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267 ),
    inference(forward_subsumption_resolution,[],[f45536,f12953]) ).

fof(f45538,plain,
    ( ! [X0] :
        ( succ(s11,X0)
        | until2p7(X0) )
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267 ),
    inference(resolution,[],[f45537,f943]) ).

fof(f45540,plain,
    ( until2p7(s12)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267 ),
    inference(resolution,[],[f45538,f485]) ).

fof(f45541,plain,
    ( xuntil2p8(s12)
    | ~ node4(s12)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267 ),
    inference(resolution,[],[f45540,f942]) ).

fof(f45542,plain,
    ( ~ node4(s12)
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267
    | spl0_2766 ),
    inference(forward_subsumption_resolution,[],[f45541,f31181]) ).

fof(f45543,plain,
    ( $false
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766 ),
    inference(forward_subsumption_resolution,[],[f45542,f13272]) ).

fof(f45544,plain,
    ( spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766 ),
    inference(avatar_contradiction_clause,[],[f45543]) ).

fof(f45545,plain,
    ( spl0_2259
    | ~ spl0_2232 ),
    inference(avatar_split_clause,[],[f12689,f11723,f12828]) ).

fof(f45547,definition,
    ( spl0_3060
  <=> xuntil2p8(s10) ),
    introduced(definition,[new_symbols(definition,[spl0_3060])],[avatar_definition]) ).

fof(f45549,plain,
    ( xuntil2p8(s10)
    | ~ spl0_3060 ),
    inference(avatar_component_clause,[],[f45547]) ).

fof(f45550,plain,
    ( ~ spl0_2259
    | spl0_3060
    | spl0_447
    | ~ spl0_457
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263 ),
    inference(avatar_split_clause,[],[f45531,f12874,f12863,f12852,f12841,f2773,f2729,f45547,f12828]) ).

fof(f45551,plain,
    ( spl0_2260
    | ~ spl0_2234 ),
    inference(avatar_split_clause,[],[f12691,f11732,f12841]) ).

fof(f45553,definition,
    ( spl0_3061
  <=> xuntil2p8(s9) ),
    introduced(definition,[new_symbols(definition,[spl0_3061])],[avatar_definition]) ).

fof(f45554,plain,
    ( ~ xuntil2p8(s9)
    | spl0_3061 ),
    inference(avatar_component_clause,[],[f45553]) ).

fof(f45555,plain,
    ( xuntil2p8(s9)
    | ~ spl0_3061 ),
    inference(avatar_component_clause,[],[f45553]) ).

fof(f45557,plain,
    ( spl0_2261
    | ~ spl0_2236 ),
    inference(avatar_split_clause,[],[f12693,f11741,f12852]) ).

fof(f45559,definition,
    ( spl0_3062
  <=> xuntil2p8(s8) ),
    introduced(definition,[new_symbols(definition,[spl0_3062])],[avatar_definition]) ).

fof(f45560,plain,
    ( ~ xuntil2p8(s8)
    | spl0_3062 ),
    inference(avatar_component_clause,[],[f45559]) ).

fof(f45561,plain,
    ( xuntil2p8(s8)
    | ~ spl0_3062 ),
    inference(avatar_component_clause,[],[f45559]) ).

fof(f45563,plain,
    ( spl0_2262
    | ~ spl0_2238 ),
    inference(avatar_split_clause,[],[f12695,f11750,f12863]) ).

fof(f45565,definition,
    ( spl0_3063
  <=> xuntil2p8(s7) ),
    introduced(definition,[new_symbols(definition,[spl0_3063])],[avatar_definition]) ).

fof(f45566,plain,
    ( ~ xuntil2p8(s7)
    | spl0_3063 ),
    inference(avatar_component_clause,[],[f45565]) ).

fof(f45567,plain,
    ( xuntil2p8(s7)
    | ~ spl0_3063 ),
    inference(avatar_component_clause,[],[f45565]) ).

fof(f45569,plain,
    ( spl0_2263
    | ~ spl0_2240 ),
    inference(avatar_split_clause,[],[f12697,f11759,f12874]) ).

fof(f45571,definition,
    ( spl0_3064
  <=> xuntil2p8(s6) ),
    introduced(definition,[new_symbols(definition,[spl0_3064])],[avatar_definition]) ).

fof(f45573,plain,
    ( xuntil2p8(s6)
    | ~ spl0_3064 ),
    inference(avatar_component_clause,[],[f45571]) ).

fof(f45578,plain,
    ( xuntil2p8(s10)
    | ~ node4(s10)
    | spl0_443
    | ~ spl0_457 ),
    inference(resolution,[],[f25070,f942]) ).

fof(f45579,plain,
    ( xuntil2p8(s10)
    | spl0_443
    | ~ spl0_457
    | ~ spl0_2259 ),
    inference(forward_subsumption_resolution,[],[f45578,f12829]) ).

fof(f45580,plain,
    ( spl0_3060
    | spl0_443
    | ~ spl0_457
    | ~ spl0_2259 ),
    inference(avatar_split_clause,[],[f45579,f12828,f2773,f2713,f45547]) ).

fof(f45581,plain,
    ( ! [X0] :
        ( succ(s10,X0)
        | until2p7(X0) )
    | ~ spl0_3060 ),
    inference(resolution,[],[f45549,f943]) ).

fof(f45583,plain,
    ( until2p7(s11)
    | ~ spl0_3060 ),
    inference(resolution,[],[f45581,f484]) ).

fof(f45584,plain,
    ( xuntil2p8(s11)
    | ~ node4(s11)
    | ~ spl0_3060 ),
    inference(resolution,[],[f45583,f942]) ).

fof(f45585,plain,
    ( xuntil2p8(s11)
    | ~ spl0_2267
    | ~ spl0_3060 ),
    inference(forward_subsumption_resolution,[],[f45584,f12953]) ).

fof(f45586,plain,
    ( ! [X0] :
        ( succ(s11,X0)
        | until2p7(X0) )
    | ~ spl0_2267
    | ~ spl0_3060 ),
    inference(resolution,[],[f45585,f943]) ).

fof(f45588,plain,
    ( until2p7(s12)
    | ~ spl0_2267
    | ~ spl0_3060 ),
    inference(resolution,[],[f45586,f485]) ).

fof(f45589,plain,
    ( xuntil2p8(s12)
    | ~ node4(s12)
    | ~ spl0_2267
    | ~ spl0_3060 ),
    inference(resolution,[],[f45588,f942]) ).

fof(f45590,plain,
    ( ~ node4(s12)
    | ~ spl0_2267
    | spl0_2766
    | ~ spl0_3060 ),
    inference(forward_subsumption_resolution,[],[f45589,f31181]) ).

fof(f45591,plain,
    ( $false
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766
    | ~ spl0_3060 ),
    inference(forward_subsumption_resolution,[],[f45590,f13272]) ).

fof(f45592,plain,
    ( ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766
    | ~ spl0_3060 ),
    inference(avatar_contradiction_clause,[],[f45591]) ).

fof(f45594,plain,
    ( xuntil2p8(s4)
    | ~ node4(s4)
    | spl0_449
    | ~ spl0_457 ),
    inference(resolution,[],[f24961,f942]) ).

fof(f45595,plain,
    ( xuntil2p8(s4)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2265 ),
    inference(forward_subsumption_resolution,[],[f45594,f12897]) ).

fof(f45598,plain,
    ( ! [X0] :
        ( succ(s4,X0)
        | until2p7(X0) )
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2265 ),
    inference(resolution,[],[f45595,f943]) ).

fof(f45600,plain,
    ( until2p7(s5)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2265 ),
    inference(resolution,[],[f45598,f478]) ).

fof(f45601,plain,
    ( xuntil2p8(s5)
    | ~ node4(s5)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2265 ),
    inference(resolution,[],[f45600,f942]) ).

fof(f45602,plain,
    ( xuntil2p8(s5)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2264
    | ~ spl0_2265 ),
    inference(forward_subsumption_resolution,[],[f45601,f12886]) ).

fof(f45603,plain,
    ( ! [X0] :
        ( succ(s5,X0)
        | until2p7(X0) )
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2264
    | ~ spl0_2265 ),
    inference(resolution,[],[f45602,f943]) ).

fof(f45605,plain,
    ( until2p7(s6)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2264
    | ~ spl0_2265 ),
    inference(resolution,[],[f45603,f479]) ).

fof(f45606,plain,
    ( xuntil2p8(s6)
    | ~ node4(s6)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2264
    | ~ spl0_2265 ),
    inference(resolution,[],[f45605,f942]) ).

fof(f45607,plain,
    ( xuntil2p8(s6)
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2263
    | ~ spl0_2264
    | ~ spl0_2265 ),
    inference(forward_subsumption_resolution,[],[f45606,f12875]) ).

fof(f45608,plain,
    ( spl0_3064
    | spl0_449
    | ~ spl0_457
    | ~ spl0_2263
    | ~ spl0_2264
    | ~ spl0_2265 ),
    inference(avatar_split_clause,[],[f45607,f12896,f12885,f12874,f2773,f2737,f45571]) ).

fof(f45609,plain,
    ( ! [X0] :
        ( succ(s6,X0)
        | until2p7(X0) )
    | ~ spl0_3064 ),
    inference(resolution,[],[f45573,f943]) ).

fof(f45611,plain,
    ( until2p7(s7)
    | ~ spl0_3064 ),
    inference(resolution,[],[f45609,f480]) ).

fof(f45612,plain,
    ( xuntil2p8(s7)
    | ~ node4(s7)
    | ~ spl0_3064 ),
    inference(resolution,[],[f45611,f942]) ).

fof(f45613,plain,
    ( xuntil2p8(s7)
    | ~ spl0_2262
    | ~ spl0_3064 ),
    inference(forward_subsumption_resolution,[],[f45612,f12864]) ).

fof(f45614,plain,
    ( spl0_3063
    | ~ spl0_2262
    | ~ spl0_3064 ),
    inference(avatar_split_clause,[],[f45613,f45571,f12863,f45565]) ).

fof(f45615,plain,
    ( ! [X0] :
        ( succ(s7,X0)
        | until2p7(X0) )
    | ~ spl0_3063 ),
    inference(resolution,[],[f45567,f943]) ).

fof(f45617,plain,
    ( until2p7(s8)
    | ~ spl0_3063 ),
    inference(resolution,[],[f45615,f481]) ).

fof(f45618,plain,
    ( xuntil2p8(s8)
    | ~ node4(s8)
    | ~ spl0_3063 ),
    inference(resolution,[],[f45617,f942]) ).

fof(f45619,plain,
    ( xuntil2p8(s8)
    | ~ spl0_2261
    | ~ spl0_3063 ),
    inference(forward_subsumption_resolution,[],[f45618,f12853]) ).

fof(f45620,plain,
    ( spl0_3062
    | ~ spl0_2261
    | ~ spl0_3063 ),
    inference(avatar_split_clause,[],[f45619,f45565,f12852,f45559]) ).

fof(f45621,plain,
    ( ! [X0] :
        ( succ(s8,X0)
        | until2p7(X0) )
    | ~ spl0_3062 ),
    inference(resolution,[],[f45561,f943]) ).

fof(f45623,plain,
    ( until2p7(s9)
    | ~ spl0_3062 ),
    inference(resolution,[],[f45621,f482]) ).

fof(f45624,plain,
    ( xuntil2p8(s9)
    | ~ node4(s9)
    | ~ spl0_3062 ),
    inference(resolution,[],[f45623,f942]) ).

fof(f45625,plain,
    ( xuntil2p8(s9)
    | ~ spl0_2260
    | ~ spl0_3062 ),
    inference(forward_subsumption_resolution,[],[f45624,f12842]) ).

fof(f45626,plain,
    ( spl0_3061
    | ~ spl0_2260
    | ~ spl0_3062 ),
    inference(avatar_split_clause,[],[f45625,f45559,f12841,f45553]) ).

fof(f45627,plain,
    ( ! [X0] :
        ( succ(s9,X0)
        | until2p7(X0) )
    | ~ spl0_3061 ),
    inference(resolution,[],[f45555,f943]) ).

fof(f45629,plain,
    ( until2p7(s10)
    | ~ spl0_3061 ),
    inference(resolution,[],[f45627,f483]) ).

fof(f45630,plain,
    ( xuntil2p8(s10)
    | ~ node4(s10)
    | ~ spl0_3061 ),
    inference(resolution,[],[f45629,f942]) ).

fof(f45634,plain,
    ( spl0_2264
    | ~ spl0_2242 ),
    inference(avatar_split_clause,[],[f12699,f11768,f12885]) ).

fof(f45636,definition,
    ( spl0_3065
  <=> xuntil2p8(s5) ),
    introduced(definition,[new_symbols(definition,[spl0_3065])],[avatar_definition]) ).

fof(f45637,plain,
    ( ~ xuntil2p8(s5)
    | spl0_3065 ),
    inference(avatar_component_clause,[],[f45636]) ).

fof(f45638,plain,
    ( xuntil2p8(s5)
    | ~ spl0_3065 ),
    inference(avatar_component_clause,[],[f45636]) ).

fof(f45640,plain,
    ( spl0_2265
    | ~ spl0_2244 ),
    inference(avatar_split_clause,[],[f12701,f11777,f12896]) ).

fof(f45642,definition,
    ( spl0_3066
  <=> xuntil2p8(s4) ),
    introduced(definition,[new_symbols(definition,[spl0_3066])],[avatar_definition]) ).

fof(f45644,plain,
    ( xuntil2p8(s4)
    | ~ spl0_3066 ),
    inference(avatar_component_clause,[],[f45642]) ).

fof(f45649,plain,
    ( spl0_3066
    | spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2265
    | ~ spl0_2266 ),
    inference(avatar_split_clause,[],[f22624,f12907,f12896,f12767,f2773,f2745,f45642]) ).

fof(f45657,plain,
    ( ! [X0] :
        ( succ(s4,X0)
        | until2p7(X0) )
    | ~ spl0_3066 ),
    inference(resolution,[],[f45644,f943]) ).

fof(f45665,plain,
    ( until2p7(s5)
    | ~ spl0_3066 ),
    inference(resolution,[],[f45657,f478]) ).

fof(f45666,plain,
    ( xuntil2p8(s5)
    | ~ node4(s5)
    | ~ spl0_3066 ),
    inference(resolution,[],[f45665,f942]) ).

fof(f45667,plain,
    ( xuntil2p8(s5)
    | ~ spl0_2264
    | ~ spl0_3066 ),
    inference(forward_subsumption_resolution,[],[f45666,f12886]) ).

fof(f45668,plain,
    ( spl0_3065
    | ~ spl0_2264
    | ~ spl0_3066 ),
    inference(avatar_split_clause,[],[f45667,f45642,f12885,f45636]) ).

fof(f45669,plain,
    ( ! [X0] :
        ( succ(s5,X0)
        | until2p7(X0) )
    | ~ spl0_3065 ),
    inference(resolution,[],[f45638,f943]) ).

fof(f45672,plain,
    ( until2p7(s6)
    | ~ spl0_3065 ),
    inference(resolution,[],[f45669,f479]) ).

fof(f45673,plain,
    ( xuntil2p8(s6)
    | ~ node4(s6)
    | ~ spl0_3065 ),
    inference(resolution,[],[f45672,f942]) ).

fof(f45677,plain,
    ( spl0_2266
    | ~ spl0_2246 ),
    inference(avatar_split_clause,[],[f12703,f11786,f12907]) ).

fof(f45679,definition,
    ( spl0_3067
  <=> xuntil2p8(s3) ),
    introduced(definition,[new_symbols(definition,[spl0_3067])],[avatar_definition]) ).

fof(f45680,plain,
    ( ~ xuntil2p8(s3)
    | spl0_3067 ),
    inference(avatar_component_clause,[],[f45679]) ).

fof(f45681,plain,
    ( xuntil2p8(s3)
    | ~ spl0_3067 ),
    inference(avatar_component_clause,[],[f45679]) ).

fof(f45684,plain,
    ( xuntil2p8(s11)
    | ~ node4(s11)
    | spl0_442
    | ~ spl0_457 ),
    inference(resolution,[],[f25079,f942]) ).

fof(f45685,plain,
    ( xuntil2p8(s11)
    | spl0_442
    | ~ spl0_457
    | ~ spl0_2267 ),
    inference(forward_subsumption_resolution,[],[f45684,f12953]) ).

fof(f45689,plain,
    ( ! [X0] :
        ( succ(s11,X0)
        | until2p7(X0) )
    | spl0_442
    | ~ spl0_457
    | ~ spl0_2267 ),
    inference(resolution,[],[f45685,f943]) ).

fof(f45691,plain,
    ( until2p7(s12)
    | spl0_442
    | ~ spl0_457
    | ~ spl0_2267 ),
    inference(resolution,[],[f45689,f485]) ).

fof(f45692,plain,
    ( xuntil2p8(s12)
    | ~ node4(s12)
    | spl0_442
    | ~ spl0_457
    | ~ spl0_2267 ),
    inference(resolution,[],[f45691,f942]) ).

fof(f45693,plain,
    ( ~ node4(s12)
    | spl0_442
    | ~ spl0_457
    | ~ spl0_2267
    | spl0_2766 ),
    inference(forward_subsumption_resolution,[],[f45692,f31181]) ).

fof(f45694,plain,
    ( $false
    | spl0_442
    | ~ spl0_457
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766 ),
    inference(forward_subsumption_resolution,[],[f45693,f13272]) ).

fof(f45695,plain,
    ( spl0_442
    | ~ spl0_457
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766 ),
    inference(avatar_contradiction_clause,[],[f45694]) ).

fof(f45696,plain,
    ( xuntil2p8(s9)
    | ~ node4(s9)
    | spl0_444
    | ~ spl0_457 ),
    inference(resolution,[],[f25061,f942]) ).

fof(f45697,plain,
    ( ~ node4(s9)
    | spl0_444
    | ~ spl0_457
    | spl0_3061 ),
    inference(forward_subsumption_resolution,[],[f45696,f45554]) ).

fof(f45698,plain,
    ( $false
    | spl0_444
    | ~ spl0_457
    | ~ spl0_2260
    | spl0_3061 ),
    inference(forward_subsumption_resolution,[],[f45697,f12842]) ).

fof(f45699,plain,
    ( spl0_444
    | ~ spl0_457
    | ~ spl0_2260
    | spl0_3061 ),
    inference(avatar_contradiction_clause,[],[f45698]) ).

fof(f45700,plain,
    ( xuntil2p8(s3)
    | ~ node4(s3)
    | spl0_450
    | ~ spl0_457 ),
    inference(resolution,[],[f22652,f942]) ).

fof(f45701,plain,
    ( xuntil2p8(s3)
    | spl0_450
    | ~ spl0_457
    | ~ spl0_2266 ),
    inference(forward_subsumption_resolution,[],[f45700,f12908]) ).

fof(f45702,plain,
    ( spl0_3067
    | spl0_450
    | ~ spl0_457
    | ~ spl0_2266 ),
    inference(avatar_split_clause,[],[f45701,f12907,f2773,f2741,f45679]) ).

fof(f45706,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_450 ),
    inference(resolution,[],[f2743,f7295]) ).

fof(f45707,plain,
    ( ! [X0] :
        ( succ(s3,X0)
        | until2p7(X0) )
    | ~ spl0_3067 ),
    inference(resolution,[],[f45681,f943]) ).

fof(f45709,plain,
    ( until2p7(s4)
    | ~ spl0_3067 ),
    inference(resolution,[],[f45707,f477]) ).

fof(f45710,plain,
    ( xuntil2p8(s4)
    | ~ node4(s4)
    | ~ spl0_3067 ),
    inference(resolution,[],[f45709,f942]) ).

fof(f45717,plain,
    ( xuntil2p8(s7)
    | ~ node4(s7)
    | spl0_446
    | ~ spl0_457 ),
    inference(resolution,[],[f25043,f942]) ).

fof(f45718,plain,
    ( ~ node4(s7)
    | spl0_446
    | ~ spl0_457
    | spl0_3063 ),
    inference(forward_subsumption_resolution,[],[f45717,f45566]) ).

fof(f45719,plain,
    ( $false
    | spl0_446
    | ~ spl0_457
    | ~ spl0_2262
    | spl0_3063 ),
    inference(forward_subsumption_resolution,[],[f45718,f12864]) ).

fof(f45720,plain,
    ( spl0_446
    | ~ spl0_457
    | ~ spl0_2262
    | spl0_3063 ),
    inference(avatar_contradiction_clause,[],[f45719]) ).

fof(f45727,plain,
    ( m_main_v_request(s449)
    | always3(s449)
    | spl0_452 ),
    inference(resolution,[],[f2751,f7295]) ).

fof(f45735,plain,
    ( until2p7(s3)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(resolution,[],[f22274,f476]) ).

fof(f45736,plain,
    ( xuntil2p8(s3)
    | ~ node4(s3)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(resolution,[],[f45735,f942]) ).

fof(f45737,plain,
    ( ~ node4(s3)
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | spl0_3067 ),
    inference(forward_subsumption_resolution,[],[f45736,f45680]) ).

fof(f45738,plain,
    ( $false
    | spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | ~ spl0_2266
    | spl0_3067 ),
    inference(forward_subsumption_resolution,[],[f45737,f12908]) ).

fof(f45739,plain,
    ( spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | ~ spl0_2266
    | spl0_3067 ),
    inference(avatar_contradiction_clause,[],[f45738]) ).

fof(f45740,plain,
    ( xuntil2p8(s0)
    | ~ node4(s0)
    | spl0_453
    | ~ spl0_457 ),
    inference(resolution,[],[f27248,f942]) ).

fof(f45741,plain,
    ( xuntil2p8(s0)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457 ),
    inference(forward_subsumption_resolution,[],[f45740,f2760]) ).

fof(f45745,plain,
    ( ! [X0] :
        ( succ(s0,X0)
        | until2p7(X0) )
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457 ),
    inference(resolution,[],[f45741,f943]) ).

fof(f45747,plain,
    ( until2p7(s1)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457 ),
    inference(resolution,[],[f45745,f474]) ).

fof(f45748,plain,
    ( xuntil2p8(s1)
    | ~ node4(s1)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457 ),
    inference(resolution,[],[f45747,f942]) ).

fof(f45749,plain,
    ( xuntil2p8(s1)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(forward_subsumption_resolution,[],[f45748,f12751]) ).

fof(f45750,plain,
    ( ! [X0] :
        ( succ(s1,X0)
        | until2p7(X0) )
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(resolution,[],[f45749,f943]) ).

fof(f45752,plain,
    ( until2p7(s2)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(resolution,[],[f45750,f475]) ).

fof(f45753,plain,
    ( xuntil2p8(s2)
    | ~ node4(s2)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257 ),
    inference(resolution,[],[f45752,f942]) ).

fof(f45754,plain,
    ( xuntil2p8(s2)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(forward_subsumption_resolution,[],[f45753,f12768]) ).

fof(f45755,plain,
    ( ! [X0] :
        ( succ(s2,X0)
        | until2p7(X0) )
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(resolution,[],[f45754,f943]) ).

fof(f45757,plain,
    ( until2p7(s3)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(resolution,[],[f45755,f476]) ).

fof(f45758,plain,
    ( xuntil2p8(s3)
    | ~ node4(s3)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258 ),
    inference(resolution,[],[f45757,f942]) ).

fof(f45759,plain,
    ( ~ node4(s3)
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | spl0_3067 ),
    inference(forward_subsumption_resolution,[],[f45758,f45680]) ).

fof(f45760,plain,
    ( $false
    | spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | ~ spl0_2266
    | spl0_3067 ),
    inference(forward_subsumption_resolution,[],[f45759,f12908]) ).

fof(f45761,plain,
    ( spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | ~ spl0_2266
    | spl0_3067 ),
    inference(avatar_contradiction_clause,[],[f45760]) ).

fof(f45764,plain,
    ( xuntil2p8(s8)
    | ~ node4(s8)
    | spl0_445
    | ~ spl0_457 ),
    inference(resolution,[],[f25052,f942]) ).

fof(f45765,plain,
    ( ~ node4(s8)
    | spl0_445
    | ~ spl0_457
    | spl0_3062 ),
    inference(forward_subsumption_resolution,[],[f45764,f45560]) ).

fof(f45766,plain,
    ( $false
    | spl0_445
    | ~ spl0_457
    | ~ spl0_2261
    | spl0_3062 ),
    inference(forward_subsumption_resolution,[],[f45765,f12853]) ).

fof(f45767,plain,
    ( spl0_445
    | ~ spl0_457
    | ~ spl0_2261
    | spl0_3062 ),
    inference(avatar_contradiction_clause,[],[f45766]) ).

fof(f45771,plain,
    ( xuntil2p8(s5)
    | ~ node4(s5)
    | spl0_448
    | ~ spl0_457 ),
    inference(resolution,[],[f24995,f942]) ).

fof(f45772,plain,
    ( ~ node4(s5)
    | spl0_448
    | ~ spl0_457
    | spl0_3065 ),
    inference(forward_subsumption_resolution,[],[f45771,f45637]) ).

fof(f45773,plain,
    ( $false
    | spl0_448
    | ~ spl0_457
    | ~ spl0_2264
    | spl0_3065 ),
    inference(forward_subsumption_resolution,[],[f45772,f12886]) ).

fof(f45774,plain,
    ( spl0_448
    | ~ spl0_457
    | ~ spl0_2264
    | spl0_3065 ),
    inference(avatar_contradiction_clause,[],[f45773]) ).

fof(f45775,plain,
    ( xuntil2p8(s14)
    | ~ node4(s14)
    | spl0_439
    | ~ spl0_457 ),
    inference(resolution,[],[f25106,f942]) ).

fof(f45776,plain,
    ( ~ node4(s14)
    | spl0_439
    | ~ spl0_457
    | spl0_2764 ),
    inference(forward_subsumption_resolution,[],[f45775,f31169]) ).

fof(f45777,plain,
    ( $false
    | spl0_439
    | ~ spl0_457
    | ~ spl0_2282
    | spl0_2764 ),
    inference(forward_subsumption_resolution,[],[f45776,f13250]) ).

fof(f45778,plain,
    ( spl0_439
    | ~ spl0_457
    | ~ spl0_2282
    | spl0_2764 ),
    inference(avatar_contradiction_clause,[],[f45777]) ).

fof(f45779,plain,
    ( xuntil2p8(s15)
    | ~ node4(s15)
    | spl0_438
    | ~ spl0_457 ),
    inference(resolution,[],[f25115,f942]) ).

fof(f45780,plain,
    ( ~ node4(s15)
    | spl0_438
    | ~ spl0_457
    | spl0_2763 ),
    inference(forward_subsumption_resolution,[],[f45779,f31163]) ).

fof(f45781,plain,
    ( $false
    | spl0_438
    | ~ spl0_457
    | ~ spl0_2281
    | spl0_2763 ),
    inference(forward_subsumption_resolution,[],[f45780,f13239]) ).

fof(f45782,plain,
    ( spl0_438
    | ~ spl0_457
    | ~ spl0_2281
    | spl0_2763 ),
    inference(avatar_contradiction_clause,[],[f45781]) ).

fof(f45783,plain,
    ( xuntil2p8(s21)
    | ~ node4(s21)
    | spl0_432
    | ~ spl0_457 ),
    inference(resolution,[],[f25169,f942]) ).

fof(f45784,plain,
    ( ~ node4(s21)
    | spl0_432
    | ~ spl0_457
    | spl0_2757 ),
    inference(forward_subsumption_resolution,[],[f45783,f31127]) ).

fof(f45785,plain,
    ( $false
    | spl0_432
    | ~ spl0_457
    | ~ spl0_2275
    | spl0_2757 ),
    inference(forward_subsumption_resolution,[],[f45784,f13173]) ).

fof(f45786,plain,
    ( spl0_432
    | ~ spl0_457
    | ~ spl0_2275
    | spl0_2757 ),
    inference(avatar_contradiction_clause,[],[f45785]) ).

fof(f45788,plain,
    ( xuntil2p8(s17)
    | ~ node4(s17)
    | spl0_436
    | ~ spl0_457 ),
    inference(resolution,[],[f25133,f942]) ).

fof(f45789,plain,
    ( ~ node4(s17)
    | spl0_436
    | ~ spl0_457
    | spl0_2761 ),
    inference(forward_subsumption_resolution,[],[f45788,f31151]) ).

fof(f45790,plain,
    ( $false
    | spl0_436
    | ~ spl0_457
    | ~ spl0_2279
    | spl0_2761 ),
    inference(forward_subsumption_resolution,[],[f45789,f13217]) ).

fof(f45791,plain,
    ( spl0_436
    | ~ spl0_457
    | ~ spl0_2279
    | spl0_2761 ),
    inference(avatar_contradiction_clause,[],[f45790]) ).

fof(f45792,plain,
    ( xuntil2p8(s27)
    | ~ node4(s27)
    | spl0_426
    | ~ spl0_457 ),
    inference(resolution,[],[f25223,f942]) ).

fof(f45793,plain,
    ( ~ node4(s27)
    | spl0_426
    | ~ spl0_457
    | spl0_2751 ),
    inference(forward_subsumption_resolution,[],[f45792,f31091]) ).

fof(f45794,plain,
    ( $false
    | spl0_426
    | ~ spl0_457
    | ~ spl0_2269
    | spl0_2751 ),
    inference(forward_subsumption_resolution,[],[f45793,f13107]) ).

fof(f45795,plain,
    ( spl0_426
    | ~ spl0_457
    | ~ spl0_2269
    | spl0_2751 ),
    inference(avatar_contradiction_clause,[],[f45794]) ).

fof(f45803,plain,
    ( xuntil2p8(s29)
    | ~ node4(s29)
    | spl0_424
    | ~ spl0_457 ),
    inference(resolution,[],[f25241,f942]) ).

fof(f45804,plain,
    ( ~ node4(s29)
    | spl0_424
    | ~ spl0_457
    | spl0_3003 ),
    inference(forward_subsumption_resolution,[],[f45803,f34413]) ).

fof(f45805,plain,
    ( $false
    | spl0_424
    | ~ spl0_457
    | ~ spl0_2285
    | spl0_3003 ),
    inference(forward_subsumption_resolution,[],[f45804,f13298]) ).

fof(f45806,plain,
    ( spl0_424
    | ~ spl0_457
    | ~ spl0_2285
    | spl0_3003 ),
    inference(avatar_contradiction_clause,[],[f45805]) ).

fof(f45808,plain,
    ( xuntil2p8(s16)
    | ~ node4(s16)
    | spl0_437
    | ~ spl0_457 ),
    inference(resolution,[],[f25124,f942]) ).

fof(f45809,plain,
    ( ~ node4(s16)
    | spl0_437
    | ~ spl0_457
    | spl0_2762 ),
    inference(forward_subsumption_resolution,[],[f45808,f31157]) ).

fof(f45810,plain,
    ( $false
    | spl0_437
    | ~ spl0_457
    | ~ spl0_2280
    | spl0_2762 ),
    inference(forward_subsumption_resolution,[],[f45809,f13228]) ).

fof(f45811,plain,
    ( spl0_437
    | ~ spl0_457
    | ~ spl0_2280
    | spl0_2762 ),
    inference(avatar_contradiction_clause,[],[f45810]) ).

fof(f45816,plain,
    ( xuntil2p8(s20)
    | ~ node4(s20)
    | spl0_433
    | ~ spl0_457 ),
    inference(resolution,[],[f25160,f942]) ).

fof(f45817,plain,
    ( ~ node4(s20)
    | spl0_433
    | ~ spl0_457
    | spl0_2758 ),
    inference(forward_subsumption_resolution,[],[f45816,f31133]) ).

fof(f45818,plain,
    ( $false
    | spl0_433
    | ~ spl0_457
    | ~ spl0_2276
    | spl0_2758 ),
    inference(forward_subsumption_resolution,[],[f45817,f13184]) ).

fof(f45819,plain,
    ( spl0_433
    | ~ spl0_457
    | ~ spl0_2276
    | spl0_2758 ),
    inference(avatar_contradiction_clause,[],[f45818]) ).

fof(f45823,plain,
    ( xuntil2p8(s25)
    | ~ node4(s25)
    | spl0_428
    | ~ spl0_457 ),
    inference(resolution,[],[f25205,f942]) ).

fof(f45824,plain,
    ( ~ node4(s25)
    | spl0_428
    | ~ spl0_457
    | spl0_2753 ),
    inference(forward_subsumption_resolution,[],[f45823,f31103]) ).

fof(f45825,plain,
    ( $false
    | spl0_428
    | ~ spl0_457
    | ~ spl0_2271
    | spl0_2753 ),
    inference(forward_subsumption_resolution,[],[f45824,f13129]) ).

fof(f45826,plain,
    ( spl0_428
    | ~ spl0_457
    | ~ spl0_2271
    | spl0_2753 ),
    inference(avatar_contradiction_clause,[],[f45825]) ).

fof(f45828,plain,
    ( xuntil2p8(s18)
    | ~ node4(s18)
    | spl0_435
    | ~ spl0_457 ),
    inference(resolution,[],[f25142,f942]) ).

fof(f45829,plain,
    ( ~ node4(s18)
    | spl0_435
    | ~ spl0_457
    | spl0_2760 ),
    inference(forward_subsumption_resolution,[],[f45828,f31145]) ).

fof(f45830,plain,
    ( $false
    | spl0_435
    | ~ spl0_457
    | ~ spl0_2278
    | spl0_2760 ),
    inference(forward_subsumption_resolution,[],[f45829,f13206]) ).

fof(f45831,plain,
    ( spl0_435
    | ~ spl0_457
    | ~ spl0_2278
    | spl0_2760 ),
    inference(avatar_contradiction_clause,[],[f45830]) ).

fof(f45834,plain,
    ( xuntil2p8(s24)
    | ~ node4(s24)
    | spl0_429
    | ~ spl0_457 ),
    inference(resolution,[],[f25196,f942]) ).

fof(f45835,plain,
    ( ~ node4(s24)
    | spl0_429
    | ~ spl0_457
    | spl0_2754 ),
    inference(forward_subsumption_resolution,[],[f45834,f31109]) ).

fof(f45836,plain,
    ( $false
    | spl0_429
    | ~ spl0_457
    | ~ spl0_2272
    | spl0_2754 ),
    inference(forward_subsumption_resolution,[],[f45835,f13140]) ).

fof(f45837,plain,
    ( spl0_429
    | ~ spl0_457
    | ~ spl0_2272
    | spl0_2754 ),
    inference(avatar_contradiction_clause,[],[f45836]) ).

fof(f45838,plain,
    ( xuntil2p8(s28)
    | ~ node4(s28)
    | spl0_425
    | ~ spl0_457 ),
    inference(resolution,[],[f25232,f942]) ).

fof(f45839,plain,
    ( ~ node4(s28)
    | spl0_425
    | ~ spl0_457
    | spl0_2750 ),
    inference(forward_subsumption_resolution,[],[f45838,f31085]) ).

fof(f45840,plain,
    ( $false
    | spl0_425
    | ~ spl0_457
    | ~ spl0_2268
    | spl0_2750 ),
    inference(forward_subsumption_resolution,[],[f45839,f13094]) ).

fof(f45841,plain,
    ( spl0_425
    | ~ spl0_457
    | ~ spl0_2268
    | spl0_2750 ),
    inference(avatar_contradiction_clause,[],[f45840]) ).

fof(f45845,plain,
    ( xuntil2p8(s26)
    | ~ node4(s26)
    | spl0_427
    | ~ spl0_457 ),
    inference(resolution,[],[f25214,f942]) ).

fof(f45846,plain,
    ( ~ node4(s26)
    | spl0_427
    | ~ spl0_457
    | spl0_2752 ),
    inference(forward_subsumption_resolution,[],[f45845,f31097]) ).

fof(f45847,plain,
    ( $false
    | spl0_427
    | ~ spl0_457
    | ~ spl0_2270
    | spl0_2752 ),
    inference(forward_subsumption_resolution,[],[f45846,f13118]) ).

fof(f45848,plain,
    ( spl0_427
    | ~ spl0_457
    | ~ spl0_2270
    | spl0_2752 ),
    inference(avatar_contradiction_clause,[],[f45847]) ).

fof(f45849,plain,
    ( xuntil2p8(s19)
    | ~ node4(s19)
    | spl0_434
    | ~ spl0_457 ),
    inference(resolution,[],[f25151,f942]) ).

fof(f45850,plain,
    ( ~ node4(s19)
    | spl0_434
    | ~ spl0_457
    | spl0_2759 ),
    inference(forward_subsumption_resolution,[],[f45849,f31139]) ).

fof(f45851,plain,
    ( $false
    | spl0_434
    | ~ spl0_457
    | ~ spl0_2277
    | spl0_2759 ),
    inference(forward_subsumption_resolution,[],[f45850,f13195]) ).

fof(f45852,plain,
    ( spl0_434
    | ~ spl0_457
    | ~ spl0_2277
    | spl0_2759 ),
    inference(avatar_contradiction_clause,[],[f45851]) ).

fof(f45859,plain,
    ( xuntil2p8(s22)
    | ~ node4(s22)
    | spl0_431
    | ~ spl0_457 ),
    inference(resolution,[],[f25178,f942]) ).

fof(f45860,plain,
    ( ~ node4(s22)
    | spl0_431
    | ~ spl0_457
    | spl0_2756 ),
    inference(forward_subsumption_resolution,[],[f45859,f31121]) ).

fof(f45861,plain,
    ( $false
    | spl0_431
    | ~ spl0_457
    | ~ spl0_2274
    | spl0_2756 ),
    inference(forward_subsumption_resolution,[],[f45860,f13162]) ).

fof(f45862,plain,
    ( spl0_431
    | ~ spl0_457
    | ~ spl0_2274
    | spl0_2756 ),
    inference(avatar_contradiction_clause,[],[f45861]) ).

fof(f45866,plain,
    ( xuntil2p8(s13)
    | ~ node4(s13)
    | spl0_440
    | ~ spl0_457 ),
    inference(resolution,[],[f25097,f942]) ).

fof(f45867,plain,
    ( ~ node4(s13)
    | spl0_440
    | ~ spl0_457
    | spl0_2765 ),
    inference(forward_subsumption_resolution,[],[f45866,f31175]) ).

fof(f45868,plain,
    ( $false
    | spl0_440
    | ~ spl0_457
    | ~ spl0_2283
    | spl0_2765 ),
    inference(forward_subsumption_resolution,[],[f45867,f13261]) ).

fof(f45869,plain,
    ( spl0_440
    | ~ spl0_457
    | ~ spl0_2283
    | spl0_2765 ),
    inference(avatar_contradiction_clause,[],[f45868]) ).

fof(f45873,plain,
    ( xuntil2p8(s23)
    | ~ node4(s23)
    | spl0_430
    | ~ spl0_457 ),
    inference(resolution,[],[f25187,f942]) ).

fof(f45874,plain,
    ( ~ node4(s23)
    | spl0_430
    | ~ spl0_457
    | spl0_2755 ),
    inference(forward_subsumption_resolution,[],[f45873,f31115]) ).

fof(f45875,plain,
    ( $false
    | spl0_430
    | ~ spl0_457
    | ~ spl0_2273
    | spl0_2755 ),
    inference(forward_subsumption_resolution,[],[f45874,f13151]) ).

fof(f45876,plain,
    ( spl0_430
    | ~ spl0_457
    | ~ spl0_2273
    | spl0_2755 ),
    inference(avatar_contradiction_clause,[],[f45875]) ).

fof(f45884,plain,
    ( spl0_1358
    | spl0_1359
    | spl0_452 ),
    inference(avatar_split_clause,[],[f45727,f2749,f7307,f7303]) ).

fof(f45885,plain,
    ( spl0_1363
    | ~ spl0_1361 ),
    inference(avatar_split_clause,[],[f37481,f7803,f7812]) ).

fof(f45886,plain,
    ( spl0_1367
    | ~ spl0_1365 ),
    inference(avatar_split_clause,[],[f37471,f7821,f7830]) ).

fof(f45887,plain,
    ( spl0_2257
    | ~ spl0_2251 ),
    inference(avatar_split_clause,[],[f12746,f11808,f12750]) ).

fof(f45895,plain,
    ( spl0_2258
    | ~ spl0_2249 ),
    inference(avatar_split_clause,[],[f12763,f11799,f12767]) ).

fof(f45898,plain,
    ( spl0_1358
    | spl0_1359
    | spl0_450 ),
    inference(avatar_split_clause,[],[f45706,f2741,f7307,f7303]) ).

fof(f45904,plain,
    ( xuntil2p8(s10)
    | ~ spl0_2259
    | ~ spl0_3061 ),
    inference(forward_subsumption_resolution,[],[f45630,f12829]) ).

fof(f45908,plain,
    ( xuntil2p8(s6)
    | ~ spl0_2263
    | ~ spl0_3065 ),
    inference(forward_subsumption_resolution,[],[f45673,f12875]) ).

fof(f45910,plain,
    ( xuntil2p8(s4)
    | ~ spl0_2265
    | ~ spl0_3067 ),
    inference(forward_subsumption_resolution,[],[f45710,f12897]) ).

fof(f45911,plain,
    ( spl0_2267
    | ~ spl0_2231 ),
    inference(avatar_split_clause,[],[f12824,f11718,f12952]) ).

fof(f45912,plain,
    ( spl0_3060
    | ~ spl0_2259
    | ~ spl0_3061 ),
    inference(avatar_split_clause,[],[f45904,f45553,f12828,f45547]) ).

fof(f45913,plain,
    ( spl0_3064
    | ~ spl0_2263
    | ~ spl0_3065 ),
    inference(avatar_split_clause,[],[f45908,f45636,f12874,f45571]) ).

fof(f45914,plain,
    ( spl0_3066
    | ~ spl0_2265
    | ~ spl0_3067 ),
    inference(avatar_split_clause,[],[f45910,f45679,f12896,f45642]) ).

cnf(s1,plain,
    ( spl0_1
    | ~ spl0_2 ),
    inference(sat_conversion,[],[f951]) ).

cnf(s2,plain,
    ( ~ spl0_2
    | spl0_3 ),
    inference(sat_conversion,[],[f955]) ).

cnf(s3,plain,
    ( spl0_2
    | ~ spl0_4
    | ~ spl0_5
    | ~ spl0_6
    | ~ spl0_7
    | ~ spl0_8
    | ~ spl0_9
    | ~ spl0_10
    | ~ spl0_11
    | ~ spl0_12
    | ~ spl0_13
    | ~ spl0_14
    | ~ spl0_15
    | ~ spl0_16
    | ~ spl0_17
    | ~ spl0_18
    | ~ spl0_19
    | ~ spl0_20
    | ~ spl0_21
    | ~ spl0_22
    | ~ spl0_23
    | ~ spl0_24
    | ~ spl0_25
    | ~ spl0_26
    | ~ spl0_27
    | ~ spl0_28
    | ~ spl0_29
    | ~ spl0_30
    | ~ spl0_31
    | ~ spl0_32
    | ~ spl0_33
    | ~ spl0_34
    | ~ spl0_35
    | ~ spl0_36
    | ~ spl0_37
    | ~ spl0_38
    | ~ spl0_39
    | ~ spl0_40
    | ~ spl0_41
    | ~ spl0_42
    | ~ spl0_43
    | ~ spl0_44
    | ~ spl0_45
    | ~ spl0_46
    | ~ spl0_47
    | ~ spl0_48
    | ~ spl0_49
    | ~ spl0_50
    | ~ spl0_51
    | ~ spl0_52
    | ~ spl0_53
    | ~ spl0_54
    | ~ spl0_55
    | ~ spl0_56
    | ~ spl0_57
    | ~ spl0_58
    | ~ spl0_59
    | ~ spl0_60
    | ~ spl0_61
    | ~ spl0_62
    | ~ spl0_63
    | ~ spl0_64
    | ~ spl0_65
    | ~ spl0_66
    | ~ spl0_67
    | ~ spl0_68
    | ~ spl0_69
    | ~ spl0_70
    | ~ spl0_71
    | ~ spl0_72
    | ~ spl0_73
    | ~ spl0_74
    | ~ spl0_75
    | ~ spl0_76
    | ~ spl0_77
    | ~ spl0_78
    | ~ spl0_79
    | ~ spl0_80
    | ~ spl0_81
    | ~ spl0_82
    | ~ spl0_83
    | ~ spl0_84
    | ~ spl0_85
    | ~ spl0_86
    | ~ spl0_87
    | ~ spl0_88
    | ~ spl0_89
    | ~ spl0_90
    | ~ spl0_91
    | ~ spl0_92
    | ~ spl0_93
    | ~ spl0_94
    | ~ spl0_95
    | ~ spl0_96
    | ~ spl0_97
    | ~ spl0_98
    | ~ spl0_99
    | ~ spl0_100
    | ~ spl0_101
    | ~ spl0_102
    | ~ spl0_103
    | ~ spl0_104
    | ~ spl0_105
    | ~ spl0_106
    | ~ spl0_107
    | ~ spl0_108
    | ~ spl0_109
    | ~ spl0_110
    | ~ spl0_111
    | ~ spl0_112
    | ~ spl0_113
    | ~ spl0_114
    | ~ spl0_115
    | ~ spl0_116
    | ~ spl0_117
    | ~ spl0_118
    | ~ spl0_119
    | ~ spl0_120
    | ~ spl0_121
    | ~ spl0_122
    | ~ spl0_123
    | ~ spl0_124
    | ~ spl0_125
    | ~ spl0_126
    | ~ spl0_127
    | ~ spl0_128
    | ~ spl0_129
    | ~ spl0_130
    | ~ spl0_131
    | ~ spl0_132
    | ~ spl0_133
    | ~ spl0_134
    | ~ spl0_135
    | ~ spl0_136
    | ~ spl0_137
    | ~ spl0_138
    | ~ spl0_139
    | ~ spl0_140
    | ~ spl0_141
    | ~ spl0_142
    | ~ spl0_143
    | ~ spl0_144
    | ~ spl0_145
    | ~ spl0_146
    | ~ spl0_147
    | ~ spl0_148
    | ~ spl0_149
    | ~ spl0_150
    | ~ spl0_151
    | ~ spl0_152
    | ~ spl0_153
    | ~ spl0_154
    | ~ spl0_155
    | ~ spl0_156
    | ~ spl0_157
    | ~ spl0_158
    | ~ spl0_159
    | ~ spl0_160
    | ~ spl0_161
    | ~ spl0_162
    | ~ spl0_163
    | ~ spl0_164
    | ~ spl0_165
    | ~ spl0_166
    | ~ spl0_167
    | ~ spl0_168
    | ~ spl0_169
    | ~ spl0_170
    | ~ spl0_171
    | ~ spl0_172
    | ~ spl0_173
    | ~ spl0_174
    | ~ spl0_175
    | ~ spl0_176
    | ~ spl0_177
    | ~ spl0_178
    | ~ spl0_179
    | ~ spl0_180
    | ~ spl0_181
    | ~ spl0_182
    | ~ spl0_183
    | ~ spl0_184
    | ~ spl0_185
    | ~ spl0_186
    | ~ spl0_187
    | ~ spl0_188
    | ~ spl0_189
    | ~ spl0_190
    | ~ spl0_191
    | ~ spl0_192
    | ~ spl0_193
    | ~ spl0_194
    | ~ spl0_195
    | ~ spl0_196
    | ~ spl0_197
    | ~ spl0_198
    | ~ spl0_199
    | ~ spl0_200
    | ~ spl0_201
    | ~ spl0_202
    | ~ spl0_203
    | ~ spl0_204
    | ~ spl0_205
    | ~ spl0_206
    | ~ spl0_207
    | ~ spl0_208
    | ~ spl0_209
    | ~ spl0_210
    | ~ spl0_211
    | ~ spl0_212
    | ~ spl0_213
    | ~ spl0_214
    | ~ spl0_215
    | ~ spl0_216
    | ~ spl0_217
    | ~ spl0_218
    | ~ spl0_219
    | ~ spl0_220
    | ~ spl0_221
    | ~ spl0_222
    | ~ spl0_223
    | ~ spl0_224
    | ~ spl0_225
    | ~ spl0_226
    | ~ spl0_227
    | ~ spl0_228
    | ~ spl0_229
    | ~ spl0_230
    | ~ spl0_231
    | ~ spl0_232
    | ~ spl0_233
    | ~ spl0_234
    | ~ spl0_235
    | ~ spl0_236
    | ~ spl0_237
    | ~ spl0_238
    | ~ spl0_239
    | ~ spl0_240
    | ~ spl0_241
    | ~ spl0_242
    | ~ spl0_243
    | ~ spl0_244
    | ~ spl0_245
    | ~ spl0_246
    | ~ spl0_247
    | ~ spl0_248
    | ~ spl0_249
    | ~ spl0_250
    | ~ spl0_251
    | ~ spl0_252
    | ~ spl0_253
    | ~ spl0_254
    | ~ spl0_255
    | ~ spl0_256
    | ~ spl0_257
    | ~ spl0_258
    | ~ spl0_259
    | ~ spl0_260
    | ~ spl0_261
    | ~ spl0_262
    | ~ spl0_263
    | ~ spl0_264
    | ~ spl0_265
    | ~ spl0_266
    | ~ spl0_267
    | ~ spl0_268
    | ~ spl0_269
    | ~ spl0_270
    | ~ spl0_271
    | ~ spl0_272
    | ~ spl0_273
    | ~ spl0_274
    | ~ spl0_275
    | ~ spl0_276
    | ~ spl0_277
    | ~ spl0_278
    | ~ spl0_279
    | ~ spl0_280
    | ~ spl0_281
    | ~ spl0_282
    | ~ spl0_283
    | ~ spl0_284
    | ~ spl0_285
    | ~ spl0_286
    | ~ spl0_287
    | ~ spl0_288
    | ~ spl0_289
    | ~ spl0_290
    | ~ spl0_291
    | ~ spl0_292
    | ~ spl0_293
    | ~ spl0_294
    | ~ spl0_295
    | ~ spl0_296
    | ~ spl0_297
    | ~ spl0_298
    | ~ spl0_299
    | ~ spl0_300
    | ~ spl0_301
    | ~ spl0_302
    | ~ spl0_303
    | ~ spl0_304
    | ~ spl0_305
    | ~ spl0_306
    | ~ spl0_307
    | ~ spl0_308
    | ~ spl0_309
    | ~ spl0_310
    | ~ spl0_311
    | ~ spl0_312
    | ~ spl0_313
    | ~ spl0_314
    | ~ spl0_315
    | ~ spl0_316
    | ~ spl0_317
    | ~ spl0_318
    | ~ spl0_319
    | ~ spl0_320
    | ~ spl0_321
    | ~ spl0_322
    | ~ spl0_323
    | ~ spl0_324
    | ~ spl0_325
    | ~ spl0_326
    | ~ spl0_327
    | ~ spl0_328
    | ~ spl0_329
    | ~ spl0_330
    | ~ spl0_331
    | ~ spl0_332
    | ~ spl0_333
    | ~ spl0_334
    | ~ spl0_335
    | ~ spl0_336
    | ~ spl0_337
    | ~ spl0_338
    | ~ spl0_339
    | ~ spl0_340
    | ~ spl0_341
    | ~ spl0_342
    | ~ spl0_343
    | ~ spl0_344
    | ~ spl0_345
    | ~ spl0_346
    | ~ spl0_347
    | ~ spl0_348
    | ~ spl0_349
    | ~ spl0_350
    | ~ spl0_351
    | ~ spl0_352
    | ~ spl0_353
    | ~ spl0_354
    | ~ spl0_355
    | ~ spl0_356
    | ~ spl0_357
    | ~ spl0_358
    | ~ spl0_359
    | ~ spl0_360
    | ~ spl0_361
    | ~ spl0_362
    | ~ spl0_363
    | ~ spl0_364
    | ~ spl0_365
    | ~ spl0_366
    | ~ spl0_367
    | ~ spl0_368
    | ~ spl0_369
    | ~ spl0_370
    | ~ spl0_371
    | ~ spl0_372
    | ~ spl0_373
    | ~ spl0_374
    | ~ spl0_375
    | ~ spl0_376
    | ~ spl0_377
    | ~ spl0_378
    | ~ spl0_379
    | ~ spl0_380
    | ~ spl0_381
    | ~ spl0_382
    | ~ spl0_383
    | ~ spl0_384
    | ~ spl0_385
    | ~ spl0_386
    | ~ spl0_387
    | ~ spl0_388
    | ~ spl0_389
    | ~ spl0_390
    | ~ spl0_391
    | ~ spl0_392
    | ~ spl0_393
    | ~ spl0_394
    | ~ spl0_395
    | ~ spl0_396
    | ~ spl0_397
    | ~ spl0_398
    | ~ spl0_399
    | ~ spl0_400
    | ~ spl0_401
    | ~ spl0_402
    | ~ spl0_403
    | ~ spl0_404
    | ~ spl0_405
    | ~ spl0_406
    | ~ spl0_407
    | ~ spl0_408
    | ~ spl0_409
    | ~ spl0_410
    | ~ spl0_411
    | ~ spl0_412
    | ~ spl0_413
    | ~ spl0_414
    | ~ spl0_415
    | ~ spl0_416
    | ~ spl0_417
    | ~ spl0_418
    | ~ spl0_419
    | ~ spl0_420
    | ~ spl0_421
    | ~ spl0_422
    | ~ spl0_423
    | ~ spl0_424
    | ~ spl0_425
    | ~ spl0_426
    | ~ spl0_427
    | ~ spl0_428
    | ~ spl0_429
    | ~ spl0_430
    | ~ spl0_431
    | ~ spl0_432
    | ~ spl0_433
    | ~ spl0_434
    | ~ spl0_435
    | ~ spl0_436
    | ~ spl0_437
    | ~ spl0_438
    | ~ spl0_439
    | ~ spl0_440
    | ~ spl0_441
    | ~ spl0_442
    | ~ spl0_443
    | ~ spl0_444
    | ~ spl0_445
    | ~ spl0_446
    | ~ spl0_447
    | ~ spl0_448
    | ~ spl0_449
    | ~ spl0_450
    | ~ spl0_451
    | ~ spl0_452
    | ~ spl0_453 ),
    inference(sat_conversion,[],[f2756]) ).

cnf(s4,plain,
    ( ~ spl0_454
    | ~ spl0_455 ),
    inference(sat_conversion,[],[f2766]) ).

cnf(s5,plain,
    ( spl0_456
    | spl0_457 ),
    inference(sat_conversion,[],[f2775]) ).

cnf(s6,plain,
    ( spl0_455
    | spl0_458 ),
    inference(sat_conversion,[],[f2781]) ).

cnf(s7,plain,
    ( spl0_459
    | spl0_460 ),
    inference(sat_conversion,[],[f2791]) ).

cnf(s8,plain,
    ( spl0_461
    | spl0_462 ),
    inference(sat_conversion,[],[f2801]) ).

cnf(s9,plain,
    ( spl0_463
    | spl0_464 ),
    inference(sat_conversion,[],[f2811]) ).

cnf(s10,plain,
    ( spl0_465
    | spl0_466 ),
    inference(sat_conversion,[],[f2821]) ).

cnf(s11,plain,
    ( spl0_467
    | spl0_468 ),
    inference(sat_conversion,[],[f2831]) ).

cnf(s12,plain,
    ( spl0_469
    | spl0_470 ),
    inference(sat_conversion,[],[f2841]) ).

cnf(s13,plain,
    ( spl0_471
    | spl0_472 ),
    inference(sat_conversion,[],[f2851]) ).

cnf(s14,plain,
    ( spl0_473
    | spl0_474 ),
    inference(sat_conversion,[],[f2861]) ).

cnf(s15,plain,
    ( spl0_475
    | spl0_476 ),
    inference(sat_conversion,[],[f2871]) ).

cnf(s16,plain,
    ( spl0_477
    | spl0_478 ),
    inference(sat_conversion,[],[f2881]) ).

cnf(s17,plain,
    ( spl0_479
    | spl0_480 ),
    inference(sat_conversion,[],[f2891]) ).

cnf(s18,plain,
    ( spl0_481
    | spl0_482 ),
    inference(sat_conversion,[],[f2901]) ).

cnf(s19,plain,
    ( spl0_483
    | spl0_484 ),
    inference(sat_conversion,[],[f2911]) ).

cnf(s20,plain,
    ( spl0_485
    | spl0_486 ),
    inference(sat_conversion,[],[f2921]) ).

cnf(s21,plain,
    ( spl0_487
    | spl0_488 ),
    inference(sat_conversion,[],[f2931]) ).

cnf(s22,plain,
    ( spl0_489
    | spl0_490 ),
    inference(sat_conversion,[],[f2941]) ).

cnf(s23,plain,
    ( spl0_491
    | spl0_492 ),
    inference(sat_conversion,[],[f2951]) ).

cnf(s24,plain,
    ( spl0_493
    | spl0_494 ),
    inference(sat_conversion,[],[f2961]) ).

cnf(s25,plain,
    ( spl0_495
    | spl0_496 ),
    inference(sat_conversion,[],[f2971]) ).

cnf(s26,plain,
    ( spl0_497
    | spl0_498 ),
    inference(sat_conversion,[],[f2981]) ).

cnf(s27,plain,
    ( spl0_499
    | spl0_500 ),
    inference(sat_conversion,[],[f2991]) ).

cnf(s28,plain,
    ( spl0_501
    | spl0_502 ),
    inference(sat_conversion,[],[f3001]) ).

cnf(s29,plain,
    ( spl0_503
    | spl0_504 ),
    inference(sat_conversion,[],[f3011]) ).

cnf(s30,plain,
    ( spl0_505
    | spl0_506 ),
    inference(sat_conversion,[],[f3021]) ).

cnf(s31,plain,
    ( spl0_507
    | spl0_508 ),
    inference(sat_conversion,[],[f3031]) ).

cnf(s32,plain,
    ( spl0_509
    | spl0_510 ),
    inference(sat_conversion,[],[f3041]) ).

cnf(s33,plain,
    ( spl0_511
    | spl0_512 ),
    inference(sat_conversion,[],[f3051]) ).

cnf(s34,plain,
    ( spl0_513
    | spl0_514 ),
    inference(sat_conversion,[],[f3061]) ).

cnf(s35,plain,
    ( spl0_515
    | spl0_516 ),
    inference(sat_conversion,[],[f3071]) ).

cnf(s36,plain,
    ( spl0_517
    | spl0_518 ),
    inference(sat_conversion,[],[f3081]) ).

cnf(s37,plain,
    ( spl0_519
    | spl0_520 ),
    inference(sat_conversion,[],[f3091]) ).

cnf(s38,plain,
    ( spl0_521
    | spl0_522 ),
    inference(sat_conversion,[],[f3101]) ).

cnf(s39,plain,
    ( spl0_523
    | spl0_524 ),
    inference(sat_conversion,[],[f3111]) ).

cnf(s40,plain,
    ( spl0_525
    | spl0_526 ),
    inference(sat_conversion,[],[f3121]) ).

cnf(s41,plain,
    ( spl0_527
    | spl0_528 ),
    inference(sat_conversion,[],[f3131]) ).

cnf(s42,plain,
    ( spl0_529
    | spl0_530 ),
    inference(sat_conversion,[],[f3141]) ).

cnf(s43,plain,
    ( spl0_531
    | spl0_532 ),
    inference(sat_conversion,[],[f3151]) ).

cnf(s44,plain,
    ( spl0_533
    | spl0_534 ),
    inference(sat_conversion,[],[f3161]) ).

cnf(s45,plain,
    ( spl0_535
    | spl0_536 ),
    inference(sat_conversion,[],[f3171]) ).

cnf(s46,plain,
    ( spl0_537
    | spl0_538 ),
    inference(sat_conversion,[],[f3181]) ).

cnf(s47,plain,
    ( spl0_539
    | spl0_540 ),
    inference(sat_conversion,[],[f3191]) ).

cnf(s48,plain,
    ( spl0_541
    | spl0_542 ),
    inference(sat_conversion,[],[f3201]) ).

cnf(s49,plain,
    ( spl0_543
    | spl0_544 ),
    inference(sat_conversion,[],[f3211]) ).

cnf(s50,plain,
    ( spl0_545
    | spl0_546 ),
    inference(sat_conversion,[],[f3221]) ).

cnf(s51,plain,
    ( spl0_547
    | spl0_548 ),
    inference(sat_conversion,[],[f3231]) ).

cnf(s52,plain,
    ( spl0_549
    | spl0_550 ),
    inference(sat_conversion,[],[f3241]) ).

cnf(s53,plain,
    ( spl0_551
    | spl0_552 ),
    inference(sat_conversion,[],[f3251]) ).

cnf(s54,plain,
    ( spl0_553
    | spl0_554 ),
    inference(sat_conversion,[],[f3261]) ).

cnf(s55,plain,
    ( spl0_555
    | spl0_556 ),
    inference(sat_conversion,[],[f3271]) ).

cnf(s56,plain,
    ( spl0_557
    | spl0_558 ),
    inference(sat_conversion,[],[f3281]) ).

cnf(s57,plain,
    ( spl0_559
    | spl0_560 ),
    inference(sat_conversion,[],[f3291]) ).

cnf(s58,plain,
    ( spl0_561
    | spl0_562 ),
    inference(sat_conversion,[],[f3301]) ).

cnf(s59,plain,
    ( spl0_563
    | spl0_564 ),
    inference(sat_conversion,[],[f3311]) ).

cnf(s60,plain,
    ( spl0_565
    | spl0_566 ),
    inference(sat_conversion,[],[f3321]) ).

cnf(s61,plain,
    ( spl0_567
    | spl0_568 ),
    inference(sat_conversion,[],[f3331]) ).

cnf(s62,plain,
    ( spl0_569
    | spl0_570 ),
    inference(sat_conversion,[],[f3341]) ).

cnf(s63,plain,
    ( spl0_571
    | spl0_572 ),
    inference(sat_conversion,[],[f3351]) ).

cnf(s64,plain,
    ( spl0_573
    | spl0_574 ),
    inference(sat_conversion,[],[f3361]) ).

cnf(s65,plain,
    ( spl0_575
    | spl0_576 ),
    inference(sat_conversion,[],[f3371]) ).

cnf(s66,plain,
    ( spl0_577
    | spl0_578 ),
    inference(sat_conversion,[],[f3381]) ).

cnf(s67,plain,
    ( spl0_579
    | spl0_580 ),
    inference(sat_conversion,[],[f3391]) ).

cnf(s68,plain,
    ( spl0_581
    | spl0_582 ),
    inference(sat_conversion,[],[f3401]) ).

cnf(s69,plain,
    ( spl0_583
    | spl0_584 ),
    inference(sat_conversion,[],[f3411]) ).

cnf(s70,plain,
    ( spl0_585
    | spl0_586 ),
    inference(sat_conversion,[],[f3421]) ).

cnf(s71,plain,
    ( spl0_587
    | spl0_588 ),
    inference(sat_conversion,[],[f3431]) ).

cnf(s72,plain,
    ( spl0_589
    | spl0_590 ),
    inference(sat_conversion,[],[f3441]) ).

cnf(s73,plain,
    ( spl0_591
    | spl0_592 ),
    inference(sat_conversion,[],[f3451]) ).

cnf(s74,plain,
    ( spl0_593
    | spl0_594 ),
    inference(sat_conversion,[],[f3461]) ).

cnf(s75,plain,
    ( spl0_595
    | spl0_596 ),
    inference(sat_conversion,[],[f3471]) ).

cnf(s76,plain,
    ( spl0_597
    | spl0_598 ),
    inference(sat_conversion,[],[f3481]) ).

cnf(s77,plain,
    ( spl0_599
    | spl0_600 ),
    inference(sat_conversion,[],[f3491]) ).

cnf(s78,plain,
    ( spl0_601
    | spl0_602 ),
    inference(sat_conversion,[],[f3501]) ).

cnf(s79,plain,
    ( spl0_603
    | spl0_604 ),
    inference(sat_conversion,[],[f3511]) ).

cnf(s80,plain,
    ( spl0_605
    | spl0_606 ),
    inference(sat_conversion,[],[f3521]) ).

cnf(s81,plain,
    ( spl0_607
    | spl0_608 ),
    inference(sat_conversion,[],[f3531]) ).

cnf(s82,plain,
    ( spl0_609
    | spl0_610 ),
    inference(sat_conversion,[],[f3541]) ).

cnf(s83,plain,
    ( spl0_611
    | spl0_612 ),
    inference(sat_conversion,[],[f3551]) ).

cnf(s84,plain,
    ( spl0_613
    | spl0_614 ),
    inference(sat_conversion,[],[f3561]) ).

cnf(s85,plain,
    ( spl0_615
    | spl0_616 ),
    inference(sat_conversion,[],[f3571]) ).

cnf(s86,plain,
    ( spl0_617
    | spl0_618 ),
    inference(sat_conversion,[],[f3581]) ).

cnf(s87,plain,
    ( spl0_619
    | spl0_620 ),
    inference(sat_conversion,[],[f3591]) ).

cnf(s88,plain,
    ( spl0_621
    | spl0_622 ),
    inference(sat_conversion,[],[f3601]) ).

cnf(s89,plain,
    ( spl0_623
    | spl0_624 ),
    inference(sat_conversion,[],[f3611]) ).

cnf(s90,plain,
    ( spl0_625
    | spl0_626 ),
    inference(sat_conversion,[],[f3621]) ).

cnf(s91,plain,
    ( spl0_627
    | spl0_628 ),
    inference(sat_conversion,[],[f3631]) ).

cnf(s92,plain,
    ( spl0_629
    | spl0_630 ),
    inference(sat_conversion,[],[f3641]) ).

cnf(s93,plain,
    ( spl0_631
    | spl0_632 ),
    inference(sat_conversion,[],[f3651]) ).

cnf(s94,plain,
    ( spl0_633
    | spl0_634 ),
    inference(sat_conversion,[],[f3661]) ).

cnf(s95,plain,
    ( spl0_635
    | spl0_636 ),
    inference(sat_conversion,[],[f3671]) ).

cnf(s96,plain,
    ( spl0_637
    | spl0_638 ),
    inference(sat_conversion,[],[f3681]) ).

cnf(s97,plain,
    ( spl0_639
    | spl0_640 ),
    inference(sat_conversion,[],[f3691]) ).

cnf(s98,plain,
    ( spl0_641
    | spl0_642 ),
    inference(sat_conversion,[],[f3701]) ).

cnf(s99,plain,
    ( spl0_643
    | spl0_644 ),
    inference(sat_conversion,[],[f3711]) ).

cnf(s100,plain,
    ( spl0_645
    | spl0_646 ),
    inference(sat_conversion,[],[f3721]) ).

cnf(s101,plain,
    ( spl0_647
    | spl0_648 ),
    inference(sat_conversion,[],[f3731]) ).

cnf(s102,plain,
    ( spl0_649
    | spl0_650 ),
    inference(sat_conversion,[],[f3741]) ).

cnf(s103,plain,
    ( spl0_651
    | spl0_652 ),
    inference(sat_conversion,[],[f3751]) ).

cnf(s104,plain,
    ( spl0_653
    | spl0_654 ),
    inference(sat_conversion,[],[f3761]) ).

cnf(s105,plain,
    ( spl0_655
    | spl0_656 ),
    inference(sat_conversion,[],[f3771]) ).

cnf(s106,plain,
    ( spl0_657
    | spl0_658 ),
    inference(sat_conversion,[],[f3781]) ).

cnf(s107,plain,
    ( spl0_659
    | spl0_660 ),
    inference(sat_conversion,[],[f3791]) ).

cnf(s108,plain,
    ( spl0_661
    | spl0_662 ),
    inference(sat_conversion,[],[f3801]) ).

cnf(s109,plain,
    ( spl0_663
    | spl0_664 ),
    inference(sat_conversion,[],[f3811]) ).

cnf(s110,plain,
    ( spl0_665
    | spl0_666 ),
    inference(sat_conversion,[],[f3821]) ).

cnf(s111,plain,
    ( spl0_667
    | spl0_668 ),
    inference(sat_conversion,[],[f3831]) ).

cnf(s112,plain,
    ( spl0_669
    | spl0_670 ),
    inference(sat_conversion,[],[f3841]) ).

cnf(s113,plain,
    ( spl0_671
    | spl0_672 ),
    inference(sat_conversion,[],[f3851]) ).

cnf(s114,plain,
    ( spl0_673
    | spl0_674 ),
    inference(sat_conversion,[],[f3861]) ).

cnf(s115,plain,
    ( spl0_675
    | spl0_676 ),
    inference(sat_conversion,[],[f3871]) ).

cnf(s116,plain,
    ( spl0_677
    | spl0_678 ),
    inference(sat_conversion,[],[f3881]) ).

cnf(s117,plain,
    ( spl0_679
    | spl0_680 ),
    inference(sat_conversion,[],[f3891]) ).

cnf(s118,plain,
    ( spl0_681
    | spl0_682 ),
    inference(sat_conversion,[],[f3901]) ).

cnf(s119,plain,
    ( spl0_683
    | spl0_684 ),
    inference(sat_conversion,[],[f3911]) ).

cnf(s120,plain,
    ( spl0_685
    | spl0_686 ),
    inference(sat_conversion,[],[f3921]) ).

cnf(s121,plain,
    ( spl0_687
    | spl0_688 ),
    inference(sat_conversion,[],[f3931]) ).

cnf(s122,plain,
    ( spl0_689
    | spl0_690 ),
    inference(sat_conversion,[],[f3941]) ).

cnf(s123,plain,
    ( spl0_691
    | spl0_692 ),
    inference(sat_conversion,[],[f3951]) ).

cnf(s124,plain,
    ( spl0_693
    | spl0_694 ),
    inference(sat_conversion,[],[f3961]) ).

cnf(s125,plain,
    ( spl0_695
    | spl0_696 ),
    inference(sat_conversion,[],[f3971]) ).

cnf(s126,plain,
    ( spl0_697
    | spl0_698 ),
    inference(sat_conversion,[],[f3981]) ).

cnf(s127,plain,
    ( spl0_699
    | spl0_700 ),
    inference(sat_conversion,[],[f3991]) ).

cnf(s128,plain,
    ( spl0_701
    | spl0_702 ),
    inference(sat_conversion,[],[f4001]) ).

cnf(s129,plain,
    ( spl0_703
    | spl0_704 ),
    inference(sat_conversion,[],[f4011]) ).

cnf(s130,plain,
    ( spl0_705
    | spl0_706 ),
    inference(sat_conversion,[],[f4021]) ).

cnf(s131,plain,
    ( spl0_707
    | spl0_708 ),
    inference(sat_conversion,[],[f4031]) ).

cnf(s132,plain,
    ( spl0_709
    | spl0_710 ),
    inference(sat_conversion,[],[f4041]) ).

cnf(s133,plain,
    ( spl0_711
    | spl0_712 ),
    inference(sat_conversion,[],[f4051]) ).

cnf(s134,plain,
    ( spl0_713
    | spl0_714 ),
    inference(sat_conversion,[],[f4061]) ).

cnf(s135,plain,
    ( spl0_715
    | spl0_716 ),
    inference(sat_conversion,[],[f4071]) ).

cnf(s136,plain,
    ( spl0_717
    | spl0_718 ),
    inference(sat_conversion,[],[f4081]) ).

cnf(s137,plain,
    ( spl0_719
    | spl0_720 ),
    inference(sat_conversion,[],[f4091]) ).

cnf(s138,plain,
    ( spl0_721
    | spl0_722 ),
    inference(sat_conversion,[],[f4101]) ).

cnf(s139,plain,
    ( spl0_723
    | spl0_724 ),
    inference(sat_conversion,[],[f4111]) ).

cnf(s140,plain,
    ( spl0_725
    | spl0_726 ),
    inference(sat_conversion,[],[f4121]) ).

cnf(s141,plain,
    ( spl0_727
    | spl0_728 ),
    inference(sat_conversion,[],[f4131]) ).

cnf(s142,plain,
    ( spl0_729
    | spl0_730 ),
    inference(sat_conversion,[],[f4141]) ).

cnf(s143,plain,
    ( spl0_731
    | spl0_732 ),
    inference(sat_conversion,[],[f4151]) ).

cnf(s144,plain,
    ( spl0_733
    | spl0_734 ),
    inference(sat_conversion,[],[f4161]) ).

cnf(s145,plain,
    ( spl0_735
    | spl0_736 ),
    inference(sat_conversion,[],[f4171]) ).

cnf(s146,plain,
    ( spl0_737
    | spl0_738 ),
    inference(sat_conversion,[],[f4181]) ).

cnf(s147,plain,
    ( spl0_739
    | spl0_740 ),
    inference(sat_conversion,[],[f4191]) ).

cnf(s148,plain,
    ( spl0_741
    | spl0_742 ),
    inference(sat_conversion,[],[f4201]) ).

cnf(s149,plain,
    ( spl0_743
    | spl0_744 ),
    inference(sat_conversion,[],[f4211]) ).

cnf(s150,plain,
    ( spl0_745
    | spl0_746 ),
    inference(sat_conversion,[],[f4221]) ).

cnf(s151,plain,
    ( spl0_747
    | spl0_748 ),
    inference(sat_conversion,[],[f4231]) ).

cnf(s152,plain,
    ( spl0_749
    | spl0_750 ),
    inference(sat_conversion,[],[f4241]) ).

cnf(s153,plain,
    ( spl0_751
    | spl0_752 ),
    inference(sat_conversion,[],[f4251]) ).

cnf(s154,plain,
    ( spl0_753
    | spl0_754 ),
    inference(sat_conversion,[],[f4261]) ).

cnf(s155,plain,
    ( spl0_755
    | spl0_756 ),
    inference(sat_conversion,[],[f4271]) ).

cnf(s156,plain,
    ( spl0_757
    | spl0_758 ),
    inference(sat_conversion,[],[f4281]) ).

cnf(s157,plain,
    ( spl0_759
    | spl0_760 ),
    inference(sat_conversion,[],[f4291]) ).

cnf(s158,plain,
    ( spl0_761
    | spl0_762 ),
    inference(sat_conversion,[],[f4301]) ).

cnf(s159,plain,
    ( spl0_763
    | spl0_764 ),
    inference(sat_conversion,[],[f4311]) ).

cnf(s160,plain,
    ( spl0_765
    | spl0_766 ),
    inference(sat_conversion,[],[f4321]) ).

cnf(s161,plain,
    ( spl0_767
    | spl0_768 ),
    inference(sat_conversion,[],[f4331]) ).

cnf(s162,plain,
    ( spl0_769
    | spl0_770 ),
    inference(sat_conversion,[],[f4341]) ).

cnf(s163,plain,
    ( spl0_771
    | spl0_772 ),
    inference(sat_conversion,[],[f4351]) ).

cnf(s164,plain,
    ( spl0_773
    | spl0_774 ),
    inference(sat_conversion,[],[f4361]) ).

cnf(s165,plain,
    ( spl0_775
    | spl0_776 ),
    inference(sat_conversion,[],[f4371]) ).

cnf(s166,plain,
    ( spl0_777
    | spl0_778 ),
    inference(sat_conversion,[],[f4381]) ).

cnf(s167,plain,
    ( spl0_779
    | spl0_780 ),
    inference(sat_conversion,[],[f4391]) ).

cnf(s168,plain,
    ( spl0_781
    | spl0_782 ),
    inference(sat_conversion,[],[f4401]) ).

cnf(s169,plain,
    ( spl0_783
    | spl0_784 ),
    inference(sat_conversion,[],[f4411]) ).

cnf(s170,plain,
    ( spl0_785
    | spl0_786 ),
    inference(sat_conversion,[],[f4421]) ).

cnf(s171,plain,
    ( spl0_787
    | spl0_788 ),
    inference(sat_conversion,[],[f4431]) ).

cnf(s172,plain,
    ( spl0_789
    | spl0_790 ),
    inference(sat_conversion,[],[f4441]) ).

cnf(s173,plain,
    ( spl0_791
    | spl0_792 ),
    inference(sat_conversion,[],[f4451]) ).

cnf(s174,plain,
    ( spl0_793
    | spl0_794 ),
    inference(sat_conversion,[],[f4461]) ).

cnf(s175,plain,
    ( spl0_795
    | spl0_796 ),
    inference(sat_conversion,[],[f4471]) ).

cnf(s176,plain,
    ( spl0_797
    | spl0_798 ),
    inference(sat_conversion,[],[f4481]) ).

cnf(s177,plain,
    ( spl0_799
    | spl0_800 ),
    inference(sat_conversion,[],[f4491]) ).

cnf(s178,plain,
    ( spl0_801
    | spl0_802 ),
    inference(sat_conversion,[],[f4501]) ).

cnf(s179,plain,
    ( spl0_803
    | spl0_804 ),
    inference(sat_conversion,[],[f4511]) ).

cnf(s180,plain,
    ( spl0_805
    | spl0_806 ),
    inference(sat_conversion,[],[f4521]) ).

cnf(s181,plain,
    ( spl0_807
    | spl0_808 ),
    inference(sat_conversion,[],[f4531]) ).

cnf(s182,plain,
    ( spl0_809
    | spl0_810 ),
    inference(sat_conversion,[],[f4541]) ).

cnf(s183,plain,
    ( spl0_811
    | spl0_812 ),
    inference(sat_conversion,[],[f4551]) ).

cnf(s184,plain,
    ( spl0_813
    | spl0_814 ),
    inference(sat_conversion,[],[f4561]) ).

cnf(s185,plain,
    ( spl0_815
    | spl0_816 ),
    inference(sat_conversion,[],[f4571]) ).

cnf(s186,plain,
    ( spl0_817
    | spl0_818 ),
    inference(sat_conversion,[],[f4581]) ).

cnf(s187,plain,
    ( spl0_819
    | spl0_820 ),
    inference(sat_conversion,[],[f4591]) ).

cnf(s188,plain,
    ( spl0_821
    | spl0_822 ),
    inference(sat_conversion,[],[f4601]) ).

cnf(s189,plain,
    ( spl0_823
    | spl0_824 ),
    inference(sat_conversion,[],[f4611]) ).

cnf(s190,plain,
    ( spl0_825
    | spl0_826 ),
    inference(sat_conversion,[],[f4621]) ).

cnf(s191,plain,
    ( spl0_827
    | spl0_828 ),
    inference(sat_conversion,[],[f4631]) ).

cnf(s192,plain,
    ( spl0_829
    | spl0_830 ),
    inference(sat_conversion,[],[f4641]) ).

cnf(s193,plain,
    ( spl0_831
    | spl0_832 ),
    inference(sat_conversion,[],[f4651]) ).

cnf(s194,plain,
    ( spl0_833
    | spl0_834 ),
    inference(sat_conversion,[],[f4661]) ).

cnf(s195,plain,
    ( spl0_835
    | spl0_836 ),
    inference(sat_conversion,[],[f4671]) ).

cnf(s196,plain,
    ( spl0_837
    | spl0_838 ),
    inference(sat_conversion,[],[f4681]) ).

cnf(s197,plain,
    ( spl0_839
    | spl0_840 ),
    inference(sat_conversion,[],[f4691]) ).

cnf(s198,plain,
    ( spl0_841
    | spl0_842 ),
    inference(sat_conversion,[],[f4701]) ).

cnf(s199,plain,
    ( spl0_843
    | spl0_844 ),
    inference(sat_conversion,[],[f4711]) ).

cnf(s200,plain,
    ( spl0_845
    | spl0_846 ),
    inference(sat_conversion,[],[f4721]) ).

cnf(s201,plain,
    ( spl0_847
    | spl0_848 ),
    inference(sat_conversion,[],[f4731]) ).

cnf(s202,plain,
    ( spl0_849
    | spl0_850 ),
    inference(sat_conversion,[],[f4741]) ).

cnf(s203,plain,
    ( spl0_851
    | spl0_852 ),
    inference(sat_conversion,[],[f4751]) ).

cnf(s204,plain,
    ( spl0_853
    | spl0_854 ),
    inference(sat_conversion,[],[f4761]) ).

cnf(s205,plain,
    ( spl0_855
    | spl0_856 ),
    inference(sat_conversion,[],[f4771]) ).

cnf(s206,plain,
    ( spl0_857
    | spl0_858 ),
    inference(sat_conversion,[],[f4781]) ).

cnf(s207,plain,
    ( spl0_859
    | spl0_860 ),
    inference(sat_conversion,[],[f4791]) ).

cnf(s208,plain,
    ( spl0_861
    | spl0_862 ),
    inference(sat_conversion,[],[f4801]) ).

cnf(s209,plain,
    ( spl0_863
    | spl0_864 ),
    inference(sat_conversion,[],[f4811]) ).

cnf(s210,plain,
    ( spl0_865
    | spl0_866 ),
    inference(sat_conversion,[],[f4821]) ).

cnf(s211,plain,
    ( spl0_867
    | spl0_868 ),
    inference(sat_conversion,[],[f4831]) ).

cnf(s212,plain,
    ( spl0_869
    | spl0_870 ),
    inference(sat_conversion,[],[f4841]) ).

cnf(s213,plain,
    ( spl0_871
    | spl0_872 ),
    inference(sat_conversion,[],[f4851]) ).

cnf(s214,plain,
    ( spl0_873
    | spl0_874 ),
    inference(sat_conversion,[],[f4861]) ).

cnf(s215,plain,
    ( spl0_875
    | spl0_876 ),
    inference(sat_conversion,[],[f4871]) ).

cnf(s216,plain,
    ( spl0_877
    | spl0_878 ),
    inference(sat_conversion,[],[f4881]) ).

cnf(s217,plain,
    ( spl0_879
    | spl0_880 ),
    inference(sat_conversion,[],[f4891]) ).

cnf(s218,plain,
    ( spl0_881
    | spl0_882 ),
    inference(sat_conversion,[],[f4901]) ).

cnf(s219,plain,
    ( spl0_883
    | spl0_884 ),
    inference(sat_conversion,[],[f4911]) ).

cnf(s220,plain,
    ( spl0_885
    | spl0_886 ),
    inference(sat_conversion,[],[f4921]) ).

cnf(s221,plain,
    ( spl0_887
    | spl0_888 ),
    inference(sat_conversion,[],[f4931]) ).

cnf(s222,plain,
    ( spl0_889
    | spl0_890 ),
    inference(sat_conversion,[],[f4941]) ).

cnf(s223,plain,
    ( spl0_891
    | spl0_892 ),
    inference(sat_conversion,[],[f4951]) ).

cnf(s224,plain,
    ( spl0_893
    | spl0_894 ),
    inference(sat_conversion,[],[f4961]) ).

cnf(s225,plain,
    ( spl0_895
    | spl0_896 ),
    inference(sat_conversion,[],[f4971]) ).

cnf(s226,plain,
    ( spl0_897
    | spl0_898 ),
    inference(sat_conversion,[],[f4981]) ).

cnf(s227,plain,
    ( spl0_899
    | spl0_900 ),
    inference(sat_conversion,[],[f4991]) ).

cnf(s228,plain,
    ( spl0_901
    | spl0_902 ),
    inference(sat_conversion,[],[f5001]) ).

cnf(s229,plain,
    ( spl0_903
    | spl0_904 ),
    inference(sat_conversion,[],[f5011]) ).

cnf(s230,plain,
    ( spl0_905
    | spl0_906 ),
    inference(sat_conversion,[],[f5021]) ).

cnf(s231,plain,
    ( spl0_907
    | spl0_908 ),
    inference(sat_conversion,[],[f5031]) ).

cnf(s232,plain,
    ( spl0_909
    | spl0_910 ),
    inference(sat_conversion,[],[f5041]) ).

cnf(s233,plain,
    ( spl0_911
    | spl0_912 ),
    inference(sat_conversion,[],[f5051]) ).

cnf(s234,plain,
    ( spl0_913
    | spl0_914 ),
    inference(sat_conversion,[],[f5061]) ).

cnf(s235,plain,
    ( spl0_915
    | spl0_916 ),
    inference(sat_conversion,[],[f5071]) ).

cnf(s236,plain,
    ( spl0_917
    | spl0_918 ),
    inference(sat_conversion,[],[f5081]) ).

cnf(s237,plain,
    ( spl0_919
    | spl0_920 ),
    inference(sat_conversion,[],[f5091]) ).

cnf(s238,plain,
    ( spl0_921
    | spl0_922 ),
    inference(sat_conversion,[],[f5101]) ).

cnf(s239,plain,
    ( spl0_923
    | spl0_924 ),
    inference(sat_conversion,[],[f5111]) ).

cnf(s240,plain,
    ( spl0_925
    | spl0_926 ),
    inference(sat_conversion,[],[f5121]) ).

cnf(s241,plain,
    ( spl0_927
    | spl0_928 ),
    inference(sat_conversion,[],[f5131]) ).

cnf(s242,plain,
    ( spl0_929
    | spl0_930 ),
    inference(sat_conversion,[],[f5141]) ).

cnf(s243,plain,
    ( spl0_931
    | spl0_932 ),
    inference(sat_conversion,[],[f5151]) ).

cnf(s244,plain,
    ( spl0_933
    | spl0_934 ),
    inference(sat_conversion,[],[f5161]) ).

cnf(s245,plain,
    ( spl0_935
    | spl0_936 ),
    inference(sat_conversion,[],[f5171]) ).

cnf(s246,plain,
    ( spl0_937
    | spl0_938 ),
    inference(sat_conversion,[],[f5181]) ).

cnf(s247,plain,
    ( spl0_939
    | spl0_940 ),
    inference(sat_conversion,[],[f5191]) ).

cnf(s248,plain,
    ( spl0_941
    | spl0_942 ),
    inference(sat_conversion,[],[f5201]) ).

cnf(s249,plain,
    ( spl0_943
    | spl0_944 ),
    inference(sat_conversion,[],[f5211]) ).

cnf(s250,plain,
    ( spl0_945
    | spl0_946 ),
    inference(sat_conversion,[],[f5221]) ).

cnf(s251,plain,
    ( spl0_947
    | spl0_948 ),
    inference(sat_conversion,[],[f5231]) ).

cnf(s252,plain,
    ( spl0_949
    | spl0_950 ),
    inference(sat_conversion,[],[f5241]) ).

cnf(s253,plain,
    ( spl0_951
    | spl0_952 ),
    inference(sat_conversion,[],[f5251]) ).

cnf(s254,plain,
    ( spl0_953
    | spl0_954 ),
    inference(sat_conversion,[],[f5261]) ).

cnf(s255,plain,
    ( spl0_955
    | spl0_956 ),
    inference(sat_conversion,[],[f5271]) ).

cnf(s256,plain,
    ( spl0_957
    | spl0_958 ),
    inference(sat_conversion,[],[f5281]) ).

cnf(s257,plain,
    ( spl0_959
    | spl0_960 ),
    inference(sat_conversion,[],[f5291]) ).

cnf(s258,plain,
    ( spl0_961
    | spl0_962 ),
    inference(sat_conversion,[],[f5301]) ).

cnf(s259,plain,
    ( spl0_963
    | spl0_964 ),
    inference(sat_conversion,[],[f5311]) ).

cnf(s260,plain,
    ( spl0_965
    | spl0_966 ),
    inference(sat_conversion,[],[f5321]) ).

cnf(s261,plain,
    ( spl0_967
    | spl0_968 ),
    inference(sat_conversion,[],[f5331]) ).

cnf(s262,plain,
    ( spl0_969
    | spl0_970 ),
    inference(sat_conversion,[],[f5341]) ).

cnf(s263,plain,
    ( spl0_971
    | spl0_972 ),
    inference(sat_conversion,[],[f5351]) ).

cnf(s264,plain,
    ( spl0_973
    | spl0_974 ),
    inference(sat_conversion,[],[f5361]) ).

cnf(s265,plain,
    ( spl0_975
    | spl0_976 ),
    inference(sat_conversion,[],[f5371]) ).

cnf(s266,plain,
    ( spl0_977
    | spl0_978 ),
    inference(sat_conversion,[],[f5381]) ).

cnf(s267,plain,
    ( spl0_979
    | spl0_980 ),
    inference(sat_conversion,[],[f5391]) ).

cnf(s268,plain,
    ( spl0_981
    | spl0_982 ),
    inference(sat_conversion,[],[f5401]) ).

cnf(s269,plain,
    ( spl0_983
    | spl0_984 ),
    inference(sat_conversion,[],[f5411]) ).

cnf(s270,plain,
    ( spl0_985
    | spl0_986 ),
    inference(sat_conversion,[],[f5421]) ).

cnf(s271,plain,
    ( spl0_987
    | spl0_988 ),
    inference(sat_conversion,[],[f5431]) ).

cnf(s272,plain,
    ( spl0_989
    | spl0_990 ),
    inference(sat_conversion,[],[f5441]) ).

cnf(s273,plain,
    ( spl0_991
    | spl0_992 ),
    inference(sat_conversion,[],[f5451]) ).

cnf(s274,plain,
    ( spl0_993
    | spl0_994 ),
    inference(sat_conversion,[],[f5461]) ).

cnf(s275,plain,
    ( spl0_995
    | spl0_996 ),
    inference(sat_conversion,[],[f5471]) ).

cnf(s276,plain,
    ( spl0_997
    | spl0_998 ),
    inference(sat_conversion,[],[f5481]) ).

cnf(s277,plain,
    ( spl0_999
    | spl0_1000 ),
    inference(sat_conversion,[],[f5491]) ).

cnf(s278,plain,
    ( spl0_1001
    | spl0_1002 ),
    inference(sat_conversion,[],[f5501]) ).

cnf(s279,plain,
    ( spl0_1003
    | spl0_1004 ),
    inference(sat_conversion,[],[f5511]) ).

cnf(s280,plain,
    ( spl0_1005
    | spl0_1006 ),
    inference(sat_conversion,[],[f5521]) ).

cnf(s281,plain,
    ( spl0_1007
    | spl0_1008 ),
    inference(sat_conversion,[],[f5531]) ).

cnf(s282,plain,
    ( spl0_1009
    | spl0_1010 ),
    inference(sat_conversion,[],[f5541]) ).

cnf(s283,plain,
    ( spl0_1011
    | spl0_1012 ),
    inference(sat_conversion,[],[f5551]) ).

cnf(s284,plain,
    ( spl0_1013
    | spl0_1014 ),
    inference(sat_conversion,[],[f5561]) ).

cnf(s285,plain,
    ( spl0_1015
    | spl0_1016 ),
    inference(sat_conversion,[],[f5571]) ).

cnf(s286,plain,
    ( spl0_1017
    | spl0_1018 ),
    inference(sat_conversion,[],[f5581]) ).

cnf(s287,plain,
    ( spl0_1019
    | spl0_1020 ),
    inference(sat_conversion,[],[f5591]) ).

cnf(s288,plain,
    ( spl0_1021
    | spl0_1022 ),
    inference(sat_conversion,[],[f5601]) ).

cnf(s289,plain,
    ( spl0_1023
    | spl0_1024 ),
    inference(sat_conversion,[],[f5611]) ).

cnf(s290,plain,
    ( spl0_1025
    | spl0_1026 ),
    inference(sat_conversion,[],[f5621]) ).

cnf(s291,plain,
    ( spl0_1027
    | spl0_1028 ),
    inference(sat_conversion,[],[f5631]) ).

cnf(s292,plain,
    ( spl0_1029
    | spl0_1030 ),
    inference(sat_conversion,[],[f5641]) ).

cnf(s293,plain,
    ( spl0_1031
    | spl0_1032 ),
    inference(sat_conversion,[],[f5651]) ).

cnf(s294,plain,
    ( spl0_1033
    | spl0_1034 ),
    inference(sat_conversion,[],[f5661]) ).

cnf(s295,plain,
    ( spl0_1035
    | spl0_1036 ),
    inference(sat_conversion,[],[f5671]) ).

cnf(s296,plain,
    ( spl0_1037
    | spl0_1038 ),
    inference(sat_conversion,[],[f5681]) ).

cnf(s297,plain,
    ( spl0_1039
    | spl0_1040 ),
    inference(sat_conversion,[],[f5691]) ).

cnf(s298,plain,
    ( spl0_1041
    | spl0_1042 ),
    inference(sat_conversion,[],[f5701]) ).

cnf(s299,plain,
    ( spl0_1043
    | spl0_1044 ),
    inference(sat_conversion,[],[f5711]) ).

cnf(s300,plain,
    ( spl0_1045
    | spl0_1046 ),
    inference(sat_conversion,[],[f5721]) ).

cnf(s301,plain,
    ( spl0_1047
    | spl0_1048 ),
    inference(sat_conversion,[],[f5731]) ).

cnf(s302,plain,
    ( spl0_1049
    | spl0_1050 ),
    inference(sat_conversion,[],[f5741]) ).

cnf(s303,plain,
    ( spl0_1051
    | spl0_1052 ),
    inference(sat_conversion,[],[f5751]) ).

cnf(s304,plain,
    ( spl0_1053
    | spl0_1054 ),
    inference(sat_conversion,[],[f5761]) ).

cnf(s305,plain,
    ( spl0_1055
    | spl0_1056 ),
    inference(sat_conversion,[],[f5771]) ).

cnf(s306,plain,
    ( spl0_1057
    | spl0_1058 ),
    inference(sat_conversion,[],[f5781]) ).

cnf(s307,plain,
    ( spl0_1059
    | spl0_1060 ),
    inference(sat_conversion,[],[f5791]) ).

cnf(s308,plain,
    ( spl0_1061
    | spl0_1062 ),
    inference(sat_conversion,[],[f5801]) ).

cnf(s309,plain,
    ( spl0_1063
    | spl0_1064 ),
    inference(sat_conversion,[],[f5811]) ).

cnf(s310,plain,
    ( spl0_1065
    | spl0_1066 ),
    inference(sat_conversion,[],[f5821]) ).

cnf(s311,plain,
    ( spl0_1067
    | spl0_1068 ),
    inference(sat_conversion,[],[f5831]) ).

cnf(s312,plain,
    ( spl0_1069
    | spl0_1070 ),
    inference(sat_conversion,[],[f5841]) ).

cnf(s313,plain,
    ( spl0_1071
    | spl0_1072 ),
    inference(sat_conversion,[],[f5851]) ).

cnf(s314,plain,
    ( spl0_1073
    | spl0_1074 ),
    inference(sat_conversion,[],[f5861]) ).

cnf(s315,plain,
    ( spl0_1075
    | spl0_1076 ),
    inference(sat_conversion,[],[f5871]) ).

cnf(s316,plain,
    ( spl0_1077
    | spl0_1078 ),
    inference(sat_conversion,[],[f5881]) ).

cnf(s317,plain,
    ( spl0_1079
    | spl0_1080 ),
    inference(sat_conversion,[],[f5891]) ).

cnf(s318,plain,
    ( spl0_1081
    | spl0_1082 ),
    inference(sat_conversion,[],[f5901]) ).

cnf(s319,plain,
    ( spl0_1083
    | spl0_1084 ),
    inference(sat_conversion,[],[f5911]) ).

cnf(s320,plain,
    ( spl0_1085
    | spl0_1086 ),
    inference(sat_conversion,[],[f5921]) ).

cnf(s321,plain,
    ( spl0_1087
    | spl0_1088 ),
    inference(sat_conversion,[],[f5931]) ).

cnf(s322,plain,
    ( spl0_1089
    | spl0_1090 ),
    inference(sat_conversion,[],[f5941]) ).

cnf(s323,plain,
    ( spl0_1091
    | spl0_1092 ),
    inference(sat_conversion,[],[f5951]) ).

cnf(s324,plain,
    ( spl0_1093
    | spl0_1094 ),
    inference(sat_conversion,[],[f5961]) ).

cnf(s325,plain,
    ( spl0_1095
    | spl0_1096 ),
    inference(sat_conversion,[],[f5971]) ).

cnf(s326,plain,
    ( spl0_1097
    | spl0_1098 ),
    inference(sat_conversion,[],[f5981]) ).

cnf(s327,plain,
    ( spl0_1099
    | spl0_1100 ),
    inference(sat_conversion,[],[f5991]) ).

cnf(s328,plain,
    ( spl0_1101
    | spl0_1102 ),
    inference(sat_conversion,[],[f6001]) ).

cnf(s329,plain,
    ( spl0_1103
    | spl0_1104 ),
    inference(sat_conversion,[],[f6011]) ).

cnf(s330,plain,
    ( spl0_1105
    | spl0_1106 ),
    inference(sat_conversion,[],[f6021]) ).

cnf(s331,plain,
    ( spl0_1107
    | spl0_1108 ),
    inference(sat_conversion,[],[f6031]) ).

cnf(s332,plain,
    ( spl0_1109
    | spl0_1110 ),
    inference(sat_conversion,[],[f6041]) ).

cnf(s333,plain,
    ( spl0_1111
    | spl0_1112 ),
    inference(sat_conversion,[],[f6051]) ).

cnf(s334,plain,
    ( spl0_1113
    | spl0_1114 ),
    inference(sat_conversion,[],[f6061]) ).

cnf(s335,plain,
    ( spl0_1115
    | spl0_1116 ),
    inference(sat_conversion,[],[f6071]) ).

cnf(s336,plain,
    ( spl0_1117
    | spl0_1118 ),
    inference(sat_conversion,[],[f6081]) ).

cnf(s337,plain,
    ( spl0_1119
    | spl0_1120 ),
    inference(sat_conversion,[],[f6091]) ).

cnf(s338,plain,
    ( spl0_1121
    | spl0_1122 ),
    inference(sat_conversion,[],[f6101]) ).

cnf(s339,plain,
    ( spl0_1123
    | spl0_1124 ),
    inference(sat_conversion,[],[f6111]) ).

cnf(s340,plain,
    ( spl0_1125
    | spl0_1126 ),
    inference(sat_conversion,[],[f6121]) ).

cnf(s341,plain,
    ( spl0_1127
    | spl0_1128 ),
    inference(sat_conversion,[],[f6131]) ).

cnf(s342,plain,
    ( spl0_1129
    | spl0_1130 ),
    inference(sat_conversion,[],[f6141]) ).

cnf(s343,plain,
    ( spl0_1131
    | spl0_1132 ),
    inference(sat_conversion,[],[f6151]) ).

cnf(s344,plain,
    ( spl0_1133
    | spl0_1134 ),
    inference(sat_conversion,[],[f6161]) ).

cnf(s345,plain,
    ( spl0_1135
    | spl0_1136 ),
    inference(sat_conversion,[],[f6171]) ).

cnf(s346,plain,
    ( spl0_1137
    | spl0_1138 ),
    inference(sat_conversion,[],[f6181]) ).

cnf(s347,plain,
    ( spl0_1139
    | spl0_1140 ),
    inference(sat_conversion,[],[f6191]) ).

cnf(s348,plain,
    ( spl0_1141
    | spl0_1142 ),
    inference(sat_conversion,[],[f6201]) ).

cnf(s349,plain,
    ( spl0_1143
    | spl0_1144 ),
    inference(sat_conversion,[],[f6211]) ).

cnf(s350,plain,
    ( spl0_1145
    | spl0_1146 ),
    inference(sat_conversion,[],[f6221]) ).

cnf(s351,plain,
    ( spl0_1147
    | spl0_1148 ),
    inference(sat_conversion,[],[f6231]) ).

cnf(s352,plain,
    ( spl0_1149
    | spl0_1150 ),
    inference(sat_conversion,[],[f6241]) ).

cnf(s353,plain,
    ( spl0_1151
    | spl0_1152 ),
    inference(sat_conversion,[],[f6251]) ).

cnf(s354,plain,
    ( spl0_1153
    | spl0_1154 ),
    inference(sat_conversion,[],[f6261]) ).

cnf(s355,plain,
    ( spl0_1155
    | spl0_1156 ),
    inference(sat_conversion,[],[f6271]) ).

cnf(s356,plain,
    ( spl0_1157
    | spl0_1158 ),
    inference(sat_conversion,[],[f6281]) ).

cnf(s357,plain,
    ( spl0_1159
    | spl0_1160 ),
    inference(sat_conversion,[],[f6291]) ).

cnf(s358,plain,
    ( spl0_1161
    | spl0_1162 ),
    inference(sat_conversion,[],[f6301]) ).

cnf(s359,plain,
    ( spl0_1163
    | spl0_1164 ),
    inference(sat_conversion,[],[f6311]) ).

cnf(s360,plain,
    ( spl0_1165
    | spl0_1166 ),
    inference(sat_conversion,[],[f6321]) ).

cnf(s361,plain,
    ( spl0_1167
    | spl0_1168 ),
    inference(sat_conversion,[],[f6331]) ).

cnf(s362,plain,
    ( spl0_1169
    | spl0_1170 ),
    inference(sat_conversion,[],[f6341]) ).

cnf(s363,plain,
    ( spl0_1171
    | spl0_1172 ),
    inference(sat_conversion,[],[f6351]) ).

cnf(s364,plain,
    ( spl0_1173
    | spl0_1174 ),
    inference(sat_conversion,[],[f6361]) ).

cnf(s365,plain,
    ( spl0_1175
    | spl0_1176 ),
    inference(sat_conversion,[],[f6371]) ).

cnf(s366,plain,
    ( spl0_1177
    | spl0_1178 ),
    inference(sat_conversion,[],[f6381]) ).

cnf(s367,plain,
    ( spl0_1179
    | spl0_1180 ),
    inference(sat_conversion,[],[f6391]) ).

cnf(s368,plain,
    ( spl0_1181
    | spl0_1182 ),
    inference(sat_conversion,[],[f6401]) ).

cnf(s369,plain,
    ( spl0_1183
    | spl0_1184 ),
    inference(sat_conversion,[],[f6411]) ).

cnf(s370,plain,
    ( spl0_1185
    | spl0_1186 ),
    inference(sat_conversion,[],[f6421]) ).

cnf(s371,plain,
    ( spl0_1187
    | spl0_1188 ),
    inference(sat_conversion,[],[f6431]) ).

cnf(s372,plain,
    ( spl0_1189
    | spl0_1190 ),
    inference(sat_conversion,[],[f6441]) ).

cnf(s373,plain,
    ( spl0_1191
    | spl0_1192 ),
    inference(sat_conversion,[],[f6451]) ).

cnf(s374,plain,
    ( spl0_1193
    | spl0_1194 ),
    inference(sat_conversion,[],[f6461]) ).

cnf(s375,plain,
    ( spl0_1195
    | spl0_1196 ),
    inference(sat_conversion,[],[f6471]) ).

cnf(s376,plain,
    ( spl0_1197
    | spl0_1198 ),
    inference(sat_conversion,[],[f6481]) ).

cnf(s377,plain,
    ( spl0_1199
    | spl0_1200 ),
    inference(sat_conversion,[],[f6491]) ).

cnf(s378,plain,
    ( spl0_1201
    | spl0_1202 ),
    inference(sat_conversion,[],[f6501]) ).

cnf(s379,plain,
    ( spl0_1203
    | spl0_1204 ),
    inference(sat_conversion,[],[f6511]) ).

cnf(s380,plain,
    ( spl0_1205
    | spl0_1206 ),
    inference(sat_conversion,[],[f6521]) ).

cnf(s381,plain,
    ( spl0_1207
    | spl0_1208 ),
    inference(sat_conversion,[],[f6531]) ).

cnf(s382,plain,
    ( spl0_1209
    | spl0_1210 ),
    inference(sat_conversion,[],[f6541]) ).

cnf(s383,plain,
    ( spl0_1211
    | spl0_1212 ),
    inference(sat_conversion,[],[f6551]) ).

cnf(s384,plain,
    ( spl0_1213
    | spl0_1214 ),
    inference(sat_conversion,[],[f6561]) ).

cnf(s385,plain,
    ( spl0_1215
    | spl0_1216 ),
    inference(sat_conversion,[],[f6571]) ).

cnf(s386,plain,
    ( spl0_1217
    | spl0_1218 ),
    inference(sat_conversion,[],[f6581]) ).

cnf(s387,plain,
    ( spl0_1219
    | spl0_1220 ),
    inference(sat_conversion,[],[f6591]) ).

cnf(s388,plain,
    ( spl0_1221
    | spl0_1222 ),
    inference(sat_conversion,[],[f6601]) ).

cnf(s389,plain,
    ( spl0_1223
    | spl0_1224 ),
    inference(sat_conversion,[],[f6611]) ).

cnf(s390,plain,
    ( spl0_1225
    | spl0_1226 ),
    inference(sat_conversion,[],[f6621]) ).

cnf(s391,plain,
    ( spl0_1227
    | spl0_1228 ),
    inference(sat_conversion,[],[f6631]) ).

cnf(s392,plain,
    ( spl0_1229
    | spl0_1230 ),
    inference(sat_conversion,[],[f6641]) ).

cnf(s393,plain,
    ( spl0_1231
    | spl0_1232 ),
    inference(sat_conversion,[],[f6651]) ).

cnf(s394,plain,
    ( spl0_1233
    | spl0_1234 ),
    inference(sat_conversion,[],[f6661]) ).

cnf(s395,plain,
    ( spl0_1235
    | spl0_1236 ),
    inference(sat_conversion,[],[f6671]) ).

cnf(s396,plain,
    ( spl0_1237
    | spl0_1238 ),
    inference(sat_conversion,[],[f6681]) ).

cnf(s397,plain,
    ( spl0_1239
    | spl0_1240 ),
    inference(sat_conversion,[],[f6691]) ).

cnf(s398,plain,
    ( spl0_1241
    | spl0_1242 ),
    inference(sat_conversion,[],[f6701]) ).

cnf(s399,plain,
    ( spl0_1243
    | spl0_1244 ),
    inference(sat_conversion,[],[f6711]) ).

cnf(s400,plain,
    ( spl0_1245
    | spl0_1246 ),
    inference(sat_conversion,[],[f6721]) ).

cnf(s401,plain,
    ( spl0_1247
    | spl0_1248 ),
    inference(sat_conversion,[],[f6731]) ).

cnf(s402,plain,
    ( spl0_1249
    | spl0_1250 ),
    inference(sat_conversion,[],[f6741]) ).

cnf(s403,plain,
    ( spl0_1251
    | spl0_1252 ),
    inference(sat_conversion,[],[f6751]) ).

cnf(s404,plain,
    ( spl0_1253
    | spl0_1254 ),
    inference(sat_conversion,[],[f6761]) ).

cnf(s405,plain,
    ( spl0_1255
    | spl0_1256 ),
    inference(sat_conversion,[],[f6771]) ).

cnf(s406,plain,
    ( spl0_1257
    | spl0_1258 ),
    inference(sat_conversion,[],[f6781]) ).

cnf(s407,plain,
    ( spl0_1259
    | spl0_1260 ),
    inference(sat_conversion,[],[f6791]) ).

cnf(s408,plain,
    ( spl0_1261
    | spl0_1262 ),
    inference(sat_conversion,[],[f6801]) ).

cnf(s409,plain,
    ( spl0_1263
    | spl0_1264 ),
    inference(sat_conversion,[],[f6811]) ).

cnf(s410,plain,
    ( spl0_1265
    | spl0_1266 ),
    inference(sat_conversion,[],[f6821]) ).

cnf(s411,plain,
    ( spl0_1267
    | spl0_1268 ),
    inference(sat_conversion,[],[f6831]) ).

cnf(s412,plain,
    ( spl0_1269
    | spl0_1270 ),
    inference(sat_conversion,[],[f6841]) ).

cnf(s413,plain,
    ( spl0_1271
    | spl0_1272 ),
    inference(sat_conversion,[],[f6851]) ).

cnf(s414,plain,
    ( spl0_1273
    | spl0_1274 ),
    inference(sat_conversion,[],[f6861]) ).

cnf(s415,plain,
    ( spl0_1275
    | spl0_1276 ),
    inference(sat_conversion,[],[f6871]) ).

cnf(s416,plain,
    ( spl0_1277
    | spl0_1278 ),
    inference(sat_conversion,[],[f6881]) ).

cnf(s417,plain,
    ( spl0_1279
    | spl0_1280 ),
    inference(sat_conversion,[],[f6891]) ).

cnf(s418,plain,
    ( spl0_1281
    | spl0_1282 ),
    inference(sat_conversion,[],[f6901]) ).

cnf(s419,plain,
    ( spl0_1283
    | spl0_1284 ),
    inference(sat_conversion,[],[f6911]) ).

cnf(s420,plain,
    ( spl0_1285
    | spl0_1286 ),
    inference(sat_conversion,[],[f6921]) ).

cnf(s421,plain,
    ( spl0_1287
    | spl0_1288 ),
    inference(sat_conversion,[],[f6931]) ).

cnf(s422,plain,
    ( spl0_1289
    | spl0_1290 ),
    inference(sat_conversion,[],[f6941]) ).

cnf(s423,plain,
    ( spl0_1291
    | spl0_1292 ),
    inference(sat_conversion,[],[f6951]) ).

cnf(s424,plain,
    ( spl0_1293
    | spl0_1294 ),
    inference(sat_conversion,[],[f6961]) ).

cnf(s425,plain,
    ( spl0_1295
    | spl0_1296 ),
    inference(sat_conversion,[],[f6971]) ).

cnf(s426,plain,
    ( spl0_1297
    | spl0_1298 ),
    inference(sat_conversion,[],[f6981]) ).

cnf(s427,plain,
    ( spl0_1299
    | spl0_1300 ),
    inference(sat_conversion,[],[f6991]) ).

cnf(s428,plain,
    ( spl0_1301
    | spl0_1302 ),
    inference(sat_conversion,[],[f7001]) ).

cnf(s429,plain,
    ( spl0_1303
    | spl0_1304 ),
    inference(sat_conversion,[],[f7011]) ).

cnf(s430,plain,
    ( spl0_1305
    | spl0_1306 ),
    inference(sat_conversion,[],[f7021]) ).

cnf(s431,plain,
    ( spl0_1307
    | spl0_1308 ),
    inference(sat_conversion,[],[f7031]) ).

cnf(s432,plain,
    ( spl0_1309
    | spl0_1310 ),
    inference(sat_conversion,[],[f7041]) ).

cnf(s433,plain,
    ( spl0_1311
    | spl0_1312 ),
    inference(sat_conversion,[],[f7051]) ).

cnf(s434,plain,
    ( spl0_1313
    | spl0_1314 ),
    inference(sat_conversion,[],[f7061]) ).

cnf(s435,plain,
    ( spl0_1315
    | spl0_1316 ),
    inference(sat_conversion,[],[f7071]) ).

cnf(s436,plain,
    ( spl0_1317
    | spl0_1318 ),
    inference(sat_conversion,[],[f7081]) ).

cnf(s437,plain,
    ( spl0_1319
    | spl0_1320 ),
    inference(sat_conversion,[],[f7091]) ).

cnf(s438,plain,
    ( spl0_1321
    | spl0_1322 ),
    inference(sat_conversion,[],[f7101]) ).

cnf(s439,plain,
    ( spl0_1323
    | spl0_1324 ),
    inference(sat_conversion,[],[f7111]) ).

cnf(s440,plain,
    ( spl0_1325
    | spl0_1326 ),
    inference(sat_conversion,[],[f7121]) ).

cnf(s441,plain,
    ( spl0_1327
    | spl0_1328 ),
    inference(sat_conversion,[],[f7131]) ).

cnf(s442,plain,
    ( spl0_1329
    | spl0_1330 ),
    inference(sat_conversion,[],[f7141]) ).

cnf(s443,plain,
    ( spl0_1331
    | spl0_1332 ),
    inference(sat_conversion,[],[f7151]) ).

cnf(s444,plain,
    ( spl0_1333
    | spl0_1334 ),
    inference(sat_conversion,[],[f7161]) ).

cnf(s445,plain,
    ( spl0_1335
    | spl0_1336 ),
    inference(sat_conversion,[],[f7171]) ).

cnf(s446,plain,
    ( spl0_1337
    | spl0_1338 ),
    inference(sat_conversion,[],[f7181]) ).

cnf(s447,plain,
    ( spl0_1339
    | spl0_1340 ),
    inference(sat_conversion,[],[f7191]) ).

cnf(s448,plain,
    ( spl0_1341
    | spl0_1342 ),
    inference(sat_conversion,[],[f7201]) ).

cnf(s449,plain,
    ( spl0_1343
    | spl0_1344 ),
    inference(sat_conversion,[],[f7211]) ).

cnf(s450,plain,
    ( spl0_1345
    | spl0_1346 ),
    inference(sat_conversion,[],[f7221]) ).

cnf(s451,plain,
    ( spl0_1347
    | spl0_1348 ),
    inference(sat_conversion,[],[f7231]) ).

cnf(s452,plain,
    ( spl0_1349
    | spl0_1350 ),
    inference(sat_conversion,[],[f7241]) ).

cnf(s453,plain,
    ( spl0_1351
    | spl0_1352 ),
    inference(sat_conversion,[],[f7251]) ).

cnf(s454,plain,
    ( spl0_1353
    | spl0_1354 ),
    inference(sat_conversion,[],[f7261]) ).

cnf(s458,plain,
    ( spl0_454
    | ~ spl0_1355 ),
    inference(sat_conversion,[],[f7290]) ).

cnf(s459,plain,
    ( spl0_453
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f7310]) ).

cnf(s460,plain,
    ( spl0_4
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f7312]) ).

cnf(s461,plain,
    ( spl0_1360
    | spl0_1361 ),
    inference(sat_conversion,[],[f7806]) ).

cnf(s462,plain,
    ( spl0_1362
    | spl0_1363 ),
    inference(sat_conversion,[],[f7815]) ).

cnf(s463,plain,
    ( spl0_1364
    | spl0_1365 ),
    inference(sat_conversion,[],[f7824]) ).

cnf(s464,plain,
    ( spl0_1366
    | spl0_1367 ),
    inference(sat_conversion,[],[f7833]) ).

cnf(s465,plain,
    ( spl0_1368
    | spl0_1369 ),
    inference(sat_conversion,[],[f7842]) ).

cnf(s466,plain,
    ( spl0_1370
    | spl0_1371 ),
    inference(sat_conversion,[],[f7851]) ).

cnf(s467,plain,
    ( spl0_1372
    | spl0_1373 ),
    inference(sat_conversion,[],[f7860]) ).

cnf(s468,plain,
    ( spl0_1374
    | spl0_1375 ),
    inference(sat_conversion,[],[f7869]) ).

cnf(s469,plain,
    ( spl0_1376
    | spl0_1377 ),
    inference(sat_conversion,[],[f7878]) ).

cnf(s470,plain,
    ( spl0_1378
    | spl0_1379 ),
    inference(sat_conversion,[],[f7887]) ).

cnf(s471,plain,
    ( spl0_1380
    | spl0_1381 ),
    inference(sat_conversion,[],[f7896]) ).

cnf(s472,plain,
    ( spl0_1382
    | spl0_1383 ),
    inference(sat_conversion,[],[f7905]) ).

cnf(s473,plain,
    ( spl0_1384
    | spl0_1385 ),
    inference(sat_conversion,[],[f7914]) ).

cnf(s474,plain,
    ( spl0_1386
    | spl0_1387 ),
    inference(sat_conversion,[],[f7923]) ).

cnf(s475,plain,
    ( spl0_1388
    | spl0_1389 ),
    inference(sat_conversion,[],[f7932]) ).

cnf(s476,plain,
    ( spl0_1390
    | spl0_1391 ),
    inference(sat_conversion,[],[f7941]) ).

cnf(s477,plain,
    ( spl0_1392
    | spl0_1393 ),
    inference(sat_conversion,[],[f7950]) ).

cnf(s478,plain,
    ( spl0_1394
    | spl0_1395 ),
    inference(sat_conversion,[],[f7959]) ).

cnf(s479,plain,
    ( spl0_1396
    | spl0_1397 ),
    inference(sat_conversion,[],[f7968]) ).

cnf(s480,plain,
    ( spl0_1398
    | spl0_1399 ),
    inference(sat_conversion,[],[f7977]) ).

cnf(s481,plain,
    ( spl0_1400
    | spl0_1401 ),
    inference(sat_conversion,[],[f7986]) ).

cnf(s482,plain,
    ( spl0_1402
    | spl0_1403 ),
    inference(sat_conversion,[],[f7995]) ).

cnf(s483,plain,
    ( spl0_1404
    | spl0_1405 ),
    inference(sat_conversion,[],[f8004]) ).

cnf(s484,plain,
    ( spl0_1406
    | spl0_1407 ),
    inference(sat_conversion,[],[f8013]) ).

cnf(s485,plain,
    ( spl0_1408
    | spl0_1409 ),
    inference(sat_conversion,[],[f8022]) ).

cnf(s486,plain,
    ( spl0_1410
    | spl0_1411 ),
    inference(sat_conversion,[],[f8031]) ).

cnf(s487,plain,
    ( spl0_1412
    | spl0_1413 ),
    inference(sat_conversion,[],[f8040]) ).

cnf(s488,plain,
    ( spl0_1414
    | spl0_1415 ),
    inference(sat_conversion,[],[f8049]) ).

cnf(s489,plain,
    ( spl0_1416
    | spl0_1417 ),
    inference(sat_conversion,[],[f8058]) ).

cnf(s490,plain,
    ( spl0_1418
    | spl0_1419 ),
    inference(sat_conversion,[],[f8067]) ).

cnf(s491,plain,
    ( spl0_1420
    | spl0_1421 ),
    inference(sat_conversion,[],[f8076]) ).

cnf(s492,plain,
    ( spl0_1422
    | spl0_1423 ),
    inference(sat_conversion,[],[f8085]) ).

cnf(s493,plain,
    ( spl0_1424
    | spl0_1425 ),
    inference(sat_conversion,[],[f8094]) ).

cnf(s494,plain,
    ( spl0_1426
    | spl0_1427 ),
    inference(sat_conversion,[],[f8103]) ).

cnf(s495,plain,
    ( spl0_1428
    | spl0_1429 ),
    inference(sat_conversion,[],[f8112]) ).

cnf(s496,plain,
    ( spl0_1430
    | spl0_1431 ),
    inference(sat_conversion,[],[f8121]) ).

cnf(s497,plain,
    ( spl0_1432
    | spl0_1433 ),
    inference(sat_conversion,[],[f8130]) ).

cnf(s498,plain,
    ( spl0_1434
    | spl0_1435 ),
    inference(sat_conversion,[],[f8139]) ).

cnf(s499,plain,
    ( spl0_1436
    | spl0_1437 ),
    inference(sat_conversion,[],[f8148]) ).

cnf(s500,plain,
    ( spl0_1438
    | spl0_1439 ),
    inference(sat_conversion,[],[f8157]) ).

cnf(s501,plain,
    ( spl0_1440
    | spl0_1441 ),
    inference(sat_conversion,[],[f8166]) ).

cnf(s502,plain,
    ( spl0_1442
    | spl0_1443 ),
    inference(sat_conversion,[],[f8175]) ).

cnf(s503,plain,
    ( spl0_1444
    | spl0_1445 ),
    inference(sat_conversion,[],[f8184]) ).

cnf(s504,plain,
    ( spl0_1446
    | spl0_1447 ),
    inference(sat_conversion,[],[f8193]) ).

cnf(s505,plain,
    ( spl0_1448
    | spl0_1449 ),
    inference(sat_conversion,[],[f8202]) ).

cnf(s506,plain,
    ( spl0_1450
    | spl0_1451 ),
    inference(sat_conversion,[],[f8211]) ).

cnf(s507,plain,
    ( spl0_1452
    | spl0_1453 ),
    inference(sat_conversion,[],[f8220]) ).

cnf(s508,plain,
    ( spl0_1454
    | spl0_1455 ),
    inference(sat_conversion,[],[f8229]) ).

cnf(s509,plain,
    ( spl0_1456
    | spl0_1457 ),
    inference(sat_conversion,[],[f8238]) ).

cnf(s510,plain,
    ( spl0_1458
    | spl0_1459 ),
    inference(sat_conversion,[],[f8247]) ).

cnf(s511,plain,
    ( spl0_1460
    | spl0_1461 ),
    inference(sat_conversion,[],[f8256]) ).

cnf(s512,plain,
    ( spl0_1462
    | spl0_1463 ),
    inference(sat_conversion,[],[f8265]) ).

cnf(s513,plain,
    ( spl0_1464
    | spl0_1465 ),
    inference(sat_conversion,[],[f8274]) ).

cnf(s514,plain,
    ( spl0_1466
    | spl0_1467 ),
    inference(sat_conversion,[],[f8283]) ).

cnf(s515,plain,
    ( spl0_1468
    | spl0_1469 ),
    inference(sat_conversion,[],[f8292]) ).

cnf(s516,plain,
    ( spl0_1470
    | spl0_1471 ),
    inference(sat_conversion,[],[f8301]) ).

cnf(s517,plain,
    ( spl0_1472
    | spl0_1473 ),
    inference(sat_conversion,[],[f8310]) ).

cnf(s518,plain,
    ( spl0_1474
    | spl0_1475 ),
    inference(sat_conversion,[],[f8319]) ).

cnf(s519,plain,
    ( spl0_1476
    | spl0_1477 ),
    inference(sat_conversion,[],[f8328]) ).

cnf(s520,plain,
    ( spl0_1478
    | spl0_1479 ),
    inference(sat_conversion,[],[f8337]) ).

cnf(s521,plain,
    ( spl0_1480
    | spl0_1481 ),
    inference(sat_conversion,[],[f8346]) ).

cnf(s522,plain,
    ( spl0_1482
    | spl0_1483 ),
    inference(sat_conversion,[],[f8355]) ).

cnf(s523,plain,
    ( spl0_1484
    | spl0_1485 ),
    inference(sat_conversion,[],[f8364]) ).

cnf(s524,plain,
    ( spl0_1486
    | spl0_1487 ),
    inference(sat_conversion,[],[f8373]) ).

cnf(s525,plain,
    ( spl0_1488
    | spl0_1489 ),
    inference(sat_conversion,[],[f8382]) ).

cnf(s526,plain,
    ( spl0_1490
    | spl0_1491 ),
    inference(sat_conversion,[],[f8391]) ).

cnf(s527,plain,
    ( spl0_1492
    | spl0_1493 ),
    inference(sat_conversion,[],[f8400]) ).

cnf(s528,plain,
    ( spl0_1494
    | spl0_1495 ),
    inference(sat_conversion,[],[f8409]) ).

cnf(s529,plain,
    ( spl0_1496
    | spl0_1497 ),
    inference(sat_conversion,[],[f8418]) ).

cnf(s530,plain,
    ( spl0_1498
    | spl0_1499 ),
    inference(sat_conversion,[],[f8427]) ).

cnf(s531,plain,
    ( spl0_1500
    | spl0_1501 ),
    inference(sat_conversion,[],[f8436]) ).

cnf(s532,plain,
    ( spl0_1502
    | spl0_1503 ),
    inference(sat_conversion,[],[f8445]) ).

cnf(s533,plain,
    ( spl0_1504
    | spl0_1505 ),
    inference(sat_conversion,[],[f8454]) ).

cnf(s534,plain,
    ( spl0_1506
    | spl0_1507 ),
    inference(sat_conversion,[],[f8463]) ).

cnf(s535,plain,
    ( spl0_1508
    | spl0_1509 ),
    inference(sat_conversion,[],[f8472]) ).

cnf(s536,plain,
    ( spl0_1510
    | spl0_1511 ),
    inference(sat_conversion,[],[f8481]) ).

cnf(s537,plain,
    ( spl0_1512
    | spl0_1513 ),
    inference(sat_conversion,[],[f8490]) ).

cnf(s538,plain,
    ( spl0_1514
    | spl0_1515 ),
    inference(sat_conversion,[],[f8499]) ).

cnf(s539,plain,
    ( spl0_1516
    | spl0_1517 ),
    inference(sat_conversion,[],[f8508]) ).

cnf(s540,plain,
    ( spl0_1518
    | spl0_1519 ),
    inference(sat_conversion,[],[f8517]) ).

cnf(s541,plain,
    ( spl0_1520
    | spl0_1521 ),
    inference(sat_conversion,[],[f8526]) ).

cnf(s542,plain,
    ( spl0_1522
    | spl0_1523 ),
    inference(sat_conversion,[],[f8535]) ).

cnf(s543,plain,
    ( spl0_1524
    | spl0_1525 ),
    inference(sat_conversion,[],[f8544]) ).

cnf(s544,plain,
    ( spl0_1526
    | spl0_1527 ),
    inference(sat_conversion,[],[f8553]) ).

cnf(s545,plain,
    ( spl0_1528
    | spl0_1529 ),
    inference(sat_conversion,[],[f8562]) ).

cnf(s546,plain,
    ( spl0_1530
    | spl0_1531 ),
    inference(sat_conversion,[],[f8571]) ).

cnf(s547,plain,
    ( spl0_1532
    | spl0_1533 ),
    inference(sat_conversion,[],[f8580]) ).

cnf(s548,plain,
    ( spl0_1534
    | spl0_1535 ),
    inference(sat_conversion,[],[f8589]) ).

cnf(s549,plain,
    ( spl0_1536
    | spl0_1537 ),
    inference(sat_conversion,[],[f8598]) ).

cnf(s550,plain,
    ( spl0_1538
    | spl0_1539 ),
    inference(sat_conversion,[],[f8607]) ).

cnf(s551,plain,
    ( spl0_1540
    | spl0_1541 ),
    inference(sat_conversion,[],[f8616]) ).

cnf(s552,plain,
    ( spl0_1542
    | spl0_1543 ),
    inference(sat_conversion,[],[f8625]) ).

cnf(s553,plain,
    ( spl0_1544
    | spl0_1545 ),
    inference(sat_conversion,[],[f8634]) ).

cnf(s554,plain,
    ( spl0_1546
    | spl0_1547 ),
    inference(sat_conversion,[],[f8643]) ).

cnf(s555,plain,
    ( spl0_1548
    | spl0_1549 ),
    inference(sat_conversion,[],[f8652]) ).

cnf(s556,plain,
    ( spl0_1550
    | spl0_1551 ),
    inference(sat_conversion,[],[f8661]) ).

cnf(s557,plain,
    ( spl0_1552
    | spl0_1553 ),
    inference(sat_conversion,[],[f8670]) ).

cnf(s558,plain,
    ( spl0_1554
    | spl0_1555 ),
    inference(sat_conversion,[],[f8679]) ).

cnf(s559,plain,
    ( spl0_1556
    | spl0_1557 ),
    inference(sat_conversion,[],[f8688]) ).

cnf(s560,plain,
    ( spl0_1558
    | spl0_1559 ),
    inference(sat_conversion,[],[f8697]) ).

cnf(s561,plain,
    ( spl0_1560
    | spl0_1561 ),
    inference(sat_conversion,[],[f8706]) ).

cnf(s562,plain,
    ( spl0_1562
    | spl0_1563 ),
    inference(sat_conversion,[],[f8715]) ).

cnf(s563,plain,
    ( spl0_1564
    | spl0_1565 ),
    inference(sat_conversion,[],[f8724]) ).

cnf(s564,plain,
    ( spl0_1566
    | spl0_1567 ),
    inference(sat_conversion,[],[f8733]) ).

cnf(s565,plain,
    ( spl0_1568
    | spl0_1569 ),
    inference(sat_conversion,[],[f8742]) ).

cnf(s566,plain,
    ( spl0_1570
    | spl0_1571 ),
    inference(sat_conversion,[],[f8751]) ).

cnf(s567,plain,
    ( spl0_1572
    | spl0_1573 ),
    inference(sat_conversion,[],[f8760]) ).

cnf(s568,plain,
    ( spl0_1574
    | spl0_1575 ),
    inference(sat_conversion,[],[f8769]) ).

cnf(s569,plain,
    ( spl0_1576
    | spl0_1577 ),
    inference(sat_conversion,[],[f8778]) ).

cnf(s570,plain,
    ( spl0_1578
    | spl0_1579 ),
    inference(sat_conversion,[],[f8787]) ).

cnf(s571,plain,
    ( spl0_1580
    | spl0_1581 ),
    inference(sat_conversion,[],[f8796]) ).

cnf(s572,plain,
    ( spl0_1582
    | spl0_1583 ),
    inference(sat_conversion,[],[f8805]) ).

cnf(s573,plain,
    ( spl0_1584
    | spl0_1585 ),
    inference(sat_conversion,[],[f8814]) ).

cnf(s574,plain,
    ( spl0_1586
    | spl0_1587 ),
    inference(sat_conversion,[],[f8823]) ).

cnf(s575,plain,
    ( spl0_1588
    | spl0_1589 ),
    inference(sat_conversion,[],[f8832]) ).

cnf(s576,plain,
    ( spl0_1590
    | spl0_1591 ),
    inference(sat_conversion,[],[f8841]) ).

cnf(s577,plain,
    ( spl0_1592
    | spl0_1593 ),
    inference(sat_conversion,[],[f8850]) ).

cnf(s578,plain,
    ( spl0_1594
    | spl0_1595 ),
    inference(sat_conversion,[],[f8859]) ).

cnf(s579,plain,
    ( spl0_1596
    | spl0_1597 ),
    inference(sat_conversion,[],[f8868]) ).

cnf(s580,plain,
    ( spl0_1598
    | spl0_1599 ),
    inference(sat_conversion,[],[f8877]) ).

cnf(s581,plain,
    ( spl0_1600
    | spl0_1601 ),
    inference(sat_conversion,[],[f8886]) ).

cnf(s582,plain,
    ( spl0_1602
    | spl0_1603 ),
    inference(sat_conversion,[],[f8895]) ).

cnf(s583,plain,
    ( spl0_1604
    | spl0_1605 ),
    inference(sat_conversion,[],[f8904]) ).

cnf(s584,plain,
    ( spl0_1606
    | spl0_1607 ),
    inference(sat_conversion,[],[f8913]) ).

cnf(s585,plain,
    ( spl0_1608
    | spl0_1609 ),
    inference(sat_conversion,[],[f8922]) ).

cnf(s586,plain,
    ( spl0_1610
    | spl0_1611 ),
    inference(sat_conversion,[],[f8931]) ).

cnf(s587,plain,
    ( spl0_1612
    | spl0_1613 ),
    inference(sat_conversion,[],[f8940]) ).

cnf(s588,plain,
    ( spl0_1614
    | spl0_1615 ),
    inference(sat_conversion,[],[f8949]) ).

cnf(s589,plain,
    ( spl0_1616
    | spl0_1617 ),
    inference(sat_conversion,[],[f8958]) ).

cnf(s590,plain,
    ( spl0_1618
    | spl0_1619 ),
    inference(sat_conversion,[],[f8967]) ).

cnf(s591,plain,
    ( spl0_1620
    | spl0_1621 ),
    inference(sat_conversion,[],[f8976]) ).

cnf(s592,plain,
    ( spl0_1622
    | spl0_1623 ),
    inference(sat_conversion,[],[f8985]) ).

cnf(s593,plain,
    ( spl0_1624
    | spl0_1625 ),
    inference(sat_conversion,[],[f8994]) ).

cnf(s594,plain,
    ( spl0_1626
    | spl0_1627 ),
    inference(sat_conversion,[],[f9003]) ).

cnf(s595,plain,
    ( spl0_1628
    | spl0_1629 ),
    inference(sat_conversion,[],[f9012]) ).

cnf(s596,plain,
    ( spl0_1630
    | spl0_1631 ),
    inference(sat_conversion,[],[f9021]) ).

cnf(s597,plain,
    ( spl0_1632
    | spl0_1633 ),
    inference(sat_conversion,[],[f9030]) ).

cnf(s598,plain,
    ( spl0_1634
    | spl0_1635 ),
    inference(sat_conversion,[],[f9039]) ).

cnf(s599,plain,
    ( spl0_1636
    | spl0_1637 ),
    inference(sat_conversion,[],[f9048]) ).

cnf(s600,plain,
    ( spl0_1638
    | spl0_1639 ),
    inference(sat_conversion,[],[f9057]) ).

cnf(s601,plain,
    ( spl0_1640
    | spl0_1641 ),
    inference(sat_conversion,[],[f9066]) ).

cnf(s602,plain,
    ( spl0_1642
    | spl0_1643 ),
    inference(sat_conversion,[],[f9075]) ).

cnf(s603,plain,
    ( spl0_1644
    | spl0_1645 ),
    inference(sat_conversion,[],[f9084]) ).

cnf(s604,plain,
    ( spl0_1646
    | spl0_1647 ),
    inference(sat_conversion,[],[f9093]) ).

cnf(s605,plain,
    ( spl0_1648
    | spl0_1649 ),
    inference(sat_conversion,[],[f9102]) ).

cnf(s606,plain,
    ( spl0_1650
    | spl0_1651 ),
    inference(sat_conversion,[],[f9111]) ).

cnf(s607,plain,
    ( spl0_1652
    | spl0_1653 ),
    inference(sat_conversion,[],[f9120]) ).

cnf(s608,plain,
    ( spl0_1654
    | spl0_1655 ),
    inference(sat_conversion,[],[f9129]) ).

cnf(s609,plain,
    ( spl0_1656
    | spl0_1657 ),
    inference(sat_conversion,[],[f9138]) ).

cnf(s610,plain,
    ( spl0_1658
    | spl0_1659 ),
    inference(sat_conversion,[],[f9147]) ).

cnf(s611,plain,
    ( spl0_1660
    | spl0_1661 ),
    inference(sat_conversion,[],[f9156]) ).

cnf(s612,plain,
    ( spl0_1662
    | spl0_1663 ),
    inference(sat_conversion,[],[f9165]) ).

cnf(s613,plain,
    ( spl0_1664
    | spl0_1665 ),
    inference(sat_conversion,[],[f9174]) ).

cnf(s614,plain,
    ( spl0_1666
    | spl0_1667 ),
    inference(sat_conversion,[],[f9183]) ).

cnf(s615,plain,
    ( spl0_1668
    | spl0_1669 ),
    inference(sat_conversion,[],[f9192]) ).

cnf(s616,plain,
    ( spl0_1670
    | spl0_1671 ),
    inference(sat_conversion,[],[f9201]) ).

cnf(s617,plain,
    ( spl0_1672
    | spl0_1673 ),
    inference(sat_conversion,[],[f9210]) ).

cnf(s618,plain,
    ( spl0_1674
    | spl0_1675 ),
    inference(sat_conversion,[],[f9219]) ).

cnf(s619,plain,
    ( spl0_1676
    | spl0_1677 ),
    inference(sat_conversion,[],[f9228]) ).

cnf(s620,plain,
    ( spl0_1678
    | spl0_1679 ),
    inference(sat_conversion,[],[f9237]) ).

cnf(s621,plain,
    ( spl0_1680
    | spl0_1681 ),
    inference(sat_conversion,[],[f9246]) ).

cnf(s622,plain,
    ( spl0_1682
    | spl0_1683 ),
    inference(sat_conversion,[],[f9255]) ).

cnf(s623,plain,
    ( spl0_1684
    | spl0_1685 ),
    inference(sat_conversion,[],[f9264]) ).

cnf(s624,plain,
    ( spl0_1686
    | spl0_1687 ),
    inference(sat_conversion,[],[f9273]) ).

cnf(s625,plain,
    ( spl0_1688
    | spl0_1689 ),
    inference(sat_conversion,[],[f9282]) ).

cnf(s626,plain,
    ( spl0_1690
    | spl0_1691 ),
    inference(sat_conversion,[],[f9291]) ).

cnf(s627,plain,
    ( spl0_1692
    | spl0_1693 ),
    inference(sat_conversion,[],[f9300]) ).

cnf(s628,plain,
    ( spl0_1694
    | spl0_1695 ),
    inference(sat_conversion,[],[f9309]) ).

cnf(s629,plain,
    ( spl0_1696
    | spl0_1697 ),
    inference(sat_conversion,[],[f9318]) ).

cnf(s630,plain,
    ( spl0_1698
    | spl0_1699 ),
    inference(sat_conversion,[],[f9327]) ).

cnf(s631,plain,
    ( spl0_1700
    | spl0_1701 ),
    inference(sat_conversion,[],[f9336]) ).

cnf(s632,plain,
    ( spl0_1702
    | spl0_1703 ),
    inference(sat_conversion,[],[f9345]) ).

cnf(s633,plain,
    ( spl0_1704
    | spl0_1705 ),
    inference(sat_conversion,[],[f9354]) ).

cnf(s634,plain,
    ( spl0_1706
    | spl0_1707 ),
    inference(sat_conversion,[],[f9363]) ).

cnf(s635,plain,
    ( spl0_1708
    | spl0_1709 ),
    inference(sat_conversion,[],[f9372]) ).

cnf(s636,plain,
    ( spl0_1710
    | spl0_1711 ),
    inference(sat_conversion,[],[f9381]) ).

cnf(s637,plain,
    ( spl0_1712
    | spl0_1713 ),
    inference(sat_conversion,[],[f9390]) ).

cnf(s638,plain,
    ( spl0_1714
    | spl0_1715 ),
    inference(sat_conversion,[],[f9399]) ).

cnf(s639,plain,
    ( spl0_1716
    | spl0_1717 ),
    inference(sat_conversion,[],[f9408]) ).

cnf(s640,plain,
    ( spl0_1718
    | spl0_1719 ),
    inference(sat_conversion,[],[f9417]) ).

cnf(s641,plain,
    ( spl0_1720
    | spl0_1721 ),
    inference(sat_conversion,[],[f9426]) ).

cnf(s642,plain,
    ( spl0_1722
    | spl0_1723 ),
    inference(sat_conversion,[],[f9435]) ).

cnf(s643,plain,
    ( spl0_1724
    | spl0_1725 ),
    inference(sat_conversion,[],[f9444]) ).

cnf(s644,plain,
    ( spl0_1726
    | spl0_1727 ),
    inference(sat_conversion,[],[f9453]) ).

cnf(s645,plain,
    ( spl0_1728
    | spl0_1729 ),
    inference(sat_conversion,[],[f9462]) ).

cnf(s646,plain,
    ( spl0_1730
    | spl0_1731 ),
    inference(sat_conversion,[],[f9471]) ).

cnf(s647,plain,
    ( spl0_1732
    | spl0_1733 ),
    inference(sat_conversion,[],[f9480]) ).

cnf(s648,plain,
    ( spl0_1734
    | spl0_1735 ),
    inference(sat_conversion,[],[f9489]) ).

cnf(s649,plain,
    ( spl0_1736
    | spl0_1737 ),
    inference(sat_conversion,[],[f9498]) ).

cnf(s650,plain,
    ( spl0_1738
    | spl0_1739 ),
    inference(sat_conversion,[],[f9507]) ).

cnf(s651,plain,
    ( spl0_1740
    | spl0_1741 ),
    inference(sat_conversion,[],[f9516]) ).

cnf(s652,plain,
    ( spl0_1742
    | spl0_1743 ),
    inference(sat_conversion,[],[f9525]) ).

cnf(s653,plain,
    ( spl0_1744
    | spl0_1745 ),
    inference(sat_conversion,[],[f9534]) ).

cnf(s654,plain,
    ( spl0_1746
    | spl0_1747 ),
    inference(sat_conversion,[],[f9543]) ).

cnf(s655,plain,
    ( spl0_1748
    | spl0_1749 ),
    inference(sat_conversion,[],[f9552]) ).

cnf(s656,plain,
    ( spl0_1750
    | spl0_1751 ),
    inference(sat_conversion,[],[f9561]) ).

cnf(s657,plain,
    ( spl0_1752
    | spl0_1753 ),
    inference(sat_conversion,[],[f9570]) ).

cnf(s658,plain,
    ( spl0_1754
    | spl0_1755 ),
    inference(sat_conversion,[],[f9579]) ).

cnf(s659,plain,
    ( spl0_1756
    | spl0_1757 ),
    inference(sat_conversion,[],[f9588]) ).

cnf(s660,plain,
    ( spl0_1758
    | spl0_1759 ),
    inference(sat_conversion,[],[f9597]) ).

cnf(s661,plain,
    ( spl0_1760
    | spl0_1761 ),
    inference(sat_conversion,[],[f9606]) ).

cnf(s662,plain,
    ( spl0_1762
    | spl0_1763 ),
    inference(sat_conversion,[],[f9615]) ).

cnf(s663,plain,
    ( spl0_1764
    | spl0_1765 ),
    inference(sat_conversion,[],[f9624]) ).

cnf(s664,plain,
    ( spl0_1766
    | spl0_1767 ),
    inference(sat_conversion,[],[f9633]) ).

cnf(s665,plain,
    ( spl0_1768
    | spl0_1769 ),
    inference(sat_conversion,[],[f9642]) ).

cnf(s666,plain,
    ( spl0_1770
    | spl0_1771 ),
    inference(sat_conversion,[],[f9651]) ).

cnf(s667,plain,
    ( spl0_1772
    | spl0_1773 ),
    inference(sat_conversion,[],[f9660]) ).

cnf(s668,plain,
    ( spl0_1774
    | spl0_1775 ),
    inference(sat_conversion,[],[f9669]) ).

cnf(s669,plain,
    ( spl0_1776
    | spl0_1777 ),
    inference(sat_conversion,[],[f9678]) ).

cnf(s670,plain,
    ( spl0_1778
    | spl0_1779 ),
    inference(sat_conversion,[],[f9687]) ).

cnf(s671,plain,
    ( spl0_1780
    | spl0_1781 ),
    inference(sat_conversion,[],[f9696]) ).

cnf(s672,plain,
    ( spl0_1782
    | spl0_1783 ),
    inference(sat_conversion,[],[f9705]) ).

cnf(s673,plain,
    ( spl0_1784
    | spl0_1785 ),
    inference(sat_conversion,[],[f9714]) ).

cnf(s674,plain,
    ( spl0_1786
    | spl0_1787 ),
    inference(sat_conversion,[],[f9723]) ).

cnf(s675,plain,
    ( spl0_1788
    | spl0_1789 ),
    inference(sat_conversion,[],[f9732]) ).

cnf(s676,plain,
    ( spl0_1790
    | spl0_1791 ),
    inference(sat_conversion,[],[f9741]) ).

cnf(s677,plain,
    ( spl0_1792
    | spl0_1793 ),
    inference(sat_conversion,[],[f9750]) ).

cnf(s678,plain,
    ( spl0_1794
    | spl0_1795 ),
    inference(sat_conversion,[],[f9759]) ).

cnf(s679,plain,
    ( spl0_1796
    | spl0_1797 ),
    inference(sat_conversion,[],[f9768]) ).

cnf(s680,plain,
    ( spl0_1798
    | spl0_1799 ),
    inference(sat_conversion,[],[f9777]) ).

cnf(s681,plain,
    ( spl0_1800
    | spl0_1801 ),
    inference(sat_conversion,[],[f9786]) ).

cnf(s682,plain,
    ( spl0_1802
    | spl0_1803 ),
    inference(sat_conversion,[],[f9795]) ).

cnf(s683,plain,
    ( spl0_1804
    | spl0_1805 ),
    inference(sat_conversion,[],[f9804]) ).

cnf(s684,plain,
    ( spl0_1806
    | spl0_1807 ),
    inference(sat_conversion,[],[f9813]) ).

cnf(s685,plain,
    ( spl0_1808
    | spl0_1809 ),
    inference(sat_conversion,[],[f9822]) ).

cnf(s686,plain,
    ( spl0_1810
    | spl0_1811 ),
    inference(sat_conversion,[],[f9831]) ).

cnf(s687,plain,
    ( spl0_1812
    | spl0_1813 ),
    inference(sat_conversion,[],[f9840]) ).

cnf(s688,plain,
    ( spl0_1814
    | spl0_1815 ),
    inference(sat_conversion,[],[f9849]) ).

cnf(s689,plain,
    ( spl0_1816
    | spl0_1817 ),
    inference(sat_conversion,[],[f9858]) ).

cnf(s690,plain,
    ( spl0_1818
    | spl0_1819 ),
    inference(sat_conversion,[],[f9867]) ).

cnf(s691,plain,
    ( spl0_1820
    | spl0_1821 ),
    inference(sat_conversion,[],[f9876]) ).

cnf(s692,plain,
    ( spl0_1822
    | spl0_1823 ),
    inference(sat_conversion,[],[f9885]) ).

cnf(s693,plain,
    ( spl0_1824
    | spl0_1825 ),
    inference(sat_conversion,[],[f9894]) ).

cnf(s694,plain,
    ( spl0_1826
    | spl0_1827 ),
    inference(sat_conversion,[],[f9903]) ).

cnf(s695,plain,
    ( spl0_1828
    | spl0_1829 ),
    inference(sat_conversion,[],[f9912]) ).

cnf(s696,plain,
    ( spl0_1830
    | spl0_1831 ),
    inference(sat_conversion,[],[f9921]) ).

cnf(s697,plain,
    ( spl0_1832
    | spl0_1833 ),
    inference(sat_conversion,[],[f9930]) ).

cnf(s698,plain,
    ( spl0_1834
    | spl0_1835 ),
    inference(sat_conversion,[],[f9939]) ).

cnf(s699,plain,
    ( spl0_1836
    | spl0_1837 ),
    inference(sat_conversion,[],[f9948]) ).

cnf(s700,plain,
    ( spl0_1838
    | spl0_1839 ),
    inference(sat_conversion,[],[f9957]) ).

cnf(s701,plain,
    ( spl0_1840
    | spl0_1841 ),
    inference(sat_conversion,[],[f9966]) ).

cnf(s702,plain,
    ( spl0_1842
    | spl0_1843 ),
    inference(sat_conversion,[],[f9975]) ).

cnf(s703,plain,
    ( spl0_1844
    | spl0_1845 ),
    inference(sat_conversion,[],[f9984]) ).

cnf(s704,plain,
    ( spl0_1846
    | spl0_1847 ),
    inference(sat_conversion,[],[f9993]) ).

cnf(s705,plain,
    ( spl0_1848
    | spl0_1849 ),
    inference(sat_conversion,[],[f10002]) ).

cnf(s706,plain,
    ( spl0_1850
    | spl0_1851 ),
    inference(sat_conversion,[],[f10011]) ).

cnf(s707,plain,
    ( spl0_1852
    | spl0_1853 ),
    inference(sat_conversion,[],[f10020]) ).

cnf(s708,plain,
    ( spl0_1854
    | spl0_1855 ),
    inference(sat_conversion,[],[f10029]) ).

cnf(s709,plain,
    ( spl0_1856
    | spl0_1857 ),
    inference(sat_conversion,[],[f10038]) ).

cnf(s710,plain,
    ( spl0_1858
    | spl0_1859 ),
    inference(sat_conversion,[],[f10047]) ).

cnf(s711,plain,
    ( spl0_1860
    | spl0_1861 ),
    inference(sat_conversion,[],[f10056]) ).

cnf(s712,plain,
    ( spl0_1862
    | spl0_1863 ),
    inference(sat_conversion,[],[f10065]) ).

cnf(s713,plain,
    ( spl0_1864
    | spl0_1865 ),
    inference(sat_conversion,[],[f10074]) ).

cnf(s714,plain,
    ( spl0_1866
    | spl0_1867 ),
    inference(sat_conversion,[],[f10083]) ).

cnf(s715,plain,
    ( spl0_1868
    | spl0_1869 ),
    inference(sat_conversion,[],[f10092]) ).

cnf(s716,plain,
    ( spl0_1870
    | spl0_1871 ),
    inference(sat_conversion,[],[f10101]) ).

cnf(s717,plain,
    ( spl0_1872
    | spl0_1873 ),
    inference(sat_conversion,[],[f10110]) ).

cnf(s718,plain,
    ( spl0_1874
    | spl0_1875 ),
    inference(sat_conversion,[],[f10119]) ).

cnf(s719,plain,
    ( spl0_1876
    | spl0_1877 ),
    inference(sat_conversion,[],[f10128]) ).

cnf(s720,plain,
    ( spl0_1878
    | spl0_1879 ),
    inference(sat_conversion,[],[f10137]) ).

cnf(s721,plain,
    ( spl0_1880
    | spl0_1881 ),
    inference(sat_conversion,[],[f10146]) ).

cnf(s722,plain,
    ( spl0_1882
    | spl0_1883 ),
    inference(sat_conversion,[],[f10155]) ).

cnf(s723,plain,
    ( spl0_1884
    | spl0_1885 ),
    inference(sat_conversion,[],[f10164]) ).

cnf(s724,plain,
    ( spl0_1886
    | spl0_1887 ),
    inference(sat_conversion,[],[f10173]) ).

cnf(s725,plain,
    ( spl0_1888
    | spl0_1889 ),
    inference(sat_conversion,[],[f10182]) ).

cnf(s726,plain,
    ( spl0_1890
    | spl0_1891 ),
    inference(sat_conversion,[],[f10191]) ).

cnf(s727,plain,
    ( spl0_1892
    | spl0_1893 ),
    inference(sat_conversion,[],[f10200]) ).

cnf(s728,plain,
    ( spl0_1894
    | spl0_1895 ),
    inference(sat_conversion,[],[f10209]) ).

cnf(s729,plain,
    ( spl0_1896
    | spl0_1897 ),
    inference(sat_conversion,[],[f10218]) ).

cnf(s730,plain,
    ( spl0_1898
    | spl0_1899 ),
    inference(sat_conversion,[],[f10227]) ).

cnf(s731,plain,
    ( spl0_1900
    | spl0_1901 ),
    inference(sat_conversion,[],[f10236]) ).

cnf(s732,plain,
    ( spl0_1902
    | spl0_1903 ),
    inference(sat_conversion,[],[f10245]) ).

cnf(s733,plain,
    ( spl0_1904
    | spl0_1905 ),
    inference(sat_conversion,[],[f10254]) ).

cnf(s734,plain,
    ( spl0_1906
    | spl0_1907 ),
    inference(sat_conversion,[],[f10263]) ).

cnf(s735,plain,
    ( spl0_1908
    | spl0_1909 ),
    inference(sat_conversion,[],[f10272]) ).

cnf(s736,plain,
    ( spl0_1910
    | spl0_1911 ),
    inference(sat_conversion,[],[f10281]) ).

cnf(s737,plain,
    ( spl0_1912
    | spl0_1913 ),
    inference(sat_conversion,[],[f10290]) ).

cnf(s738,plain,
    ( spl0_1914
    | spl0_1915 ),
    inference(sat_conversion,[],[f10299]) ).

cnf(s739,plain,
    ( spl0_1916
    | spl0_1917 ),
    inference(sat_conversion,[],[f10308]) ).

cnf(s740,plain,
    ( spl0_1918
    | spl0_1919 ),
    inference(sat_conversion,[],[f10317]) ).

cnf(s741,plain,
    ( spl0_1920
    | spl0_1921 ),
    inference(sat_conversion,[],[f10326]) ).

cnf(s742,plain,
    ( spl0_1922
    | spl0_1923 ),
    inference(sat_conversion,[],[f10335]) ).

cnf(s743,plain,
    ( spl0_1924
    | spl0_1925 ),
    inference(sat_conversion,[],[f10344]) ).

cnf(s744,plain,
    ( spl0_1926
    | spl0_1927 ),
    inference(sat_conversion,[],[f10353]) ).

cnf(s745,plain,
    ( spl0_1928
    | spl0_1929 ),
    inference(sat_conversion,[],[f10362]) ).

cnf(s746,plain,
    ( spl0_1930
    | spl0_1931 ),
    inference(sat_conversion,[],[f10371]) ).

cnf(s747,plain,
    ( spl0_1932
    | spl0_1933 ),
    inference(sat_conversion,[],[f10380]) ).

cnf(s748,plain,
    ( spl0_1934
    | spl0_1935 ),
    inference(sat_conversion,[],[f10389]) ).

cnf(s749,plain,
    ( spl0_1936
    | spl0_1937 ),
    inference(sat_conversion,[],[f10398]) ).

cnf(s750,plain,
    ( spl0_1938
    | spl0_1939 ),
    inference(sat_conversion,[],[f10407]) ).

cnf(s751,plain,
    ( spl0_1940
    | spl0_1941 ),
    inference(sat_conversion,[],[f10416]) ).

cnf(s752,plain,
    ( spl0_1942
    | spl0_1943 ),
    inference(sat_conversion,[],[f10425]) ).

cnf(s753,plain,
    ( spl0_1944
    | spl0_1945 ),
    inference(sat_conversion,[],[f10434]) ).

cnf(s754,plain,
    ( spl0_1946
    | spl0_1947 ),
    inference(sat_conversion,[],[f10443]) ).

cnf(s755,plain,
    ( spl0_1948
    | spl0_1949 ),
    inference(sat_conversion,[],[f10452]) ).

cnf(s756,plain,
    ( spl0_1950
    | spl0_1951 ),
    inference(sat_conversion,[],[f10461]) ).

cnf(s757,plain,
    ( spl0_1952
    | spl0_1953 ),
    inference(sat_conversion,[],[f10470]) ).

cnf(s758,plain,
    ( spl0_1954
    | spl0_1955 ),
    inference(sat_conversion,[],[f10479]) ).

cnf(s759,plain,
    ( spl0_1956
    | spl0_1957 ),
    inference(sat_conversion,[],[f10488]) ).

cnf(s760,plain,
    ( spl0_1958
    | spl0_1959 ),
    inference(sat_conversion,[],[f10497]) ).

cnf(s761,plain,
    ( spl0_1960
    | spl0_1961 ),
    inference(sat_conversion,[],[f10506]) ).

cnf(s762,plain,
    ( spl0_1962
    | spl0_1963 ),
    inference(sat_conversion,[],[f10515]) ).

cnf(s763,plain,
    ( spl0_1964
    | spl0_1965 ),
    inference(sat_conversion,[],[f10524]) ).

cnf(s764,plain,
    ( spl0_1966
    | spl0_1967 ),
    inference(sat_conversion,[],[f10533]) ).

cnf(s765,plain,
    ( spl0_1968
    | spl0_1969 ),
    inference(sat_conversion,[],[f10542]) ).

cnf(s766,plain,
    ( spl0_1970
    | spl0_1971 ),
    inference(sat_conversion,[],[f10551]) ).

cnf(s767,plain,
    ( spl0_1972
    | spl0_1973 ),
    inference(sat_conversion,[],[f10560]) ).

cnf(s768,plain,
    ( spl0_1974
    | spl0_1975 ),
    inference(sat_conversion,[],[f10569]) ).

cnf(s769,plain,
    ( spl0_1976
    | spl0_1977 ),
    inference(sat_conversion,[],[f10578]) ).

cnf(s770,plain,
    ( spl0_1978
    | spl0_1979 ),
    inference(sat_conversion,[],[f10587]) ).

cnf(s771,plain,
    ( spl0_1980
    | spl0_1981 ),
    inference(sat_conversion,[],[f10596]) ).

cnf(s772,plain,
    ( spl0_1982
    | spl0_1983 ),
    inference(sat_conversion,[],[f10605]) ).

cnf(s773,plain,
    ( spl0_1984
    | spl0_1985 ),
    inference(sat_conversion,[],[f10614]) ).

cnf(s774,plain,
    ( spl0_1986
    | spl0_1987 ),
    inference(sat_conversion,[],[f10623]) ).

cnf(s775,plain,
    ( spl0_1988
    | spl0_1989 ),
    inference(sat_conversion,[],[f10632]) ).

cnf(s776,plain,
    ( spl0_1990
    | spl0_1991 ),
    inference(sat_conversion,[],[f10641]) ).

cnf(s777,plain,
    ( spl0_1992
    | spl0_1993 ),
    inference(sat_conversion,[],[f10650]) ).

cnf(s778,plain,
    ( spl0_1994
    | spl0_1995 ),
    inference(sat_conversion,[],[f10659]) ).

cnf(s779,plain,
    ( spl0_1996
    | spl0_1997 ),
    inference(sat_conversion,[],[f10668]) ).

cnf(s780,plain,
    ( spl0_1998
    | spl0_1999 ),
    inference(sat_conversion,[],[f10677]) ).

cnf(s781,plain,
    ( spl0_2000
    | spl0_2001 ),
    inference(sat_conversion,[],[f10686]) ).

cnf(s782,plain,
    ( spl0_2002
    | spl0_2003 ),
    inference(sat_conversion,[],[f10695]) ).

cnf(s783,plain,
    ( spl0_2004
    | spl0_2005 ),
    inference(sat_conversion,[],[f10704]) ).

cnf(s784,plain,
    ( spl0_2006
    | spl0_2007 ),
    inference(sat_conversion,[],[f10713]) ).

cnf(s785,plain,
    ( spl0_2008
    | spl0_2009 ),
    inference(sat_conversion,[],[f10722]) ).

cnf(s786,plain,
    ( spl0_2010
    | spl0_2011 ),
    inference(sat_conversion,[],[f10731]) ).

cnf(s787,plain,
    ( spl0_2012
    | spl0_2013 ),
    inference(sat_conversion,[],[f10740]) ).

cnf(s788,plain,
    ( spl0_2014
    | spl0_2015 ),
    inference(sat_conversion,[],[f10749]) ).

cnf(s789,plain,
    ( spl0_2016
    | spl0_2017 ),
    inference(sat_conversion,[],[f10758]) ).

cnf(s790,plain,
    ( spl0_2018
    | spl0_2019 ),
    inference(sat_conversion,[],[f10767]) ).

cnf(s791,plain,
    ( spl0_2020
    | spl0_2021 ),
    inference(sat_conversion,[],[f10776]) ).

cnf(s792,plain,
    ( spl0_2022
    | spl0_2023 ),
    inference(sat_conversion,[],[f10785]) ).

cnf(s793,plain,
    ( spl0_2024
    | spl0_2025 ),
    inference(sat_conversion,[],[f10794]) ).

cnf(s794,plain,
    ( spl0_2026
    | spl0_2027 ),
    inference(sat_conversion,[],[f10803]) ).

cnf(s795,plain,
    ( spl0_2028
    | spl0_2029 ),
    inference(sat_conversion,[],[f10812]) ).

cnf(s796,plain,
    ( spl0_2030
    | spl0_2031 ),
    inference(sat_conversion,[],[f10821]) ).

cnf(s797,plain,
    ( spl0_2032
    | spl0_2033 ),
    inference(sat_conversion,[],[f10830]) ).

cnf(s798,plain,
    ( spl0_2034
    | spl0_2035 ),
    inference(sat_conversion,[],[f10839]) ).

cnf(s799,plain,
    ( spl0_2036
    | spl0_2037 ),
    inference(sat_conversion,[],[f10848]) ).

cnf(s800,plain,
    ( spl0_2038
    | spl0_2039 ),
    inference(sat_conversion,[],[f10857]) ).

cnf(s801,plain,
    ( spl0_2040
    | spl0_2041 ),
    inference(sat_conversion,[],[f10866]) ).

cnf(s802,plain,
    ( spl0_2042
    | spl0_2043 ),
    inference(sat_conversion,[],[f10875]) ).

cnf(s803,plain,
    ( spl0_2044
    | spl0_2045 ),
    inference(sat_conversion,[],[f10884]) ).

cnf(s804,plain,
    ( spl0_2046
    | spl0_2047 ),
    inference(sat_conversion,[],[f10893]) ).

cnf(s805,plain,
    ( spl0_2048
    | spl0_2049 ),
    inference(sat_conversion,[],[f10902]) ).

cnf(s806,plain,
    ( spl0_2050
    | spl0_2051 ),
    inference(sat_conversion,[],[f10911]) ).

cnf(s807,plain,
    ( spl0_2052
    | spl0_2053 ),
    inference(sat_conversion,[],[f10920]) ).

cnf(s808,plain,
    ( spl0_2054
    | spl0_2055 ),
    inference(sat_conversion,[],[f10929]) ).

cnf(s809,plain,
    ( spl0_2056
    | spl0_2057 ),
    inference(sat_conversion,[],[f10938]) ).

cnf(s810,plain,
    ( spl0_2058
    | spl0_2059 ),
    inference(sat_conversion,[],[f10947]) ).

cnf(s811,plain,
    ( spl0_2060
    | spl0_2061 ),
    inference(sat_conversion,[],[f10956]) ).

cnf(s812,plain,
    ( spl0_2062
    | spl0_2063 ),
    inference(sat_conversion,[],[f10965]) ).

cnf(s813,plain,
    ( spl0_2064
    | spl0_2065 ),
    inference(sat_conversion,[],[f10974]) ).

cnf(s814,plain,
    ( spl0_2066
    | spl0_2067 ),
    inference(sat_conversion,[],[f10983]) ).

cnf(s815,plain,
    ( spl0_2068
    | spl0_2069 ),
    inference(sat_conversion,[],[f10992]) ).

cnf(s816,plain,
    ( spl0_2070
    | spl0_2071 ),
    inference(sat_conversion,[],[f11001]) ).

cnf(s817,plain,
    ( spl0_2072
    | spl0_2073 ),
    inference(sat_conversion,[],[f11010]) ).

cnf(s818,plain,
    ( spl0_2074
    | spl0_2075 ),
    inference(sat_conversion,[],[f11019]) ).

cnf(s819,plain,
    ( spl0_2076
    | spl0_2077 ),
    inference(sat_conversion,[],[f11028]) ).

cnf(s820,plain,
    ( spl0_2078
    | spl0_2079 ),
    inference(sat_conversion,[],[f11037]) ).

cnf(s821,plain,
    ( spl0_2080
    | spl0_2081 ),
    inference(sat_conversion,[],[f11046]) ).

cnf(s822,plain,
    ( spl0_2082
    | spl0_2083 ),
    inference(sat_conversion,[],[f11055]) ).

cnf(s823,plain,
    ( spl0_2084
    | spl0_2085 ),
    inference(sat_conversion,[],[f11064]) ).

cnf(s824,plain,
    ( spl0_2086
    | spl0_2087 ),
    inference(sat_conversion,[],[f11073]) ).

cnf(s825,plain,
    ( spl0_2088
    | spl0_2089 ),
    inference(sat_conversion,[],[f11082]) ).

cnf(s826,plain,
    ( spl0_2090
    | spl0_2091 ),
    inference(sat_conversion,[],[f11091]) ).

cnf(s827,plain,
    ( spl0_2092
    | spl0_2093 ),
    inference(sat_conversion,[],[f11100]) ).

cnf(s828,plain,
    ( spl0_2094
    | spl0_2095 ),
    inference(sat_conversion,[],[f11109]) ).

cnf(s829,plain,
    ( spl0_2096
    | spl0_2097 ),
    inference(sat_conversion,[],[f11118]) ).

cnf(s830,plain,
    ( spl0_2098
    | spl0_2099 ),
    inference(sat_conversion,[],[f11127]) ).

cnf(s831,plain,
    ( spl0_2100
    | spl0_2101 ),
    inference(sat_conversion,[],[f11136]) ).

cnf(s832,plain,
    ( spl0_2102
    | spl0_2103 ),
    inference(sat_conversion,[],[f11145]) ).

cnf(s833,plain,
    ( spl0_2104
    | spl0_2105 ),
    inference(sat_conversion,[],[f11154]) ).

cnf(s834,plain,
    ( spl0_2106
    | spl0_2107 ),
    inference(sat_conversion,[],[f11163]) ).

cnf(s835,plain,
    ( spl0_2108
    | spl0_2109 ),
    inference(sat_conversion,[],[f11172]) ).

cnf(s836,plain,
    ( spl0_2110
    | spl0_2111 ),
    inference(sat_conversion,[],[f11181]) ).

cnf(s837,plain,
    ( spl0_2112
    | spl0_2113 ),
    inference(sat_conversion,[],[f11190]) ).

cnf(s838,plain,
    ( spl0_2114
    | spl0_2115 ),
    inference(sat_conversion,[],[f11199]) ).

cnf(s839,plain,
    ( spl0_2116
    | spl0_2117 ),
    inference(sat_conversion,[],[f11208]) ).

cnf(s840,plain,
    ( spl0_2118
    | spl0_2119 ),
    inference(sat_conversion,[],[f11217]) ).

cnf(s841,plain,
    ( spl0_2120
    | spl0_2121 ),
    inference(sat_conversion,[],[f11226]) ).

cnf(s842,plain,
    ( spl0_2122
    | spl0_2123 ),
    inference(sat_conversion,[],[f11235]) ).

cnf(s843,plain,
    ( spl0_2124
    | spl0_2125 ),
    inference(sat_conversion,[],[f11244]) ).

cnf(s844,plain,
    ( spl0_2126
    | spl0_2127 ),
    inference(sat_conversion,[],[f11253]) ).

cnf(s845,plain,
    ( spl0_2128
    | spl0_2129 ),
    inference(sat_conversion,[],[f11262]) ).

cnf(s846,plain,
    ( spl0_2130
    | spl0_2131 ),
    inference(sat_conversion,[],[f11271]) ).

cnf(s847,plain,
    ( spl0_2132
    | spl0_2133 ),
    inference(sat_conversion,[],[f11280]) ).

cnf(s848,plain,
    ( spl0_2134
    | spl0_2135 ),
    inference(sat_conversion,[],[f11289]) ).

cnf(s849,plain,
    ( spl0_2136
    | spl0_2137 ),
    inference(sat_conversion,[],[f11298]) ).

cnf(s850,plain,
    ( spl0_2138
    | spl0_2139 ),
    inference(sat_conversion,[],[f11307]) ).

cnf(s851,plain,
    ( spl0_2140
    | spl0_2141 ),
    inference(sat_conversion,[],[f11316]) ).

cnf(s852,plain,
    ( spl0_2142
    | spl0_2143 ),
    inference(sat_conversion,[],[f11325]) ).

cnf(s853,plain,
    ( spl0_2144
    | spl0_2145 ),
    inference(sat_conversion,[],[f11334]) ).

cnf(s854,plain,
    ( spl0_2146
    | spl0_2147 ),
    inference(sat_conversion,[],[f11343]) ).

cnf(s855,plain,
    ( spl0_2148
    | spl0_2149 ),
    inference(sat_conversion,[],[f11352]) ).

cnf(s856,plain,
    ( spl0_2150
    | spl0_2151 ),
    inference(sat_conversion,[],[f11361]) ).

cnf(s857,plain,
    ( spl0_2152
    | spl0_2153 ),
    inference(sat_conversion,[],[f11370]) ).

cnf(s858,plain,
    ( spl0_2154
    | spl0_2155 ),
    inference(sat_conversion,[],[f11379]) ).

cnf(s859,plain,
    ( spl0_2156
    | spl0_2157 ),
    inference(sat_conversion,[],[f11388]) ).

cnf(s860,plain,
    ( spl0_2158
    | spl0_2159 ),
    inference(sat_conversion,[],[f11397]) ).

cnf(s861,plain,
    ( spl0_2160
    | spl0_2161 ),
    inference(sat_conversion,[],[f11406]) ).

cnf(s862,plain,
    ( spl0_2162
    | spl0_2163 ),
    inference(sat_conversion,[],[f11415]) ).

cnf(s863,plain,
    ( spl0_2164
    | spl0_2165 ),
    inference(sat_conversion,[],[f11424]) ).

cnf(s864,plain,
    ( spl0_2166
    | spl0_2167 ),
    inference(sat_conversion,[],[f11433]) ).

cnf(s865,plain,
    ( spl0_2168
    | spl0_2169 ),
    inference(sat_conversion,[],[f11442]) ).

cnf(s866,plain,
    ( spl0_2170
    | spl0_2171 ),
    inference(sat_conversion,[],[f11451]) ).

cnf(s867,plain,
    ( spl0_2172
    | spl0_2173 ),
    inference(sat_conversion,[],[f11460]) ).

cnf(s868,plain,
    ( spl0_2174
    | spl0_2175 ),
    inference(sat_conversion,[],[f11469]) ).

cnf(s869,plain,
    ( spl0_2176
    | spl0_2177 ),
    inference(sat_conversion,[],[f11478]) ).

cnf(s870,plain,
    ( spl0_2178
    | spl0_2179 ),
    inference(sat_conversion,[],[f11487]) ).

cnf(s871,plain,
    ( spl0_2180
    | spl0_2181 ),
    inference(sat_conversion,[],[f11496]) ).

cnf(s872,plain,
    ( spl0_2182
    | spl0_2183 ),
    inference(sat_conversion,[],[f11505]) ).

cnf(s873,plain,
    ( spl0_2184
    | spl0_2185 ),
    inference(sat_conversion,[],[f11514]) ).

cnf(s874,plain,
    ( spl0_2186
    | spl0_2187 ),
    inference(sat_conversion,[],[f11523]) ).

cnf(s875,plain,
    ( spl0_2188
    | spl0_2189 ),
    inference(sat_conversion,[],[f11532]) ).

cnf(s876,plain,
    ( spl0_2190
    | spl0_2191 ),
    inference(sat_conversion,[],[f11541]) ).

cnf(s877,plain,
    ( spl0_2192
    | spl0_2193 ),
    inference(sat_conversion,[],[f11550]) ).

cnf(s878,plain,
    ( spl0_2194
    | spl0_2195 ),
    inference(sat_conversion,[],[f11559]) ).

cnf(s879,plain,
    ( spl0_2196
    | spl0_2197 ),
    inference(sat_conversion,[],[f11568]) ).

cnf(s880,plain,
    ( spl0_2198
    | spl0_2199 ),
    inference(sat_conversion,[],[f11577]) ).

cnf(s881,plain,
    ( spl0_2200
    | spl0_2201 ),
    inference(sat_conversion,[],[f11586]) ).

cnf(s882,plain,
    ( spl0_2202
    | spl0_2203 ),
    inference(sat_conversion,[],[f11595]) ).

cnf(s883,plain,
    ( spl0_2204
    | spl0_2205 ),
    inference(sat_conversion,[],[f11604]) ).

cnf(s884,plain,
    ( spl0_2206
    | spl0_2207 ),
    inference(sat_conversion,[],[f11613]) ).

cnf(s885,plain,
    ( spl0_2208
    | spl0_2209 ),
    inference(sat_conversion,[],[f11622]) ).

cnf(s886,plain,
    ( spl0_2210
    | spl0_2211 ),
    inference(sat_conversion,[],[f11631]) ).

cnf(s887,plain,
    ( spl0_2212
    | spl0_2213 ),
    inference(sat_conversion,[],[f11640]) ).

cnf(s888,plain,
    ( spl0_2214
    | spl0_2215 ),
    inference(sat_conversion,[],[f11649]) ).

cnf(s889,plain,
    ( spl0_2216
    | spl0_2217 ),
    inference(sat_conversion,[],[f11658]) ).

cnf(s890,plain,
    ( spl0_2218
    | spl0_2219 ),
    inference(sat_conversion,[],[f11667]) ).

cnf(s891,plain,
    ( spl0_2220
    | spl0_2221 ),
    inference(sat_conversion,[],[f11676]) ).

cnf(s892,plain,
    ( spl0_2222
    | spl0_2223 ),
    inference(sat_conversion,[],[f11685]) ).

cnf(s893,plain,
    ( spl0_2224
    | spl0_2225 ),
    inference(sat_conversion,[],[f11694]) ).

cnf(s894,plain,
    ( spl0_2226
    | spl0_2227 ),
    inference(sat_conversion,[],[f11703]) ).

cnf(s895,plain,
    ( spl0_2228
    | spl0_2229 ),
    inference(sat_conversion,[],[f11712]) ).

cnf(s896,plain,
    ( spl0_2230
    | spl0_2231 ),
    inference(sat_conversion,[],[f11721]) ).

cnf(s897,plain,
    ( spl0_2232
    | spl0_2233 ),
    inference(sat_conversion,[],[f11730]) ).

cnf(s898,plain,
    ( spl0_2234
    | spl0_2235 ),
    inference(sat_conversion,[],[f11739]) ).

cnf(s899,plain,
    ( spl0_2236
    | spl0_2237 ),
    inference(sat_conversion,[],[f11748]) ).

cnf(s900,plain,
    ( spl0_2238
    | spl0_2239 ),
    inference(sat_conversion,[],[f11757]) ).

cnf(s901,plain,
    ( spl0_2240
    | spl0_2241 ),
    inference(sat_conversion,[],[f11766]) ).

cnf(s902,plain,
    ( spl0_2242
    | spl0_2243 ),
    inference(sat_conversion,[],[f11775]) ).

cnf(s903,plain,
    ( spl0_2244
    | spl0_2245 ),
    inference(sat_conversion,[],[f11784]) ).

cnf(s904,plain,
    ( spl0_2246
    | spl0_2247 ),
    inference(sat_conversion,[],[f11793]) ).

cnf(s905,plain,
    ( spl0_2248
    | spl0_2249 ),
    inference(sat_conversion,[],[f11802]) ).

cnf(s906,plain,
    ( spl0_2250
    | spl0_2251 ),
    inference(sat_conversion,[],[f11811]) ).

cnf(s907,plain,
    ( ~ spl0_458
    | ~ spl0_459
    | ~ spl0_2250 ),
    inference(sat_conversion,[],[f12709]) ).

cnf(s914,plain,
    ( spl0_1355
    | spl0_2256 ),
    inference(sat_conversion,[],[f12734]) ).

cnf(s918,plain,
    ( ~ spl0_458
    | ~ spl0_459
    | ~ spl0_2251 ),
    inference(sat_conversion,[],[f12748]) ).

cnf(s921,plain,
    ( ~ spl0_2250
    | spl0_2257 ),
    inference(sat_conversion,[],[f12759]) ).

cnf(s922,plain,
    ( ~ spl0_460
    | ~ spl0_461
    | ~ spl0_2248 ),
    inference(sat_conversion,[],[f12761]) ).

cnf(s923,plain,
    ( ~ spl0_460
    | ~ spl0_461
    | ~ spl0_2249 ),
    inference(sat_conversion,[],[f12765]) ).

cnf(s926,plain,
    ( ~ spl0_462
    | ~ spl0_463
    | ~ spl0_2246 ),
    inference(sat_conversion,[],[f12776]) ).

cnf(s928,plain,
    ( ~ spl0_464
    | ~ spl0_465
    | ~ spl0_2244 ),
    inference(sat_conversion,[],[f12782]) ).

cnf(s930,plain,
    ( ~ spl0_466
    | ~ spl0_467
    | ~ spl0_2242 ),
    inference(sat_conversion,[],[f12788]) ).

cnf(s932,plain,
    ( ~ spl0_468
    | ~ spl0_469
    | ~ spl0_2240 ),
    inference(sat_conversion,[],[f12794]) ).

cnf(s934,plain,
    ( ~ spl0_470
    | ~ spl0_471
    | ~ spl0_2238 ),
    inference(sat_conversion,[],[f12800]) ).

cnf(s936,plain,
    ( ~ spl0_472
    | ~ spl0_473
    | ~ spl0_2236 ),
    inference(sat_conversion,[],[f12806]) ).

cnf(s938,plain,
    ( ~ spl0_474
    | ~ spl0_475
    | ~ spl0_2234 ),
    inference(sat_conversion,[],[f12812]) ).

cnf(s940,plain,
    ( ~ spl0_476
    | ~ spl0_477
    | ~ spl0_2232 ),
    inference(sat_conversion,[],[f12818]) ).

cnf(s941,plain,
    ( ~ spl0_478
    | ~ spl0_479
    | ~ spl0_2230 ),
    inference(sat_conversion,[],[f12822]) ).

cnf(s942,plain,
    ( ~ spl0_478
    | ~ spl0_479
    | ~ spl0_2231 ),
    inference(sat_conversion,[],[f12826]) ).

cnf(s944,plain,
    ( ~ spl0_476
    | ~ spl0_477
    | ~ spl0_2259 ),
    inference(sat_conversion,[],[f12832]) ).

cnf(s946,plain,
    ( ~ spl0_2233
    | spl0_2259 ),
    inference(sat_conversion,[],[f12839]) ).

cnf(s948,plain,
    ( ~ spl0_474
    | ~ spl0_475
    | ~ spl0_2260 ),
    inference(sat_conversion,[],[f12845]) ).

cnf(s950,plain,
    ( ~ spl0_2235
    | spl0_2260 ),
    inference(sat_conversion,[],[f12850]) ).

cnf(s952,plain,
    ( ~ spl0_472
    | ~ spl0_473
    | ~ spl0_2261 ),
    inference(sat_conversion,[],[f12856]) ).

cnf(s954,plain,
    ( ~ spl0_2237
    | spl0_2261 ),
    inference(sat_conversion,[],[f12861]) ).

cnf(s956,plain,
    ( ~ spl0_470
    | ~ spl0_471
    | ~ spl0_2262 ),
    inference(sat_conversion,[],[f12867]) ).

cnf(s958,plain,
    ( ~ spl0_2239
    | spl0_2262 ),
    inference(sat_conversion,[],[f12872]) ).

cnf(s960,plain,
    ( ~ spl0_468
    | ~ spl0_469
    | ~ spl0_2263 ),
    inference(sat_conversion,[],[f12878]) ).

cnf(s962,plain,
    ( ~ spl0_2241
    | spl0_2263 ),
    inference(sat_conversion,[],[f12883]) ).

cnf(s964,plain,
    ( ~ spl0_466
    | ~ spl0_467
    | ~ spl0_2264 ),
    inference(sat_conversion,[],[f12889]) ).

cnf(s966,plain,
    ( ~ spl0_2243
    | spl0_2264 ),
    inference(sat_conversion,[],[f12894]) ).

cnf(s968,plain,
    ( ~ spl0_464
    | ~ spl0_465
    | ~ spl0_2265 ),
    inference(sat_conversion,[],[f12900]) ).

cnf(s970,plain,
    ( ~ spl0_2245
    | spl0_2265 ),
    inference(sat_conversion,[],[f12905]) ).

cnf(s972,plain,
    ( ~ spl0_462
    | ~ spl0_463
    | ~ spl0_2266 ),
    inference(sat_conversion,[],[f12911]) ).

cnf(s976,plain,
    ( ~ spl0_2247
    | spl0_2266 ),
    inference(sat_conversion,[],[f12916]) ).

cnf(s978,plain,
    ( ~ spl0_2248
    | spl0_2258 ),
    inference(sat_conversion,[],[f12920]) ).

cnf(s983,plain,
    ( spl0_454
    | ~ spl0_2256 ),
    inference(sat_conversion,[],[f12939]) ).

cnf(s1010,plain,
    ( ~ spl0_480
    | ~ spl0_481
    | ~ spl0_2228 ),
    inference(sat_conversion,[],[f12985]) ).

cnf(s1012,plain,
    ( ~ spl0_482
    | ~ spl0_483
    | ~ spl0_2226 ),
    inference(sat_conversion,[],[f12991]) ).

cnf(s1014,plain,
    ( ~ spl0_484
    | ~ spl0_485
    | ~ spl0_2224 ),
    inference(sat_conversion,[],[f12997]) ).

cnf(s1016,plain,
    ( ~ spl0_486
    | ~ spl0_487
    | ~ spl0_2222 ),
    inference(sat_conversion,[],[f13003]) ).

cnf(s1018,plain,
    ( ~ spl0_488
    | ~ spl0_489
    | ~ spl0_2220 ),
    inference(sat_conversion,[],[f13009]) ).

cnf(s1020,plain,
    ( ~ spl0_490
    | ~ spl0_491
    | ~ spl0_2218 ),
    inference(sat_conversion,[],[f13015]) ).

cnf(s1022,plain,
    ( ~ spl0_492
    | ~ spl0_493
    | ~ spl0_2216 ),
    inference(sat_conversion,[],[f13021]) ).

cnf(s1024,plain,
    ( ~ spl0_494
    | ~ spl0_495
    | ~ spl0_2214 ),
    inference(sat_conversion,[],[f13027]) ).

cnf(s1026,plain,
    ( ~ spl0_496
    | ~ spl0_497
    | ~ spl0_2212 ),
    inference(sat_conversion,[],[f13033]) ).

cnf(s1028,plain,
    ( ~ spl0_498
    | ~ spl0_499
    | ~ spl0_2210 ),
    inference(sat_conversion,[],[f13039]) ).

cnf(s1030,plain,
    ( ~ spl0_500
    | ~ spl0_501
    | ~ spl0_2208 ),
    inference(sat_conversion,[],[f13045]) ).

cnf(s1032,plain,
    ( ~ spl0_502
    | ~ spl0_503
    | ~ spl0_2206 ),
    inference(sat_conversion,[],[f13051]) ).

cnf(s1034,plain,
    ( ~ spl0_504
    | ~ spl0_505
    | ~ spl0_2204 ),
    inference(sat_conversion,[],[f13057]) ).

cnf(s1036,plain,
    ( ~ spl0_506
    | ~ spl0_507
    | ~ spl0_2202 ),
    inference(sat_conversion,[],[f13063]) ).

cnf(s1038,plain,
    ( ~ spl0_508
    | ~ spl0_509
    | ~ spl0_2200 ),
    inference(sat_conversion,[],[f13069]) ).

cnf(s1040,plain,
    ( ~ spl0_510
    | ~ spl0_511
    | ~ spl0_2198 ),
    inference(sat_conversion,[],[f13075]) ).

cnf(s1042,plain,
    ( ~ spl0_512
    | ~ spl0_513
    | ~ spl0_2196 ),
    inference(sat_conversion,[],[f13081]) ).

cnf(s1043,plain,
    ( ~ spl0_514
    | ~ spl0_515
    | ~ spl0_2194 ),
    inference(sat_conversion,[],[f13085]) ).

cnf(s1044,plain,
    ( ~ spl0_514
    | ~ spl0_515
    | ~ spl0_2195 ),
    inference(sat_conversion,[],[f13091]) ).

cnf(s1046,plain,
    ( ~ spl0_512
    | ~ spl0_513
    | ~ spl0_2268 ),
    inference(sat_conversion,[],[f13097]) ).

cnf(s1048,plain,
    ( ~ spl0_2197
    | spl0_2268 ),
    inference(sat_conversion,[],[f13104]) ).

cnf(s1050,plain,
    ( ~ spl0_510
    | ~ spl0_511
    | ~ spl0_2269 ),
    inference(sat_conversion,[],[f13110]) ).

cnf(s1052,plain,
    ( ~ spl0_2199
    | spl0_2269 ),
    inference(sat_conversion,[],[f13115]) ).

cnf(s1054,plain,
    ( ~ spl0_508
    | ~ spl0_509
    | ~ spl0_2270 ),
    inference(sat_conversion,[],[f13121]) ).

cnf(s1056,plain,
    ( ~ spl0_2201
    | spl0_2270 ),
    inference(sat_conversion,[],[f13126]) ).

cnf(s1058,plain,
    ( ~ spl0_506
    | ~ spl0_507
    | ~ spl0_2271 ),
    inference(sat_conversion,[],[f13132]) ).

cnf(s1060,plain,
    ( ~ spl0_2203
    | spl0_2271 ),
    inference(sat_conversion,[],[f13137]) ).

cnf(s1062,plain,
    ( ~ spl0_504
    | ~ spl0_505
    | ~ spl0_2272 ),
    inference(sat_conversion,[],[f13143]) ).

cnf(s1064,plain,
    ( ~ spl0_2205
    | spl0_2272 ),
    inference(sat_conversion,[],[f13148]) ).

cnf(s1066,plain,
    ( ~ spl0_502
    | ~ spl0_503
    | ~ spl0_2273 ),
    inference(sat_conversion,[],[f13154]) ).

cnf(s1068,plain,
    ( ~ spl0_2207
    | spl0_2273 ),
    inference(sat_conversion,[],[f13159]) ).

cnf(s1070,plain,
    ( ~ spl0_500
    | ~ spl0_501
    | ~ spl0_2274 ),
    inference(sat_conversion,[],[f13165]) ).

cnf(s1072,plain,
    ( ~ spl0_2209
    | spl0_2274 ),
    inference(sat_conversion,[],[f13170]) ).

cnf(s1074,plain,
    ( ~ spl0_498
    | ~ spl0_499
    | ~ spl0_2275 ),
    inference(sat_conversion,[],[f13176]) ).

cnf(s1076,plain,
    ( ~ spl0_2211
    | spl0_2275 ),
    inference(sat_conversion,[],[f13181]) ).

cnf(s1078,plain,
    ( ~ spl0_496
    | ~ spl0_497
    | ~ spl0_2276 ),
    inference(sat_conversion,[],[f13187]) ).

cnf(s1080,plain,
    ( ~ spl0_2213
    | spl0_2276 ),
    inference(sat_conversion,[],[f13192]) ).

cnf(s1082,plain,
    ( ~ spl0_494
    | ~ spl0_495
    | ~ spl0_2277 ),
    inference(sat_conversion,[],[f13198]) ).

cnf(s1084,plain,
    ( ~ spl0_2215
    | spl0_2277 ),
    inference(sat_conversion,[],[f13203]) ).

cnf(s1086,plain,
    ( ~ spl0_492
    | ~ spl0_493
    | ~ spl0_2278 ),
    inference(sat_conversion,[],[f13209]) ).

cnf(s1088,plain,
    ( ~ spl0_2217
    | spl0_2278 ),
    inference(sat_conversion,[],[f13214]) ).

cnf(s1090,plain,
    ( ~ spl0_490
    | ~ spl0_491
    | ~ spl0_2279 ),
    inference(sat_conversion,[],[f13220]) ).

cnf(s1092,plain,
    ( ~ spl0_2219
    | spl0_2279 ),
    inference(sat_conversion,[],[f13225]) ).

cnf(s1094,plain,
    ( ~ spl0_488
    | ~ spl0_489
    | ~ spl0_2280 ),
    inference(sat_conversion,[],[f13231]) ).

cnf(s1096,plain,
    ( ~ spl0_2221
    | spl0_2280 ),
    inference(sat_conversion,[],[f13236]) ).

cnf(s1098,plain,
    ( ~ spl0_486
    | ~ spl0_487
    | ~ spl0_2281 ),
    inference(sat_conversion,[],[f13242]) ).

cnf(s1100,plain,
    ( ~ spl0_2223
    | spl0_2281 ),
    inference(sat_conversion,[],[f13247]) ).

cnf(s1102,plain,
    ( ~ spl0_484
    | ~ spl0_485
    | ~ spl0_2282 ),
    inference(sat_conversion,[],[f13253]) ).

cnf(s1104,plain,
    ( ~ spl0_2225
    | spl0_2282 ),
    inference(sat_conversion,[],[f13258]) ).

cnf(s1106,plain,
    ( ~ spl0_482
    | ~ spl0_483
    | ~ spl0_2283 ),
    inference(sat_conversion,[],[f13264]) ).

cnf(s1108,plain,
    ( ~ spl0_2227
    | spl0_2283 ),
    inference(sat_conversion,[],[f13269]) ).

cnf(s1110,plain,
    ( ~ spl0_480
    | ~ spl0_481
    | ~ spl0_2284 ),
    inference(sat_conversion,[],[f13275]) ).

cnf(s1113,plain,
    ( ~ spl0_2229
    | spl0_2284 ),
    inference(sat_conversion,[],[f13301]) ).

cnf(s1148,plain,
    ( ~ spl0_516
    | ~ spl0_517
    | ~ spl0_2192 ),
    inference(sat_conversion,[],[f13341]) ).

cnf(s1150,plain,
    ( ~ spl0_518
    | ~ spl0_519
    | ~ spl0_2190 ),
    inference(sat_conversion,[],[f13347]) ).

cnf(s1152,plain,
    ( ~ spl0_520
    | ~ spl0_521
    | ~ spl0_2188 ),
    inference(sat_conversion,[],[f13353]) ).

cnf(s1154,plain,
    ( ~ spl0_522
    | ~ spl0_523
    | ~ spl0_2186 ),
    inference(sat_conversion,[],[f13359]) ).

cnf(s1156,plain,
    ( ~ spl0_524
    | ~ spl0_525
    | ~ spl0_2184 ),
    inference(sat_conversion,[],[f13365]) ).

cnf(s1158,plain,
    ( ~ spl0_526
    | ~ spl0_527
    | ~ spl0_2182 ),
    inference(sat_conversion,[],[f13371]) ).

cnf(s1160,plain,
    ( ~ spl0_528
    | ~ spl0_529
    | ~ spl0_2180 ),
    inference(sat_conversion,[],[f13377]) ).

cnf(s1162,plain,
    ( ~ spl0_530
    | ~ spl0_531
    | ~ spl0_2178 ),
    inference(sat_conversion,[],[f13383]) ).

cnf(s1164,plain,
    ( ~ spl0_532
    | ~ spl0_533
    | ~ spl0_2176 ),
    inference(sat_conversion,[],[f13389]) ).

cnf(s1166,plain,
    ( ~ spl0_534
    | ~ spl0_535
    | ~ spl0_2174 ),
    inference(sat_conversion,[],[f13395]) ).

cnf(s1168,plain,
    ( ~ spl0_536
    | ~ spl0_537
    | ~ spl0_2172 ),
    inference(sat_conversion,[],[f13401]) ).

cnf(s1170,plain,
    ( ~ spl0_538
    | ~ spl0_539
    | ~ spl0_2170 ),
    inference(sat_conversion,[],[f13407]) ).

cnf(s1172,plain,
    ( ~ spl0_540
    | ~ spl0_541
    | ~ spl0_2168 ),
    inference(sat_conversion,[],[f13413]) ).

cnf(s1174,plain,
    ( ~ spl0_542
    | ~ spl0_543
    | ~ spl0_2166 ),
    inference(sat_conversion,[],[f13419]) ).

cnf(s1176,plain,
    ( ~ spl0_544
    | ~ spl0_545
    | ~ spl0_2164 ),
    inference(sat_conversion,[],[f13425]) ).

cnf(s1178,plain,
    ( ~ spl0_546
    | ~ spl0_547
    | ~ spl0_2162 ),
    inference(sat_conversion,[],[f13431]) ).

cnf(s1179,plain,
    ( ~ spl0_548
    | ~ spl0_549
    | ~ spl0_2160 ),
    inference(sat_conversion,[],[f13435]) ).

cnf(s1180,plain,
    ( ~ spl0_548
    | ~ spl0_549
    | ~ spl0_2161 ),
    inference(sat_conversion,[],[f13439]) ).

cnf(s1182,plain,
    ( ~ spl0_546
    | ~ spl0_547
    | ~ spl0_2286 ),
    inference(sat_conversion,[],[f13445]) ).

cnf(s1184,plain,
    ( ~ spl0_2163
    | spl0_2286 ),
    inference(sat_conversion,[],[f13452]) ).

cnf(s1186,plain,
    ( ~ spl0_544
    | ~ spl0_545
    | ~ spl0_2287 ),
    inference(sat_conversion,[],[f13458]) ).

cnf(s1188,plain,
    ( ~ spl0_2165
    | spl0_2287 ),
    inference(sat_conversion,[],[f13463]) ).

cnf(s1190,plain,
    ( ~ spl0_542
    | ~ spl0_543
    | ~ spl0_2288 ),
    inference(sat_conversion,[],[f13469]) ).

cnf(s1192,plain,
    ( ~ spl0_2167
    | spl0_2288 ),
    inference(sat_conversion,[],[f13474]) ).

cnf(s1194,plain,
    ( ~ spl0_540
    | ~ spl0_541
    | ~ spl0_2289 ),
    inference(sat_conversion,[],[f13480]) ).

cnf(s1196,plain,
    ( ~ spl0_2169
    | spl0_2289 ),
    inference(sat_conversion,[],[f13485]) ).

cnf(s1198,plain,
    ( ~ spl0_538
    | ~ spl0_539
    | ~ spl0_2290 ),
    inference(sat_conversion,[],[f13491]) ).

cnf(s1200,plain,
    ( ~ spl0_2171
    | spl0_2290 ),
    inference(sat_conversion,[],[f13496]) ).

cnf(s1202,plain,
    ( ~ spl0_536
    | ~ spl0_537
    | ~ spl0_2291 ),
    inference(sat_conversion,[],[f13502]) ).

cnf(s1204,plain,
    ( ~ spl0_2173
    | spl0_2291 ),
    inference(sat_conversion,[],[f13507]) ).

cnf(s1206,plain,
    ( ~ spl0_534
    | ~ spl0_535
    | ~ spl0_2292 ),
    inference(sat_conversion,[],[f13513]) ).

cnf(s1208,plain,
    ( ~ spl0_2175
    | spl0_2292 ),
    inference(sat_conversion,[],[f13518]) ).

cnf(s1210,plain,
    ( ~ spl0_532
    | ~ spl0_533
    | ~ spl0_2293 ),
    inference(sat_conversion,[],[f13524]) ).

cnf(s1212,plain,
    ( ~ spl0_2177
    | spl0_2293 ),
    inference(sat_conversion,[],[f13529]) ).

cnf(s1214,plain,
    ( ~ spl0_530
    | ~ spl0_531
    | ~ spl0_2294 ),
    inference(sat_conversion,[],[f13535]) ).

cnf(s1216,plain,
    ( ~ spl0_2179
    | spl0_2294 ),
    inference(sat_conversion,[],[f13540]) ).

cnf(s1218,plain,
    ( ~ spl0_528
    | ~ spl0_529
    | ~ spl0_2295 ),
    inference(sat_conversion,[],[f13546]) ).

cnf(s1220,plain,
    ( ~ spl0_2181
    | spl0_2295 ),
    inference(sat_conversion,[],[f13551]) ).

cnf(s1222,plain,
    ( ~ spl0_526
    | ~ spl0_527
    | ~ spl0_2296 ),
    inference(sat_conversion,[],[f13557]) ).

cnf(s1224,plain,
    ( ~ spl0_2183
    | spl0_2296 ),
    inference(sat_conversion,[],[f13562]) ).

cnf(s1226,plain,
    ( ~ spl0_524
    | ~ spl0_525
    | ~ spl0_2297 ),
    inference(sat_conversion,[],[f13568]) ).

cnf(s1228,plain,
    ( ~ spl0_2185
    | spl0_2297 ),
    inference(sat_conversion,[],[f13573]) ).

cnf(s1230,plain,
    ( ~ spl0_522
    | ~ spl0_523
    | ~ spl0_2298 ),
    inference(sat_conversion,[],[f13579]) ).

cnf(s1232,plain,
    ( ~ spl0_2187
    | spl0_2298 ),
    inference(sat_conversion,[],[f13584]) ).

cnf(s1234,plain,
    ( ~ spl0_520
    | ~ spl0_521
    | ~ spl0_2299 ),
    inference(sat_conversion,[],[f13590]) ).

cnf(s1236,plain,
    ( ~ spl0_2189
    | spl0_2299 ),
    inference(sat_conversion,[],[f13595]) ).

cnf(s1238,plain,
    ( ~ spl0_518
    | ~ spl0_519
    | ~ spl0_2300 ),
    inference(sat_conversion,[],[f13601]) ).

cnf(s1240,plain,
    ( ~ spl0_2191
    | spl0_2300 ),
    inference(sat_conversion,[],[f13606]) ).

cnf(s1242,plain,
    ( ~ spl0_516
    | ~ spl0_517
    | ~ spl0_2301 ),
    inference(sat_conversion,[],[f13612]) ).

cnf(s1245,plain,
    ( ~ spl0_2193
    | spl0_2301 ),
    inference(sat_conversion,[],[f13637]) ).

cnf(s1278,plain,
    ( ~ spl0_550
    | ~ spl0_551
    | ~ spl0_2158 ),
    inference(sat_conversion,[],[f13675]) ).

cnf(s1280,plain,
    ( ~ spl0_552
    | ~ spl0_553
    | ~ spl0_2156 ),
    inference(sat_conversion,[],[f13681]) ).

cnf(s1282,plain,
    ( ~ spl0_554
    | ~ spl0_555
    | ~ spl0_2154 ),
    inference(sat_conversion,[],[f13687]) ).

cnf(s1284,plain,
    ( ~ spl0_556
    | ~ spl0_557
    | ~ spl0_2152 ),
    inference(sat_conversion,[],[f13693]) ).

cnf(s1286,plain,
    ( ~ spl0_558
    | ~ spl0_559
    | ~ spl0_2150 ),
    inference(sat_conversion,[],[f13699]) ).

cnf(s1288,plain,
    ( ~ spl0_560
    | ~ spl0_561
    | ~ spl0_2148 ),
    inference(sat_conversion,[],[f13705]) ).

cnf(s1290,plain,
    ( ~ spl0_562
    | ~ spl0_563
    | ~ spl0_2146 ),
    inference(sat_conversion,[],[f13711]) ).

cnf(s1292,plain,
    ( ~ spl0_564
    | ~ spl0_565
    | ~ spl0_2144 ),
    inference(sat_conversion,[],[f13717]) ).

cnf(s1294,plain,
    ( ~ spl0_566
    | ~ spl0_567
    | ~ spl0_2142 ),
    inference(sat_conversion,[],[f13723]) ).

cnf(s1296,plain,
    ( ~ spl0_568
    | ~ spl0_569
    | ~ spl0_2140 ),
    inference(sat_conversion,[],[f13729]) ).

cnf(s1298,plain,
    ( ~ spl0_570
    | ~ spl0_571
    | ~ spl0_2138 ),
    inference(sat_conversion,[],[f13735]) ).

cnf(s1300,plain,
    ( ~ spl0_572
    | ~ spl0_573
    | ~ spl0_2136 ),
    inference(sat_conversion,[],[f13741]) ).

cnf(s1302,plain,
    ( ~ spl0_574
    | ~ spl0_575
    | ~ spl0_2134 ),
    inference(sat_conversion,[],[f13747]) ).

cnf(s1304,plain,
    ( ~ spl0_576
    | ~ spl0_577
    | ~ spl0_2132 ),
    inference(sat_conversion,[],[f13753]) ).

cnf(s1305,plain,
    ( ~ spl0_578
    | ~ spl0_579
    | ~ spl0_2130 ),
    inference(sat_conversion,[],[f13757]) ).

cnf(s1306,plain,
    ( ~ spl0_578
    | ~ spl0_579
    | ~ spl0_2131 ),
    inference(sat_conversion,[],[f13761]) ).

cnf(s1308,plain,
    ( ~ spl0_576
    | ~ spl0_577
    | ~ spl0_2303 ),
    inference(sat_conversion,[],[f13767]) ).

cnf(s1310,plain,
    ( ~ spl0_2133
    | spl0_2303 ),
    inference(sat_conversion,[],[f13774]) ).

cnf(s1312,plain,
    ( ~ spl0_574
    | ~ spl0_575
    | ~ spl0_2304 ),
    inference(sat_conversion,[],[f13780]) ).

cnf(s1314,plain,
    ( ~ spl0_2135
    | spl0_2304 ),
    inference(sat_conversion,[],[f13785]) ).

cnf(s1316,plain,
    ( ~ spl0_572
    | ~ spl0_573
    | ~ spl0_2305 ),
    inference(sat_conversion,[],[f13791]) ).

cnf(s1318,plain,
    ( ~ spl0_2137
    | spl0_2305 ),
    inference(sat_conversion,[],[f13796]) ).

cnf(s1320,plain,
    ( ~ spl0_570
    | ~ spl0_571
    | ~ spl0_2306 ),
    inference(sat_conversion,[],[f13802]) ).

cnf(s1322,plain,
    ( ~ spl0_2139
    | spl0_2306 ),
    inference(sat_conversion,[],[f13807]) ).

cnf(s1324,plain,
    ( ~ spl0_568
    | ~ spl0_569
    | ~ spl0_2307 ),
    inference(sat_conversion,[],[f13813]) ).

cnf(s1326,plain,
    ( ~ spl0_2141
    | spl0_2307 ),
    inference(sat_conversion,[],[f13818]) ).

cnf(s1328,plain,
    ( ~ spl0_566
    | ~ spl0_567
    | ~ spl0_2308 ),
    inference(sat_conversion,[],[f13824]) ).

cnf(s1330,plain,
    ( ~ spl0_2143
    | spl0_2308 ),
    inference(sat_conversion,[],[f13829]) ).

cnf(s1332,plain,
    ( ~ spl0_564
    | ~ spl0_565
    | ~ spl0_2309 ),
    inference(sat_conversion,[],[f13835]) ).

cnf(s1334,plain,
    ( ~ spl0_2145
    | spl0_2309 ),
    inference(sat_conversion,[],[f13840]) ).

cnf(s1336,plain,
    ( ~ spl0_562
    | ~ spl0_563
    | ~ spl0_2310 ),
    inference(sat_conversion,[],[f13846]) ).

cnf(s1338,plain,
    ( ~ spl0_2147
    | spl0_2310 ),
    inference(sat_conversion,[],[f13851]) ).

cnf(s1340,plain,
    ( ~ spl0_560
    | ~ spl0_561
    | ~ spl0_2311 ),
    inference(sat_conversion,[],[f13857]) ).

cnf(s1342,plain,
    ( ~ spl0_2149
    | spl0_2311 ),
    inference(sat_conversion,[],[f13862]) ).

cnf(s1344,plain,
    ( ~ spl0_558
    | ~ spl0_559
    | ~ spl0_2312 ),
    inference(sat_conversion,[],[f13868]) ).

cnf(s1346,plain,
    ( ~ spl0_2151
    | spl0_2312 ),
    inference(sat_conversion,[],[f13873]) ).

cnf(s1348,plain,
    ( ~ spl0_556
    | ~ spl0_557
    | ~ spl0_2313 ),
    inference(sat_conversion,[],[f13879]) ).

cnf(s1350,plain,
    ( ~ spl0_2153
    | spl0_2313 ),
    inference(sat_conversion,[],[f13884]) ).

cnf(s1352,plain,
    ( ~ spl0_554
    | ~ spl0_555
    | ~ spl0_2314 ),
    inference(sat_conversion,[],[f13890]) ).

cnf(s1354,plain,
    ( ~ spl0_2155
    | spl0_2314 ),
    inference(sat_conversion,[],[f13895]) ).

cnf(s1356,plain,
    ( ~ spl0_552
    | ~ spl0_553
    | ~ spl0_2315 ),
    inference(sat_conversion,[],[f13901]) ).

cnf(s1358,plain,
    ( ~ spl0_2157
    | spl0_2315 ),
    inference(sat_conversion,[],[f13906]) ).

cnf(s1360,plain,
    ( ~ spl0_550
    | ~ spl0_551
    | ~ spl0_2316 ),
    inference(sat_conversion,[],[f13912]) ).

cnf(s1361,plain,
    ( ~ spl0_2159
    | spl0_2316 ),
    inference(sat_conversion,[],[f13916]) ).

cnf(s1378,plain,
    ( ~ spl0_2158
    | spl0_2316 ),
    inference(sat_conversion,[],[f13937]) ).

cnf(s1394,plain,
    ( ~ spl0_580
    | ~ spl0_581
    | ~ spl0_2128 ),
    inference(sat_conversion,[],[f13971]) ).

cnf(s1396,plain,
    ( ~ spl0_582
    | ~ spl0_583
    | ~ spl0_2126 ),
    inference(sat_conversion,[],[f13977]) ).

cnf(s1398,plain,
    ( ~ spl0_584
    | ~ spl0_585
    | ~ spl0_2124 ),
    inference(sat_conversion,[],[f13983]) ).

cnf(s1400,plain,
    ( ~ spl0_586
    | ~ spl0_587
    | ~ spl0_2122 ),
    inference(sat_conversion,[],[f13989]) ).

cnf(s1402,plain,
    ( ~ spl0_588
    | ~ spl0_589
    | ~ spl0_2120 ),
    inference(sat_conversion,[],[f13995]) ).

cnf(s1404,plain,
    ( ~ spl0_590
    | ~ spl0_591
    | ~ spl0_2118 ),
    inference(sat_conversion,[],[f14001]) ).

cnf(s1406,plain,
    ( ~ spl0_592
    | ~ spl0_593
    | ~ spl0_2116 ),
    inference(sat_conversion,[],[f14007]) ).

cnf(s1408,plain,
    ( ~ spl0_594
    | ~ spl0_595
    | ~ spl0_2114 ),
    inference(sat_conversion,[],[f14013]) ).

cnf(s1410,plain,
    ( ~ spl0_596
    | ~ spl0_597
    | ~ spl0_2112 ),
    inference(sat_conversion,[],[f14019]) ).

cnf(s1412,plain,
    ( ~ spl0_598
    | ~ spl0_599
    | ~ spl0_2110 ),
    inference(sat_conversion,[],[f14025]) ).

cnf(s1414,plain,
    ( ~ spl0_600
    | ~ spl0_601
    | ~ spl0_2108 ),
    inference(sat_conversion,[],[f14031]) ).

cnf(s1416,plain,
    ( ~ spl0_602
    | ~ spl0_603
    | ~ spl0_2106 ),
    inference(sat_conversion,[],[f14037]) ).

cnf(s1418,plain,
    ( ~ spl0_604
    | ~ spl0_605
    | ~ spl0_2104 ),
    inference(sat_conversion,[],[f14043]) ).

cnf(s1420,plain,
    ( ~ spl0_606
    | ~ spl0_607
    | ~ spl0_2102 ),
    inference(sat_conversion,[],[f14049]) ).

cnf(s1421,plain,
    ( ~ spl0_608
    | ~ spl0_609
    | ~ spl0_2100 ),
    inference(sat_conversion,[],[f14053]) ).

cnf(s1422,plain,
    ( ~ spl0_608
    | ~ spl0_609
    | ~ spl0_2101 ),
    inference(sat_conversion,[],[f14057]) ).

cnf(s1424,plain,
    ( ~ spl0_606
    | ~ spl0_607
    | ~ spl0_2318 ),
    inference(sat_conversion,[],[f14063]) ).

cnf(s1426,plain,
    ( ~ spl0_2103
    | spl0_2318 ),
    inference(sat_conversion,[],[f14070]) ).

cnf(s1428,plain,
    ( ~ spl0_604
    | ~ spl0_605
    | ~ spl0_2319 ),
    inference(sat_conversion,[],[f14076]) ).

cnf(s1430,plain,
    ( ~ spl0_2105
    | spl0_2319 ),
    inference(sat_conversion,[],[f14081]) ).

cnf(s1432,plain,
    ( ~ spl0_602
    | ~ spl0_603
    | ~ spl0_2320 ),
    inference(sat_conversion,[],[f14087]) ).

cnf(s1434,plain,
    ( ~ spl0_2107
    | spl0_2320 ),
    inference(sat_conversion,[],[f14092]) ).

cnf(s1436,plain,
    ( ~ spl0_600
    | ~ spl0_601
    | ~ spl0_2321 ),
    inference(sat_conversion,[],[f14098]) ).

cnf(s1438,plain,
    ( ~ spl0_2109
    | spl0_2321 ),
    inference(sat_conversion,[],[f14103]) ).

cnf(s1440,plain,
    ( ~ spl0_598
    | ~ spl0_599
    | ~ spl0_2322 ),
    inference(sat_conversion,[],[f14109]) ).

cnf(s1442,plain,
    ( ~ spl0_2111
    | spl0_2322 ),
    inference(sat_conversion,[],[f14114]) ).

cnf(s1444,plain,
    ( ~ spl0_596
    | ~ spl0_597
    | ~ spl0_2323 ),
    inference(sat_conversion,[],[f14120]) ).

cnf(s1446,plain,
    ( ~ spl0_2113
    | spl0_2323 ),
    inference(sat_conversion,[],[f14125]) ).

cnf(s1448,plain,
    ( ~ spl0_594
    | ~ spl0_595
    | ~ spl0_2324 ),
    inference(sat_conversion,[],[f14131]) ).

cnf(s1450,plain,
    ( ~ spl0_2115
    | spl0_2324 ),
    inference(sat_conversion,[],[f14136]) ).

cnf(s1452,plain,
    ( ~ spl0_592
    | ~ spl0_593
    | ~ spl0_2325 ),
    inference(sat_conversion,[],[f14142]) ).

cnf(s1454,plain,
    ( ~ spl0_2117
    | spl0_2325 ),
    inference(sat_conversion,[],[f14147]) ).

cnf(s1456,plain,
    ( ~ spl0_590
    | ~ spl0_591
    | ~ spl0_2326 ),
    inference(sat_conversion,[],[f14153]) ).

cnf(s1458,plain,
    ( ~ spl0_2119
    | spl0_2326 ),
    inference(sat_conversion,[],[f14158]) ).

cnf(s1460,plain,
    ( ~ spl0_588
    | ~ spl0_589
    | ~ spl0_2327 ),
    inference(sat_conversion,[],[f14164]) ).

cnf(s1462,plain,
    ( ~ spl0_2121
    | spl0_2327 ),
    inference(sat_conversion,[],[f14169]) ).

cnf(s1464,plain,
    ( ~ spl0_586
    | ~ spl0_587
    | ~ spl0_2328 ),
    inference(sat_conversion,[],[f14175]) ).

cnf(s1466,plain,
    ( ~ spl0_2123
    | spl0_2328 ),
    inference(sat_conversion,[],[f14180]) ).

cnf(s1468,plain,
    ( ~ spl0_584
    | ~ spl0_585
    | ~ spl0_2329 ),
    inference(sat_conversion,[],[f14186]) ).

cnf(s1470,plain,
    ( ~ spl0_2125
    | spl0_2329 ),
    inference(sat_conversion,[],[f14191]) ).

cnf(s1472,plain,
    ( ~ spl0_582
    | ~ spl0_583
    | ~ spl0_2330 ),
    inference(sat_conversion,[],[f14197]) ).

cnf(s1474,plain,
    ( ~ spl0_2127
    | spl0_2330 ),
    inference(sat_conversion,[],[f14202]) ).

cnf(s1476,plain,
    ( ~ spl0_580
    | ~ spl0_581
    | ~ spl0_2331 ),
    inference(sat_conversion,[],[f14208]) ).

cnf(s1477,plain,
    ( ~ spl0_2129
    | spl0_2331 ),
    inference(sat_conversion,[],[f14212]) ).

cnf(s1494,plain,
    ( ~ spl0_2128
    | spl0_2331 ),
    inference(sat_conversion,[],[f14233]) ).

cnf(s1510,plain,
    ( ~ spl0_610
    | ~ spl0_611
    | ~ spl0_2098 ),
    inference(sat_conversion,[],[f14267]) ).

cnf(s1512,plain,
    ( ~ spl0_612
    | ~ spl0_613
    | ~ spl0_2096 ),
    inference(sat_conversion,[],[f14273]) ).

cnf(s1514,plain,
    ( ~ spl0_614
    | ~ spl0_615
    | ~ spl0_2094 ),
    inference(sat_conversion,[],[f14279]) ).

cnf(s1516,plain,
    ( ~ spl0_616
    | ~ spl0_617
    | ~ spl0_2092 ),
    inference(sat_conversion,[],[f14285]) ).

cnf(s1518,plain,
    ( ~ spl0_618
    | ~ spl0_619
    | ~ spl0_2090 ),
    inference(sat_conversion,[],[f14291]) ).

cnf(s1520,plain,
    ( ~ spl0_620
    | ~ spl0_621
    | ~ spl0_2088 ),
    inference(sat_conversion,[],[f14297]) ).

cnf(s1522,plain,
    ( ~ spl0_622
    | ~ spl0_623
    | ~ spl0_2086 ),
    inference(sat_conversion,[],[f14303]) ).

cnf(s1524,plain,
    ( ~ spl0_624
    | ~ spl0_625
    | ~ spl0_2084 ),
    inference(sat_conversion,[],[f14309]) ).

cnf(s1526,plain,
    ( ~ spl0_626
    | ~ spl0_627
    | ~ spl0_2082 ),
    inference(sat_conversion,[],[f14315]) ).

cnf(s1528,plain,
    ( ~ spl0_628
    | ~ spl0_629
    | ~ spl0_2080 ),
    inference(sat_conversion,[],[f14321]) ).

cnf(s1530,plain,
    ( ~ spl0_630
    | ~ spl0_631
    | ~ spl0_2078 ),
    inference(sat_conversion,[],[f14327]) ).

cnf(s1532,plain,
    ( ~ spl0_632
    | ~ spl0_633
    | ~ spl0_2076 ),
    inference(sat_conversion,[],[f14333]) ).

cnf(s1534,plain,
    ( ~ spl0_634
    | ~ spl0_635
    | ~ spl0_2074 ),
    inference(sat_conversion,[],[f14339]) ).

cnf(s1536,plain,
    ( ~ spl0_636
    | ~ spl0_637
    | ~ spl0_2072 ),
    inference(sat_conversion,[],[f14345]) ).

cnf(s1538,plain,
    ( ~ spl0_638
    | ~ spl0_639
    | ~ spl0_2070 ),
    inference(sat_conversion,[],[f14351]) ).

cnf(s1539,plain,
    ( ~ spl0_640
    | ~ spl0_641
    | ~ spl0_2068 ),
    inference(sat_conversion,[],[f14355]) ).

cnf(s1540,plain,
    ( ~ spl0_640
    | ~ spl0_641
    | ~ spl0_2069 ),
    inference(sat_conversion,[],[f14359]) ).

cnf(s1542,plain,
    ( ~ spl0_638
    | ~ spl0_639
    | ~ spl0_2333 ),
    inference(sat_conversion,[],[f14365]) ).

cnf(s1544,plain,
    ( ~ spl0_2071
    | spl0_2333 ),
    inference(sat_conversion,[],[f14372]) ).

cnf(s1546,plain,
    ( ~ spl0_636
    | ~ spl0_637
    | ~ spl0_2334 ),
    inference(sat_conversion,[],[f14378]) ).

cnf(s1548,plain,
    ( ~ spl0_2073
    | spl0_2334 ),
    inference(sat_conversion,[],[f14383]) ).

cnf(s1550,plain,
    ( ~ spl0_634
    | ~ spl0_635
    | ~ spl0_2335 ),
    inference(sat_conversion,[],[f14389]) ).

cnf(s1552,plain,
    ( ~ spl0_2075
    | spl0_2335 ),
    inference(sat_conversion,[],[f14394]) ).

cnf(s1554,plain,
    ( ~ spl0_632
    | ~ spl0_633
    | ~ spl0_2336 ),
    inference(sat_conversion,[],[f14400]) ).

cnf(s1556,plain,
    ( ~ spl0_2077
    | spl0_2336 ),
    inference(sat_conversion,[],[f14405]) ).

cnf(s1558,plain,
    ( ~ spl0_630
    | ~ spl0_631
    | ~ spl0_2337 ),
    inference(sat_conversion,[],[f14411]) ).

cnf(s1560,plain,
    ( ~ spl0_2079
    | spl0_2337 ),
    inference(sat_conversion,[],[f14416]) ).

cnf(s1562,plain,
    ( ~ spl0_628
    | ~ spl0_629
    | ~ spl0_2338 ),
    inference(sat_conversion,[],[f14422]) ).

cnf(s1564,plain,
    ( ~ spl0_2081
    | spl0_2338 ),
    inference(sat_conversion,[],[f14427]) ).

cnf(s1566,plain,
    ( ~ spl0_626
    | ~ spl0_627
    | ~ spl0_2339 ),
    inference(sat_conversion,[],[f14433]) ).

cnf(s1568,plain,
    ( ~ spl0_2083
    | spl0_2339 ),
    inference(sat_conversion,[],[f14438]) ).

cnf(s1570,plain,
    ( ~ spl0_624
    | ~ spl0_625
    | ~ spl0_2340 ),
    inference(sat_conversion,[],[f14444]) ).

cnf(s1572,plain,
    ( ~ spl0_2085
    | spl0_2340 ),
    inference(sat_conversion,[],[f14449]) ).

cnf(s1574,plain,
    ( ~ spl0_622
    | ~ spl0_623
    | ~ spl0_2341 ),
    inference(sat_conversion,[],[f14455]) ).

cnf(s1576,plain,
    ( ~ spl0_2087
    | spl0_2341 ),
    inference(sat_conversion,[],[f14460]) ).

cnf(s1578,plain,
    ( ~ spl0_620
    | ~ spl0_621
    | ~ spl0_2342 ),
    inference(sat_conversion,[],[f14466]) ).

cnf(s1580,plain,
    ( ~ spl0_2089
    | spl0_2342 ),
    inference(sat_conversion,[],[f14471]) ).

cnf(s1582,plain,
    ( ~ spl0_618
    | ~ spl0_619
    | ~ spl0_2343 ),
    inference(sat_conversion,[],[f14477]) ).

cnf(s1584,plain,
    ( ~ spl0_2091
    | spl0_2343 ),
    inference(sat_conversion,[],[f14482]) ).

cnf(s1586,plain,
    ( ~ spl0_616
    | ~ spl0_617
    | ~ spl0_2344 ),
    inference(sat_conversion,[],[f14488]) ).

cnf(s1588,plain,
    ( ~ spl0_2093
    | spl0_2344 ),
    inference(sat_conversion,[],[f14493]) ).

cnf(s1590,plain,
    ( ~ spl0_614
    | ~ spl0_615
    | ~ spl0_2345 ),
    inference(sat_conversion,[],[f14499]) ).

cnf(s1592,plain,
    ( ~ spl0_2095
    | spl0_2345 ),
    inference(sat_conversion,[],[f14504]) ).

cnf(s1594,plain,
    ( ~ spl0_612
    | ~ spl0_613
    | ~ spl0_2346 ),
    inference(sat_conversion,[],[f14510]) ).

cnf(s1596,plain,
    ( ~ spl0_2097
    | spl0_2346 ),
    inference(sat_conversion,[],[f14515]) ).

cnf(s1598,plain,
    ( ~ spl0_610
    | ~ spl0_611
    | ~ spl0_2347 ),
    inference(sat_conversion,[],[f14521]) ).

cnf(s1599,plain,
    ( ~ spl0_2099
    | spl0_2347 ),
    inference(sat_conversion,[],[f14525]) ).

cnf(s1617,plain,
    ( ~ spl0_2098
    | spl0_2347 ),
    inference(sat_conversion,[],[f14547]) ).

cnf(s1634,plain,
    ( ~ spl0_642
    | ~ spl0_643
    | ~ spl0_2066 ),
    inference(sat_conversion,[],[f14583]) ).

cnf(s1636,plain,
    ( ~ spl0_644
    | ~ spl0_645
    | ~ spl0_2064 ),
    inference(sat_conversion,[],[f14589]) ).

cnf(s1638,plain,
    ( ~ spl0_646
    | ~ spl0_647
    | ~ spl0_2062 ),
    inference(sat_conversion,[],[f14595]) ).

cnf(s1640,plain,
    ( ~ spl0_648
    | ~ spl0_649
    | ~ spl0_2060 ),
    inference(sat_conversion,[],[f14601]) ).

cnf(s1642,plain,
    ( ~ spl0_650
    | ~ spl0_651
    | ~ spl0_2058 ),
    inference(sat_conversion,[],[f14607]) ).

cnf(s1644,plain,
    ( ~ spl0_652
    | ~ spl0_653
    | ~ spl0_2056 ),
    inference(sat_conversion,[],[f14613]) ).

cnf(s1646,plain,
    ( ~ spl0_654
    | ~ spl0_655
    | ~ spl0_2054 ),
    inference(sat_conversion,[],[f14619]) ).

cnf(s1647,plain,
    ( ~ spl0_656
    | ~ spl0_657
    | ~ spl0_2052 ),
    inference(sat_conversion,[],[f14623]) ).

cnf(s1648,plain,
    ( ~ spl0_656
    | ~ spl0_657
    | ~ spl0_2053 ),
    inference(sat_conversion,[],[f14627]) ).

cnf(s1650,plain,
    ( ~ spl0_654
    | ~ spl0_655
    | ~ spl0_2349 ),
    inference(sat_conversion,[],[f14633]) ).

cnf(s1652,plain,
    ( ~ spl0_2055
    | spl0_2349 ),
    inference(sat_conversion,[],[f14640]) ).

cnf(s1654,plain,
    ( ~ spl0_652
    | ~ spl0_653
    | ~ spl0_2350 ),
    inference(sat_conversion,[],[f14646]) ).

cnf(s1656,plain,
    ( ~ spl0_2057
    | spl0_2350 ),
    inference(sat_conversion,[],[f14651]) ).

cnf(s1658,plain,
    ( ~ spl0_650
    | ~ spl0_651
    | ~ spl0_2351 ),
    inference(sat_conversion,[],[f14657]) ).

cnf(s1660,plain,
    ( ~ spl0_2059
    | spl0_2351 ),
    inference(sat_conversion,[],[f14662]) ).

cnf(s1662,plain,
    ( ~ spl0_648
    | ~ spl0_649
    | ~ spl0_2352 ),
    inference(sat_conversion,[],[f14668]) ).

cnf(s1664,plain,
    ( ~ spl0_2061
    | spl0_2352 ),
    inference(sat_conversion,[],[f14673]) ).

cnf(s1666,plain,
    ( ~ spl0_646
    | ~ spl0_647
    | ~ spl0_2353 ),
    inference(sat_conversion,[],[f14679]) ).

cnf(s1668,plain,
    ( ~ spl0_2063
    | spl0_2353 ),
    inference(sat_conversion,[],[f14684]) ).

cnf(s1670,plain,
    ( ~ spl0_644
    | ~ spl0_645
    | ~ spl0_2354 ),
    inference(sat_conversion,[],[f14690]) ).

cnf(s1672,plain,
    ( ~ spl0_2065
    | spl0_2354 ),
    inference(sat_conversion,[],[f14695]) ).

cnf(s1674,plain,
    ( ~ spl0_642
    | ~ spl0_643
    | ~ spl0_2355 ),
    inference(sat_conversion,[],[f14701]) ).

cnf(s1675,plain,
    ( ~ spl0_2067
    | spl0_2355 ),
    inference(sat_conversion,[],[f14705]) ).

cnf(s1685,plain,
    ( ~ spl0_2066
    | spl0_2355 ),
    inference(sat_conversion,[],[f14719]) ).

cnf(s1694,plain,
    ( ~ spl0_658
    | ~ spl0_659
    | ~ spl0_2050 ),
    inference(sat_conversion,[],[f14739]) ).

cnf(s1696,plain,
    ( ~ spl0_660
    | ~ spl0_661
    | ~ spl0_2048 ),
    inference(sat_conversion,[],[f14745]) ).

cnf(s1698,plain,
    ( ~ spl0_662
    | ~ spl0_663
    | ~ spl0_2046 ),
    inference(sat_conversion,[],[f14751]) ).

cnf(s1699,plain,
    ( ~ spl0_664
    | ~ spl0_665
    | ~ spl0_2044 ),
    inference(sat_conversion,[],[f14755]) ).

cnf(s1700,plain,
    ( ~ spl0_664
    | ~ spl0_665
    | ~ spl0_2045 ),
    inference(sat_conversion,[],[f14759]) ).

cnf(s1702,plain,
    ( ~ spl0_662
    | ~ spl0_663
    | ~ spl0_2357 ),
    inference(sat_conversion,[],[f14765]) ).

cnf(s1704,plain,
    ( ~ spl0_2047
    | spl0_2357 ),
    inference(sat_conversion,[],[f14772]) ).

cnf(s1706,plain,
    ( ~ spl0_660
    | ~ spl0_661
    | ~ spl0_2358 ),
    inference(sat_conversion,[],[f14778]) ).

cnf(s1708,plain,
    ( ~ spl0_2049
    | spl0_2358 ),
    inference(sat_conversion,[],[f14783]) ).

cnf(s1710,plain,
    ( ~ spl0_658
    | ~ spl0_659
    | ~ spl0_2359 ),
    inference(sat_conversion,[],[f14789]) ).

cnf(s1711,plain,
    ( ~ spl0_2051
    | spl0_2359 ),
    inference(sat_conversion,[],[f14793]) ).

cnf(s1717,plain,
    ( ~ spl0_2050
    | spl0_2359 ),
    inference(sat_conversion,[],[f14803]) ).

cnf(s1722,plain,
    ( ~ spl0_666
    | ~ spl0_667
    | ~ spl0_2042 ),
    inference(sat_conversion,[],[f14815]) ).

cnf(s1723,plain,
    ( ~ spl0_668
    | ~ spl0_669
    | ~ spl0_2040 ),
    inference(sat_conversion,[],[f14819]) ).

cnf(s1724,plain,
    ( ~ spl0_668
    | ~ spl0_669
    | ~ spl0_2041 ),
    inference(sat_conversion,[],[f14823]) ).

cnf(s1726,plain,
    ( ~ spl0_666
    | ~ spl0_667
    | ~ spl0_2361 ),
    inference(sat_conversion,[],[f14829]) ).

cnf(s1727,plain,
    ( ~ spl0_2043
    | spl0_2361 ),
    inference(sat_conversion,[],[f14835]) ).

cnf(s1731,plain,
    ( ~ spl0_2042
    | spl0_2361 ),
    inference(sat_conversion,[],[f14843]) ).

cnf(s1733,plain,
    ( ~ spl0_670
    | ~ spl0_671
    | ~ spl0_2038 ),
    inference(sat_conversion,[],[f14849]) ).

cnf(s1734,plain,
    ( ~ spl0_670
    | ~ spl0_671
    | ~ spl0_2039 ),
    inference(sat_conversion,[],[f14853]) ).

cnf(s1736,plain,
    ( ~ spl0_2039
    | spl0_2363 ),
    inference(sat_conversion,[],[f14859]) ).

cnf(s1737,plain,
    ( ~ spl0_672
    | ~ spl0_673
    | ~ spl0_2036 ),
    inference(sat_conversion,[],[f14863]) ).

cnf(s1738,plain,
    ( ~ spl0_672
    | ~ spl0_673
    | ~ spl0_2037 ),
    inference(sat_conversion,[],[f14867]) ).

cnf(s1740,plain,
    ( ~ spl0_2037
    | spl0_2364 ),
    inference(sat_conversion,[],[f14873]) ).

cnf(s1741,plain,
    ( ~ spl0_674
    | ~ spl0_675
    | ~ spl0_2034 ),
    inference(sat_conversion,[],[f14877]) ).

cnf(s1742,plain,
    ( ~ spl0_674
    | ~ spl0_675
    | ~ spl0_2035 ),
    inference(sat_conversion,[],[f14881]) ).

cnf(s1744,plain,
    ( ~ spl0_2035
    | spl0_2365 ),
    inference(sat_conversion,[],[f14887]) ).

cnf(s1745,plain,
    ( ~ spl0_676
    | ~ spl0_677
    | ~ spl0_2032 ),
    inference(sat_conversion,[],[f14891]) ).

cnf(s1746,plain,
    ( ~ spl0_676
    | ~ spl0_677
    | ~ spl0_2033 ),
    inference(sat_conversion,[],[f14895]) ).

cnf(s1748,plain,
    ( ~ spl0_2033
    | spl0_2366 ),
    inference(sat_conversion,[],[f14901]) ).

cnf(s1749,plain,
    ( ~ spl0_678
    | ~ spl0_679
    | ~ spl0_2030 ),
    inference(sat_conversion,[],[f14905]) ).

cnf(s1750,plain,
    ( ~ spl0_678
    | ~ spl0_679
    | ~ spl0_2031 ),
    inference(sat_conversion,[],[f14909]) ).

cnf(s1752,plain,
    ( ~ spl0_2031
    | spl0_2367 ),
    inference(sat_conversion,[],[f14915]) ).

cnf(s1754,plain,
    ( ~ spl0_680
    | ~ spl0_681
    | ~ spl0_2028 ),
    inference(sat_conversion,[],[f14921]) ).

cnf(s1756,plain,
    ( ~ spl0_682
    | ~ spl0_683
    | ~ spl0_2026 ),
    inference(sat_conversion,[],[f14927]) ).

cnf(s1758,plain,
    ( ~ spl0_684
    | ~ spl0_685
    | ~ spl0_2024 ),
    inference(sat_conversion,[],[f14933]) ).

cnf(s1760,plain,
    ( ~ spl0_686
    | ~ spl0_687
    | ~ spl0_2022 ),
    inference(sat_conversion,[],[f14939]) ).

cnf(s1762,plain,
    ( ~ spl0_688
    | ~ spl0_689
    | ~ spl0_2020 ),
    inference(sat_conversion,[],[f14945]) ).

cnf(s1764,plain,
    ( ~ spl0_690
    | ~ spl0_691
    | ~ spl0_2018 ),
    inference(sat_conversion,[],[f14951]) ).

cnf(s1766,plain,
    ( ~ spl0_692
    | ~ spl0_693
    | ~ spl0_2016 ),
    inference(sat_conversion,[],[f14957]) ).

cnf(s1768,plain,
    ( ~ spl0_694
    | ~ spl0_695
    | ~ spl0_2014 ),
    inference(sat_conversion,[],[f14963]) ).

cnf(s1770,plain,
    ( ~ spl0_696
    | ~ spl0_697
    | ~ spl0_2012 ),
    inference(sat_conversion,[],[f14969]) ).

cnf(s1772,plain,
    ( ~ spl0_698
    | ~ spl0_699
    | ~ spl0_2010 ),
    inference(sat_conversion,[],[f14975]) ).

cnf(s1774,plain,
    ( ~ spl0_700
    | ~ spl0_701
    | ~ spl0_2008 ),
    inference(sat_conversion,[],[f14981]) ).

cnf(s1776,plain,
    ( ~ spl0_702
    | ~ spl0_703
    | ~ spl0_2006 ),
    inference(sat_conversion,[],[f14987]) ).

cnf(s1777,plain,
    ( ~ spl0_704
    | ~ spl0_705
    | ~ spl0_2004 ),
    inference(sat_conversion,[],[f14991]) ).

cnf(s1778,plain,
    ( ~ spl0_704
    | ~ spl0_705
    | ~ spl0_2005 ),
    inference(sat_conversion,[],[f14995]) ).

cnf(s1780,plain,
    ( ~ spl0_702
    | ~ spl0_703
    | ~ spl0_2368 ),
    inference(sat_conversion,[],[f15001]) ).

cnf(s1782,plain,
    ( ~ spl0_2007
    | spl0_2368 ),
    inference(sat_conversion,[],[f15008]) ).

cnf(s1784,plain,
    ( ~ spl0_700
    | ~ spl0_701
    | ~ spl0_2369 ),
    inference(sat_conversion,[],[f15014]) ).

cnf(s1786,plain,
    ( ~ spl0_2009
    | spl0_2369 ),
    inference(sat_conversion,[],[f15019]) ).

cnf(s1788,plain,
    ( ~ spl0_698
    | ~ spl0_699
    | ~ spl0_2370 ),
    inference(sat_conversion,[],[f15025]) ).

cnf(s1790,plain,
    ( ~ spl0_2011
    | spl0_2370 ),
    inference(sat_conversion,[],[f15030]) ).

cnf(s1792,plain,
    ( ~ spl0_696
    | ~ spl0_697
    | ~ spl0_2371 ),
    inference(sat_conversion,[],[f15036]) ).

cnf(s1794,plain,
    ( ~ spl0_2013
    | spl0_2371 ),
    inference(sat_conversion,[],[f15041]) ).

cnf(s1796,plain,
    ( ~ spl0_694
    | ~ spl0_695
    | ~ spl0_2372 ),
    inference(sat_conversion,[],[f15047]) ).

cnf(s1798,plain,
    ( ~ spl0_2015
    | spl0_2372 ),
    inference(sat_conversion,[],[f15052]) ).

cnf(s1800,plain,
    ( ~ spl0_692
    | ~ spl0_693
    | ~ spl0_2373 ),
    inference(sat_conversion,[],[f15058]) ).

cnf(s1802,plain,
    ( ~ spl0_2017
    | spl0_2373 ),
    inference(sat_conversion,[],[f15063]) ).

cnf(s1804,plain,
    ( ~ spl0_690
    | ~ spl0_691
    | ~ spl0_2374 ),
    inference(sat_conversion,[],[f15069]) ).

cnf(s1806,plain,
    ( ~ spl0_2019
    | spl0_2374 ),
    inference(sat_conversion,[],[f15074]) ).

cnf(s1808,plain,
    ( ~ spl0_688
    | ~ spl0_689
    | ~ spl0_2375 ),
    inference(sat_conversion,[],[f15080]) ).

cnf(s1810,plain,
    ( ~ spl0_2021
    | spl0_2375 ),
    inference(sat_conversion,[],[f15085]) ).

cnf(s1812,plain,
    ( ~ spl0_686
    | ~ spl0_687
    | ~ spl0_2376 ),
    inference(sat_conversion,[],[f15091]) ).

cnf(s1814,plain,
    ( ~ spl0_2023
    | spl0_2376 ),
    inference(sat_conversion,[],[f15096]) ).

cnf(s1816,plain,
    ( ~ spl0_684
    | ~ spl0_685
    | ~ spl0_2377 ),
    inference(sat_conversion,[],[f15102]) ).

cnf(s1818,plain,
    ( ~ spl0_2025
    | spl0_2377 ),
    inference(sat_conversion,[],[f15107]) ).

cnf(s1820,plain,
    ( ~ spl0_682
    | ~ spl0_683
    | ~ spl0_2378 ),
    inference(sat_conversion,[],[f15113]) ).

cnf(s1822,plain,
    ( ~ spl0_2027
    | spl0_2378 ),
    inference(sat_conversion,[],[f15118]) ).

cnf(s1824,plain,
    ( ~ spl0_680
    | ~ spl0_681
    | ~ spl0_2379 ),
    inference(sat_conversion,[],[f15124]) ).

cnf(s1825,plain,
    ( ~ spl0_2029
    | spl0_2379 ),
    inference(sat_conversion,[],[f15128]) ).

cnf(s1840,plain,
    ( ~ spl0_2028
    | spl0_2379 ),
    inference(sat_conversion,[],[f15147]) ).

cnf(s1854,plain,
    ( ~ spl0_706
    | ~ spl0_707
    | ~ spl0_2002 ),
    inference(sat_conversion,[],[f15177]) ).

cnf(s1856,plain,
    ( ~ spl0_708
    | ~ spl0_709
    | ~ spl0_2000 ),
    inference(sat_conversion,[],[f15183]) ).

cnf(s1858,plain,
    ( ~ spl0_710
    | ~ spl0_711
    | ~ spl0_1998 ),
    inference(sat_conversion,[],[f15189]) ).

cnf(s1860,plain,
    ( ~ spl0_712
    | ~ spl0_713
    | ~ spl0_1996 ),
    inference(sat_conversion,[],[f15195]) ).

cnf(s1862,plain,
    ( ~ spl0_714
    | ~ spl0_715
    | ~ spl0_1994 ),
    inference(sat_conversion,[],[f15201]) ).

cnf(s1863,plain,
    ( ~ spl0_716
    | ~ spl0_717
    | ~ spl0_1992 ),
    inference(sat_conversion,[],[f15205]) ).

cnf(s1864,plain,
    ( ~ spl0_716
    | ~ spl0_717
    | ~ spl0_1993 ),
    inference(sat_conversion,[],[f15209]) ).

cnf(s1866,plain,
    ( ~ spl0_714
    | ~ spl0_715
    | ~ spl0_2381 ),
    inference(sat_conversion,[],[f15215]) ).

cnf(s1868,plain,
    ( ~ spl0_1995
    | spl0_2381 ),
    inference(sat_conversion,[],[f15222]) ).

cnf(s1870,plain,
    ( ~ spl0_712
    | ~ spl0_713
    | ~ spl0_2382 ),
    inference(sat_conversion,[],[f15228]) ).

cnf(s1872,plain,
    ( ~ spl0_1997
    | spl0_2382 ),
    inference(sat_conversion,[],[f15233]) ).

cnf(s1874,plain,
    ( ~ spl0_710
    | ~ spl0_711
    | ~ spl0_2383 ),
    inference(sat_conversion,[],[f15239]) ).

cnf(s1876,plain,
    ( ~ spl0_1999
    | spl0_2383 ),
    inference(sat_conversion,[],[f15244]) ).

cnf(s1878,plain,
    ( ~ spl0_708
    | ~ spl0_709
    | ~ spl0_2384 ),
    inference(sat_conversion,[],[f15250]) ).

cnf(s1880,plain,
    ( ~ spl0_2001
    | spl0_2384 ),
    inference(sat_conversion,[],[f15255]) ).

cnf(s1882,plain,
    ( ~ spl0_706
    | ~ spl0_707
    | ~ spl0_2385 ),
    inference(sat_conversion,[],[f15261]) ).

cnf(s1883,plain,
    ( ~ spl0_2003
    | spl0_2385 ),
    inference(sat_conversion,[],[f15265]) ).

cnf(s1891,plain,
    ( ~ spl0_2002
    | spl0_2385 ),
    inference(sat_conversion,[],[f15277]) ).

cnf(s1898,plain,
    ( ~ spl0_718
    | ~ spl0_719
    | ~ spl0_1990 ),
    inference(sat_conversion,[],[f15293]) ).

cnf(s1900,plain,
    ( ~ spl0_720
    | ~ spl0_721
    | ~ spl0_1988 ),
    inference(sat_conversion,[],[f15299]) ).

cnf(s1902,plain,
    ( ~ spl0_722
    | ~ spl0_723
    | ~ spl0_1986 ),
    inference(sat_conversion,[],[f15305]) ).

cnf(s1903,plain,
    ( ~ spl0_724
    | ~ spl0_725
    | ~ spl0_1984 ),
    inference(sat_conversion,[],[f15309]) ).

cnf(s1904,plain,
    ( ~ spl0_724
    | ~ spl0_725
    | ~ spl0_1985 ),
    inference(sat_conversion,[],[f15313]) ).

cnf(s1906,plain,
    ( ~ spl0_722
    | ~ spl0_723
    | ~ spl0_2387 ),
    inference(sat_conversion,[],[f15319]) ).

cnf(s1908,plain,
    ( ~ spl0_1987
    | spl0_2387 ),
    inference(sat_conversion,[],[f15326]) ).

cnf(s1910,plain,
    ( ~ spl0_720
    | ~ spl0_721
    | ~ spl0_2388 ),
    inference(sat_conversion,[],[f15332]) ).

cnf(s1912,plain,
    ( ~ spl0_1989
    | spl0_2388 ),
    inference(sat_conversion,[],[f15337]) ).

cnf(s1914,plain,
    ( ~ spl0_718
    | ~ spl0_719
    | ~ spl0_2389 ),
    inference(sat_conversion,[],[f15343]) ).

cnf(s1915,plain,
    ( ~ spl0_1991
    | spl0_2389 ),
    inference(sat_conversion,[],[f15347]) ).

cnf(s1921,plain,
    ( ~ spl0_1990
    | spl0_2389 ),
    inference(sat_conversion,[],[f15357]) ).

cnf(s1926,plain,
    ( ~ spl0_726
    | ~ spl0_727
    | ~ spl0_1982 ),
    inference(sat_conversion,[],[f15369]) ).

cnf(s1928,plain,
    ( ~ spl0_728
    | ~ spl0_729
    | ~ spl0_1980 ),
    inference(sat_conversion,[],[f15375]) ).

cnf(s1930,plain,
    ( ~ spl0_730
    | ~ spl0_731
    | ~ spl0_1978 ),
    inference(sat_conversion,[],[f15381]) ).

cnf(s1932,plain,
    ( ~ spl0_732
    | ~ spl0_733
    | ~ spl0_1976 ),
    inference(sat_conversion,[],[f15387]) ).

cnf(s1934,plain,
    ( ~ spl0_734
    | ~ spl0_735
    | ~ spl0_1974 ),
    inference(sat_conversion,[],[f15393]) ).

cnf(s1936,plain,
    ( ~ spl0_736
    | ~ spl0_737
    | ~ spl0_1972 ),
    inference(sat_conversion,[],[f15399]) ).

cnf(s1938,plain,
    ( ~ spl0_738
    | ~ spl0_739
    | ~ spl0_1970 ),
    inference(sat_conversion,[],[f15405]) ).

cnf(s1939,plain,
    ( ~ spl0_740
    | ~ spl0_741
    | ~ spl0_1968 ),
    inference(sat_conversion,[],[f15409]) ).

cnf(s1940,plain,
    ( ~ spl0_740
    | ~ spl0_741
    | ~ spl0_1969 ),
    inference(sat_conversion,[],[f15413]) ).

cnf(s1942,plain,
    ( ~ spl0_738
    | ~ spl0_739
    | ~ spl0_2391 ),
    inference(sat_conversion,[],[f15419]) ).

cnf(s1944,plain,
    ( ~ spl0_1971
    | spl0_2391 ),
    inference(sat_conversion,[],[f15426]) ).

cnf(s1946,plain,
    ( ~ spl0_736
    | ~ spl0_737
    | ~ spl0_2392 ),
    inference(sat_conversion,[],[f15432]) ).

cnf(s1948,plain,
    ( ~ spl0_1973
    | spl0_2392 ),
    inference(sat_conversion,[],[f15437]) ).

cnf(s1950,plain,
    ( ~ spl0_734
    | ~ spl0_735
    | ~ spl0_2393 ),
    inference(sat_conversion,[],[f15443]) ).

cnf(s1952,plain,
    ( ~ spl0_1975
    | spl0_2393 ),
    inference(sat_conversion,[],[f15448]) ).

cnf(s1954,plain,
    ( ~ spl0_732
    | ~ spl0_733
    | ~ spl0_2394 ),
    inference(sat_conversion,[],[f15454]) ).

cnf(s1956,plain,
    ( ~ spl0_1977
    | spl0_2394 ),
    inference(sat_conversion,[],[f15459]) ).

cnf(s1958,plain,
    ( ~ spl0_730
    | ~ spl0_731
    | ~ spl0_2395 ),
    inference(sat_conversion,[],[f15465]) ).

cnf(s1960,plain,
    ( ~ spl0_1979
    | spl0_2395 ),
    inference(sat_conversion,[],[f15470]) ).

cnf(s1962,plain,
    ( ~ spl0_728
    | ~ spl0_729
    | ~ spl0_2396 ),
    inference(sat_conversion,[],[f15476]) ).

cnf(s1964,plain,
    ( ~ spl0_1981
    | spl0_2396 ),
    inference(sat_conversion,[],[f15481]) ).

cnf(s1966,plain,
    ( ~ spl0_726
    | ~ spl0_727
    | ~ spl0_2397 ),
    inference(sat_conversion,[],[f15487]) ).

cnf(s1967,plain,
    ( ~ spl0_1983
    | spl0_2397 ),
    inference(sat_conversion,[],[f15491]) ).

cnf(s1977,plain,
    ( ~ spl0_1982
    | spl0_2397 ),
    inference(sat_conversion,[],[f15505]) ).

cnf(s1986,plain,
    ( ~ spl0_742
    | ~ spl0_743
    | ~ spl0_1966 ),
    inference(sat_conversion,[],[f15525]) ).

cnf(s1987,plain,
    ( ~ spl0_744
    | ~ spl0_745
    | ~ spl0_1964 ),
    inference(sat_conversion,[],[f15529]) ).

cnf(s1988,plain,
    ( ~ spl0_744
    | ~ spl0_745
    | ~ spl0_1965 ),
    inference(sat_conversion,[],[f15533]) ).

cnf(s1990,plain,
    ( ~ spl0_742
    | ~ spl0_743
    | ~ spl0_2399 ),
    inference(sat_conversion,[],[f15539]) ).

cnf(s1991,plain,
    ( ~ spl0_1967
    | spl0_2399 ),
    inference(sat_conversion,[],[f15545]) ).

cnf(s1995,plain,
    ( ~ spl0_1966
    | spl0_2399 ),
    inference(sat_conversion,[],[f15553]) ).

cnf(s1998,plain,
    ( ~ spl0_746
    | ~ spl0_747
    | ~ spl0_1962 ),
    inference(sat_conversion,[],[f15561]) ).

cnf(s2000,plain,
    ( ~ spl0_748
    | ~ spl0_749
    | ~ spl0_1960 ),
    inference(sat_conversion,[],[f15567]) ).

cnf(s2002,plain,
    ( ~ spl0_750
    | ~ spl0_751
    | ~ spl0_1958 ),
    inference(sat_conversion,[],[f15573]) ).

cnf(s2004,plain,
    ( ~ spl0_752
    | ~ spl0_753
    | ~ spl0_1956 ),
    inference(sat_conversion,[],[f15579]) ).

cnf(s2006,plain,
    ( ~ spl0_754
    | ~ spl0_755
    | ~ spl0_1954 ),
    inference(sat_conversion,[],[f15585]) ).

cnf(s2008,plain,
    ( ~ spl0_756
    | ~ spl0_757
    | ~ spl0_1952 ),
    inference(sat_conversion,[],[f15591]) ).

cnf(s2009,plain,
    ( ~ spl0_758
    | ~ spl0_759
    | ~ spl0_1950 ),
    inference(sat_conversion,[],[f15595]) ).

cnf(s2010,plain,
    ( ~ spl0_758
    | ~ spl0_759
    | ~ spl0_1951 ),
    inference(sat_conversion,[],[f15599]) ).

cnf(s2012,plain,
    ( ~ spl0_756
    | ~ spl0_757
    | ~ spl0_2401 ),
    inference(sat_conversion,[],[f15605]) ).

cnf(s2014,plain,
    ( ~ spl0_1953
    | spl0_2401 ),
    inference(sat_conversion,[],[f15612]) ).

cnf(s2016,plain,
    ( ~ spl0_754
    | ~ spl0_755
    | ~ spl0_2402 ),
    inference(sat_conversion,[],[f15618]) ).

cnf(s2018,plain,
    ( ~ spl0_1955
    | spl0_2402 ),
    inference(sat_conversion,[],[f15623]) ).

cnf(s2020,plain,
    ( ~ spl0_752
    | ~ spl0_753
    | ~ spl0_2403 ),
    inference(sat_conversion,[],[f15629]) ).

cnf(s2022,plain,
    ( ~ spl0_1957
    | spl0_2403 ),
    inference(sat_conversion,[],[f15634]) ).

cnf(s2024,plain,
    ( ~ spl0_750
    | ~ spl0_751
    | ~ spl0_2404 ),
    inference(sat_conversion,[],[f15640]) ).

cnf(s2026,plain,
    ( ~ spl0_1959
    | spl0_2404 ),
    inference(sat_conversion,[],[f15645]) ).

cnf(s2028,plain,
    ( ~ spl0_748
    | ~ spl0_749
    | ~ spl0_2405 ),
    inference(sat_conversion,[],[f15651]) ).

cnf(s2030,plain,
    ( ~ spl0_1961
    | spl0_2405 ),
    inference(sat_conversion,[],[f15656]) ).

cnf(s2032,plain,
    ( ~ spl0_746
    | ~ spl0_747
    | ~ spl0_2406 ),
    inference(sat_conversion,[],[f15662]) ).

cnf(s2033,plain,
    ( ~ spl0_1963
    | spl0_2406 ),
    inference(sat_conversion,[],[f15666]) ).

cnf(s2042,plain,
    ( ~ spl0_1962
    | spl0_2406 ),
    inference(sat_conversion,[],[f15679]) ).

cnf(s2050,plain,
    ( ~ spl0_760
    | ~ spl0_761
    | ~ spl0_1948 ),
    inference(sat_conversion,[],[f15697]) ).

cnf(s2052,plain,
    ( ~ spl0_762
    | ~ spl0_763
    | ~ spl0_1946 ),
    inference(sat_conversion,[],[f15703]) ).

cnf(s2054,plain,
    ( ~ spl0_764
    | ~ spl0_765
    | ~ spl0_1944 ),
    inference(sat_conversion,[],[f15709]) ).

cnf(s2056,plain,
    ( ~ spl0_766
    | ~ spl0_767
    | ~ spl0_1942 ),
    inference(sat_conversion,[],[f15715]) ).

cnf(s2058,plain,
    ( ~ spl0_768
    | ~ spl0_769
    | ~ spl0_1940 ),
    inference(sat_conversion,[],[f15721]) ).

cnf(s2060,plain,
    ( ~ spl0_770
    | ~ spl0_771
    | ~ spl0_1938 ),
    inference(sat_conversion,[],[f15727]) ).

cnf(s2061,plain,
    ( ~ spl0_772
    | ~ spl0_773
    | ~ spl0_1936 ),
    inference(sat_conversion,[],[f15731]) ).

cnf(s2062,plain,
    ( ~ spl0_772
    | ~ spl0_773
    | ~ spl0_1937 ),
    inference(sat_conversion,[],[f15735]) ).

cnf(s2064,plain,
    ( ~ spl0_770
    | ~ spl0_771
    | ~ spl0_2408 ),
    inference(sat_conversion,[],[f15741]) ).

cnf(s2066,plain,
    ( ~ spl0_1939
    | spl0_2408 ),
    inference(sat_conversion,[],[f15748]) ).

cnf(s2068,plain,
    ( ~ spl0_768
    | ~ spl0_769
    | ~ spl0_2409 ),
    inference(sat_conversion,[],[f15754]) ).

cnf(s2070,plain,
    ( ~ spl0_1941
    | spl0_2409 ),
    inference(sat_conversion,[],[f15759]) ).

cnf(s2072,plain,
    ( ~ spl0_766
    | ~ spl0_767
    | ~ spl0_2410 ),
    inference(sat_conversion,[],[f15765]) ).

cnf(s2074,plain,
    ( ~ spl0_1943
    | spl0_2410 ),
    inference(sat_conversion,[],[f15770]) ).

cnf(s2076,plain,
    ( ~ spl0_764
    | ~ spl0_765
    | ~ spl0_2411 ),
    inference(sat_conversion,[],[f15776]) ).

cnf(s2078,plain,
    ( ~ spl0_1945
    | spl0_2411 ),
    inference(sat_conversion,[],[f15781]) ).

cnf(s2080,plain,
    ( ~ spl0_762
    | ~ spl0_763
    | ~ spl0_2412 ),
    inference(sat_conversion,[],[f15787]) ).

cnf(s2082,plain,
    ( ~ spl0_1947
    | spl0_2412 ),
    inference(sat_conversion,[],[f15792]) ).

cnf(s2084,plain,
    ( ~ spl0_760
    | ~ spl0_761
    | ~ spl0_2413 ),
    inference(sat_conversion,[],[f15798]) ).

cnf(s2085,plain,
    ( ~ spl0_1949
    | spl0_2413 ),
    inference(sat_conversion,[],[f15802]) ).

cnf(s2094,plain,
    ( ~ spl0_1948
    | spl0_2413 ),
    inference(sat_conversion,[],[f15815]) ).

cnf(s2102,plain,
    ( ~ spl0_774
    | ~ spl0_775
    | ~ spl0_1934 ),
    inference(sat_conversion,[],[f15833]) ).

cnf(s2104,plain,
    ( ~ spl0_776
    | ~ spl0_777
    | ~ spl0_1932 ),
    inference(sat_conversion,[],[f15839]) ).

cnf(s2106,plain,
    ( ~ spl0_778
    | ~ spl0_779
    | ~ spl0_1930 ),
    inference(sat_conversion,[],[f15845]) ).

cnf(s2108,plain,
    ( ~ spl0_780
    | ~ spl0_781
    | ~ spl0_1928 ),
    inference(sat_conversion,[],[f15851]) ).

cnf(s2109,plain,
    ( ~ spl0_782
    | ~ spl0_783
    | ~ spl0_1926 ),
    inference(sat_conversion,[],[f15855]) ).

cnf(s2110,plain,
    ( ~ spl0_782
    | ~ spl0_783
    | ~ spl0_1927 ),
    inference(sat_conversion,[],[f15859]) ).

cnf(s2112,plain,
    ( ~ spl0_780
    | ~ spl0_781
    | ~ spl0_2415 ),
    inference(sat_conversion,[],[f15865]) ).

cnf(s2114,plain,
    ( ~ spl0_1929
    | spl0_2415 ),
    inference(sat_conversion,[],[f15872]) ).

cnf(s2116,plain,
    ( ~ spl0_778
    | ~ spl0_779
    | ~ spl0_2416 ),
    inference(sat_conversion,[],[f15878]) ).

cnf(s2118,plain,
    ( ~ spl0_1931
    | spl0_2416 ),
    inference(sat_conversion,[],[f15883]) ).

cnf(s2120,plain,
    ( ~ spl0_776
    | ~ spl0_777
    | ~ spl0_2417 ),
    inference(sat_conversion,[],[f15889]) ).

cnf(s2122,plain,
    ( ~ spl0_1933
    | spl0_2417 ),
    inference(sat_conversion,[],[f15894]) ).

cnf(s2124,plain,
    ( ~ spl0_774
    | ~ spl0_775
    | ~ spl0_2418 ),
    inference(sat_conversion,[],[f15900]) ).

cnf(s2125,plain,
    ( ~ spl0_1935
    | spl0_2418 ),
    inference(sat_conversion,[],[f15904]) ).

cnf(s2132,plain,
    ( ~ spl0_1934
    | spl0_2418 ),
    inference(sat_conversion,[],[f15915]) ).

cnf(s2138,plain,
    ( ~ spl0_784
    | ~ spl0_785
    | ~ spl0_1924 ),
    inference(sat_conversion,[],[f15929]) ).

cnf(s2140,plain,
    ( ~ spl0_786
    | ~ spl0_787
    | ~ spl0_1922 ),
    inference(sat_conversion,[],[f15935]) ).

cnf(s2142,plain,
    ( ~ spl0_788
    | ~ spl0_789
    | ~ spl0_1920 ),
    inference(sat_conversion,[],[f15941]) ).

cnf(s2144,plain,
    ( ~ spl0_790
    | ~ spl0_791
    | ~ spl0_1918 ),
    inference(sat_conversion,[],[f15947]) ).

cnf(s2146,plain,
    ( ~ spl0_792
    | ~ spl0_793
    | ~ spl0_1916 ),
    inference(sat_conversion,[],[f15953]) ).

cnf(s2148,plain,
    ( ~ spl0_794
    | ~ spl0_795
    | ~ spl0_1914 ),
    inference(sat_conversion,[],[f15959]) ).

cnf(s2150,plain,
    ( ~ spl0_796
    | ~ spl0_797
    | ~ spl0_1912 ),
    inference(sat_conversion,[],[f15965]) ).

cnf(s2152,plain,
    ( ~ spl0_798
    | ~ spl0_799
    | ~ spl0_1910 ),
    inference(sat_conversion,[],[f15971]) ).

cnf(s2154,plain,
    ( ~ spl0_800
    | ~ spl0_801
    | ~ spl0_1908 ),
    inference(sat_conversion,[],[f15977]) ).

cnf(s2156,plain,
    ( ~ spl0_802
    | ~ spl0_803
    | ~ spl0_1906 ),
    inference(sat_conversion,[],[f15983]) ).

cnf(s2157,plain,
    ( ~ spl0_804
    | ~ spl0_805
    | ~ spl0_1904 ),
    inference(sat_conversion,[],[f15987]) ).

cnf(s2158,plain,
    ( ~ spl0_804
    | ~ spl0_805
    | ~ spl0_1905 ),
    inference(sat_conversion,[],[f15991]) ).

cnf(s2160,plain,
    ( ~ spl0_802
    | ~ spl0_803
    | ~ spl0_2420 ),
    inference(sat_conversion,[],[f15997]) ).

cnf(s2162,plain,
    ( ~ spl0_1907
    | spl0_2420 ),
    inference(sat_conversion,[],[f16004]) ).

cnf(s2164,plain,
    ( ~ spl0_800
    | ~ spl0_801
    | ~ spl0_2421 ),
    inference(sat_conversion,[],[f16010]) ).

cnf(s2166,plain,
    ( ~ spl0_1909
    | spl0_2421 ),
    inference(sat_conversion,[],[f16015]) ).

cnf(s2168,plain,
    ( ~ spl0_798
    | ~ spl0_799
    | ~ spl0_2422 ),
    inference(sat_conversion,[],[f16021]) ).

cnf(s2170,plain,
    ( ~ spl0_1911
    | spl0_2422 ),
    inference(sat_conversion,[],[f16026]) ).

cnf(s2172,plain,
    ( ~ spl0_796
    | ~ spl0_797
    | ~ spl0_2423 ),
    inference(sat_conversion,[],[f16032]) ).

cnf(s2174,plain,
    ( ~ spl0_1913
    | spl0_2423 ),
    inference(sat_conversion,[],[f16037]) ).

cnf(s2176,plain,
    ( ~ spl0_794
    | ~ spl0_795
    | ~ spl0_2424 ),
    inference(sat_conversion,[],[f16043]) ).

cnf(s2178,plain,
    ( ~ spl0_1915
    | spl0_2424 ),
    inference(sat_conversion,[],[f16048]) ).

cnf(s2180,plain,
    ( ~ spl0_792
    | ~ spl0_793
    | ~ spl0_2425 ),
    inference(sat_conversion,[],[f16054]) ).

cnf(s2182,plain,
    ( ~ spl0_1917
    | spl0_2425 ),
    inference(sat_conversion,[],[f16059]) ).

cnf(s2184,plain,
    ( ~ spl0_790
    | ~ spl0_791
    | ~ spl0_2426 ),
    inference(sat_conversion,[],[f16065]) ).

cnf(s2186,plain,
    ( ~ spl0_1919
    | spl0_2426 ),
    inference(sat_conversion,[],[f16070]) ).

cnf(s2188,plain,
    ( ~ spl0_788
    | ~ spl0_789
    | ~ spl0_2427 ),
    inference(sat_conversion,[],[f16076]) ).

cnf(s2190,plain,
    ( ~ spl0_1921
    | spl0_2427 ),
    inference(sat_conversion,[],[f16081]) ).

cnf(s2192,plain,
    ( ~ spl0_786
    | ~ spl0_787
    | ~ spl0_2428 ),
    inference(sat_conversion,[],[f16087]) ).

cnf(s2194,plain,
    ( ~ spl0_1923
    | spl0_2428 ),
    inference(sat_conversion,[],[f16092]) ).

cnf(s2196,plain,
    ( ~ spl0_784
    | ~ spl0_785
    | ~ spl0_2429 ),
    inference(sat_conversion,[],[f16098]) ).

cnf(s2197,plain,
    ( ~ spl0_1925
    | spl0_2429 ),
    inference(sat_conversion,[],[f16102]) ).

cnf(s2210,plain,
    ( ~ spl0_1924
    | spl0_2429 ),
    inference(sat_conversion,[],[f16119]) ).

cnf(s2222,plain,
    ( ~ spl0_806
    | ~ spl0_807
    | ~ spl0_1902 ),
    inference(sat_conversion,[],[f16145]) ).

cnf(s2224,plain,
    ( ~ spl0_808
    | ~ spl0_809
    | ~ spl0_1900 ),
    inference(sat_conversion,[],[f16151]) ).

cnf(s2226,plain,
    ( ~ spl0_810
    | ~ spl0_811
    | ~ spl0_1898 ),
    inference(sat_conversion,[],[f16157]) ).

cnf(s2228,plain,
    ( ~ spl0_812
    | ~ spl0_813
    | ~ spl0_1896 ),
    inference(sat_conversion,[],[f16163]) ).

cnf(s2230,plain,
    ( ~ spl0_814
    | ~ spl0_815
    | ~ spl0_1894 ),
    inference(sat_conversion,[],[f16169]) ).

cnf(s2232,plain,
    ( ~ spl0_816
    | ~ spl0_817
    | ~ spl0_1892 ),
    inference(sat_conversion,[],[f16175]) ).

cnf(s2234,plain,
    ( ~ spl0_818
    | ~ spl0_819
    | ~ spl0_1890 ),
    inference(sat_conversion,[],[f16181]) ).

cnf(s2236,plain,
    ( ~ spl0_820
    | ~ spl0_821
    | ~ spl0_1888 ),
    inference(sat_conversion,[],[f16187]) ).

cnf(s2238,plain,
    ( ~ spl0_822
    | ~ spl0_823
    | ~ spl0_1886 ),
    inference(sat_conversion,[],[f16193]) ).

cnf(s2240,plain,
    ( ~ spl0_824
    | ~ spl0_825
    | ~ spl0_1884 ),
    inference(sat_conversion,[],[f16199]) ).

cnf(s2242,plain,
    ( ~ spl0_826
    | ~ spl0_827
    | ~ spl0_1882 ),
    inference(sat_conversion,[],[f16205]) ).

cnf(s2244,plain,
    ( ~ spl0_828
    | ~ spl0_829
    | ~ spl0_1880 ),
    inference(sat_conversion,[],[f16211]) ).

cnf(s2245,plain,
    ( ~ spl0_830
    | ~ spl0_831
    | ~ spl0_1878 ),
    inference(sat_conversion,[],[f16215]) ).

cnf(s2246,plain,
    ( ~ spl0_830
    | ~ spl0_831
    | ~ spl0_1879 ),
    inference(sat_conversion,[],[f16219]) ).

cnf(s2248,plain,
    ( ~ spl0_828
    | ~ spl0_829
    | ~ spl0_2431 ),
    inference(sat_conversion,[],[f16225]) ).

cnf(s2250,plain,
    ( ~ spl0_1881
    | spl0_2431 ),
    inference(sat_conversion,[],[f16232]) ).

cnf(s2252,plain,
    ( ~ spl0_826
    | ~ spl0_827
    | ~ spl0_2432 ),
    inference(sat_conversion,[],[f16238]) ).

cnf(s2254,plain,
    ( ~ spl0_1883
    | spl0_2432 ),
    inference(sat_conversion,[],[f16243]) ).

cnf(s2256,plain,
    ( ~ spl0_824
    | ~ spl0_825
    | ~ spl0_2433 ),
    inference(sat_conversion,[],[f16249]) ).

cnf(s2258,plain,
    ( ~ spl0_1885
    | spl0_2433 ),
    inference(sat_conversion,[],[f16254]) ).

cnf(s2260,plain,
    ( ~ spl0_822
    | ~ spl0_823
    | ~ spl0_2434 ),
    inference(sat_conversion,[],[f16260]) ).

cnf(s2262,plain,
    ( ~ spl0_1887
    | spl0_2434 ),
    inference(sat_conversion,[],[f16265]) ).

cnf(s2264,plain,
    ( ~ spl0_820
    | ~ spl0_821
    | ~ spl0_2435 ),
    inference(sat_conversion,[],[f16271]) ).

cnf(s2266,plain,
    ( ~ spl0_1889
    | spl0_2435 ),
    inference(sat_conversion,[],[f16276]) ).

cnf(s2268,plain,
    ( ~ spl0_818
    | ~ spl0_819
    | ~ spl0_2436 ),
    inference(sat_conversion,[],[f16282]) ).

cnf(s2270,plain,
    ( ~ spl0_1891
    | spl0_2436 ),
    inference(sat_conversion,[],[f16287]) ).

cnf(s2272,plain,
    ( ~ spl0_816
    | ~ spl0_817
    | ~ spl0_2437 ),
    inference(sat_conversion,[],[f16293]) ).

cnf(s2274,plain,
    ( ~ spl0_1893
    | spl0_2437 ),
    inference(sat_conversion,[],[f16298]) ).

cnf(s2276,plain,
    ( ~ spl0_814
    | ~ spl0_815
    | ~ spl0_2438 ),
    inference(sat_conversion,[],[f16304]) ).

cnf(s2278,plain,
    ( ~ spl0_1895
    | spl0_2438 ),
    inference(sat_conversion,[],[f16309]) ).

cnf(s2280,plain,
    ( ~ spl0_812
    | ~ spl0_813
    | ~ spl0_2439 ),
    inference(sat_conversion,[],[f16315]) ).

cnf(s2282,plain,
    ( ~ spl0_1897
    | spl0_2439 ),
    inference(sat_conversion,[],[f16320]) ).

cnf(s2284,plain,
    ( ~ spl0_810
    | ~ spl0_811
    | ~ spl0_2440 ),
    inference(sat_conversion,[],[f16326]) ).

cnf(s2286,plain,
    ( ~ spl0_1899
    | spl0_2440 ),
    inference(sat_conversion,[],[f16331]) ).

cnf(s2288,plain,
    ( ~ spl0_808
    | ~ spl0_809
    | ~ spl0_2441 ),
    inference(sat_conversion,[],[f16337]) ).

cnf(s2290,plain,
    ( ~ spl0_1901
    | spl0_2441 ),
    inference(sat_conversion,[],[f16342]) ).

cnf(s2292,plain,
    ( ~ spl0_806
    | ~ spl0_807
    | ~ spl0_2442 ),
    inference(sat_conversion,[],[f16348]) ).

cnf(s2293,plain,
    ( ~ spl0_1903
    | spl0_2442 ),
    inference(sat_conversion,[],[f16352]) ).

cnf(s2308,plain,
    ( ~ spl0_1902
    | spl0_2442 ),
    inference(sat_conversion,[],[f16371]) ).

cnf(s2322,plain,
    ( ~ spl0_832
    | ~ spl0_833
    | ~ spl0_1876 ),
    inference(sat_conversion,[],[f16401]) ).

cnf(s2323,plain,
    ( ~ spl0_834
    | ~ spl0_835
    | ~ spl0_1874 ),
    inference(sat_conversion,[],[f16405]) ).

cnf(s2324,plain,
    ( ~ spl0_834
    | ~ spl0_835
    | ~ spl0_1875 ),
    inference(sat_conversion,[],[f16409]) ).

cnf(s2326,plain,
    ( ~ spl0_832
    | ~ spl0_833
    | ~ spl0_2444 ),
    inference(sat_conversion,[],[f16415]) ).

cnf(s2327,plain,
    ( ~ spl0_1877
    | spl0_2444 ),
    inference(sat_conversion,[],[f16421]) ).

cnf(s2331,plain,
    ( ~ spl0_1876
    | spl0_2444 ),
    inference(sat_conversion,[],[f16429]) ).

cnf(s2333,plain,
    ( ~ spl0_836
    | ~ spl0_837
    | ~ spl0_1872 ),
    inference(sat_conversion,[],[f16435]) ).

cnf(s2334,plain,
    ( ~ spl0_836
    | ~ spl0_837
    | ~ spl0_1873 ),
    inference(sat_conversion,[],[f16439]) ).

cnf(s2336,plain,
    ( ~ spl0_1873
    | spl0_2446 ),
    inference(sat_conversion,[],[f16445]) ).

cnf(s2338,plain,
    ( ~ spl0_838
    | ~ spl0_839
    | ~ spl0_1870 ),
    inference(sat_conversion,[],[f16451]) ).

cnf(s2340,plain,
    ( ~ spl0_840
    | ~ spl0_841
    | ~ spl0_1868 ),
    inference(sat_conversion,[],[f16457]) ).

cnf(s2342,plain,
    ( ~ spl0_842
    | ~ spl0_843
    | ~ spl0_1866 ),
    inference(sat_conversion,[],[f16463]) ).

cnf(s2344,plain,
    ( ~ spl0_844
    | ~ spl0_845
    | ~ spl0_1864 ),
    inference(sat_conversion,[],[f16469]) ).

cnf(s2346,plain,
    ( ~ spl0_846
    | ~ spl0_847
    | ~ spl0_1862 ),
    inference(sat_conversion,[],[f16475]) ).

cnf(s2347,plain,
    ( ~ spl0_848
    | ~ spl0_849
    | ~ spl0_1860 ),
    inference(sat_conversion,[],[f16479]) ).

cnf(s2348,plain,
    ( ~ spl0_848
    | ~ spl0_849
    | ~ spl0_1861 ),
    inference(sat_conversion,[],[f16483]) ).

cnf(s2350,plain,
    ( ~ spl0_846
    | ~ spl0_847
    | ~ spl0_2447 ),
    inference(sat_conversion,[],[f16489]) ).

cnf(s2352,plain,
    ( ~ spl0_1863
    | spl0_2447 ),
    inference(sat_conversion,[],[f16496]) ).

cnf(s2354,plain,
    ( ~ spl0_844
    | ~ spl0_845
    | ~ spl0_2448 ),
    inference(sat_conversion,[],[f16502]) ).

cnf(s2356,plain,
    ( ~ spl0_1865
    | spl0_2448 ),
    inference(sat_conversion,[],[f16507]) ).

cnf(s2358,plain,
    ( ~ spl0_842
    | ~ spl0_843
    | ~ spl0_2449 ),
    inference(sat_conversion,[],[f16513]) ).

cnf(s2360,plain,
    ( ~ spl0_1867
    | spl0_2449 ),
    inference(sat_conversion,[],[f16518]) ).

cnf(s2362,plain,
    ( ~ spl0_840
    | ~ spl0_841
    | ~ spl0_2450 ),
    inference(sat_conversion,[],[f16524]) ).

cnf(s2364,plain,
    ( ~ spl0_1869
    | spl0_2450 ),
    inference(sat_conversion,[],[f16529]) ).

cnf(s2366,plain,
    ( ~ spl0_838
    | ~ spl0_839
    | ~ spl0_2451 ),
    inference(sat_conversion,[],[f16535]) ).

cnf(s2367,plain,
    ( ~ spl0_1871
    | spl0_2451 ),
    inference(sat_conversion,[],[f16539]) ).

cnf(s2375,plain,
    ( ~ spl0_1870
    | spl0_2451 ),
    inference(sat_conversion,[],[f16551]) ).

cnf(s2382,plain,
    ( ~ spl0_850
    | ~ spl0_851
    | ~ spl0_1858 ),
    inference(sat_conversion,[],[f16567]) ).

cnf(s2384,plain,
    ( ~ spl0_852
    | ~ spl0_853
    | ~ spl0_1856 ),
    inference(sat_conversion,[],[f16573]) ).

cnf(s2386,plain,
    ( ~ spl0_854
    | ~ spl0_855
    | ~ spl0_1854 ),
    inference(sat_conversion,[],[f16579]) ).

cnf(s2388,plain,
    ( ~ spl0_856
    | ~ spl0_857
    | ~ spl0_1852 ),
    inference(sat_conversion,[],[f16585]) ).

cnf(s2390,plain,
    ( ~ spl0_858
    | ~ spl0_859
    | ~ spl0_1850 ),
    inference(sat_conversion,[],[f16591]) ).

cnf(s2391,plain,
    ( ~ spl0_860
    | ~ spl0_861
    | ~ spl0_1848 ),
    inference(sat_conversion,[],[f16595]) ).

cnf(s2392,plain,
    ( ~ spl0_860
    | ~ spl0_861
    | ~ spl0_1849 ),
    inference(sat_conversion,[],[f16599]) ).

cnf(s2394,plain,
    ( ~ spl0_858
    | ~ spl0_859
    | ~ spl0_2453 ),
    inference(sat_conversion,[],[f16605]) ).

cnf(s2396,plain,
    ( ~ spl0_1851
    | spl0_2453 ),
    inference(sat_conversion,[],[f16612]) ).

cnf(s2398,plain,
    ( ~ spl0_856
    | ~ spl0_857
    | ~ spl0_2454 ),
    inference(sat_conversion,[],[f16618]) ).

cnf(s2400,plain,
    ( ~ spl0_1853
    | spl0_2454 ),
    inference(sat_conversion,[],[f16623]) ).

cnf(s2402,plain,
    ( ~ spl0_854
    | ~ spl0_855
    | ~ spl0_2455 ),
    inference(sat_conversion,[],[f16629]) ).

cnf(s2404,plain,
    ( ~ spl0_1855
    | spl0_2455 ),
    inference(sat_conversion,[],[f16634]) ).

cnf(s2406,plain,
    ( ~ spl0_852
    | ~ spl0_853
    | ~ spl0_2456 ),
    inference(sat_conversion,[],[f16640]) ).

cnf(s2408,plain,
    ( ~ spl0_1857
    | spl0_2456 ),
    inference(sat_conversion,[],[f16645]) ).

cnf(s2410,plain,
    ( ~ spl0_850
    | ~ spl0_851
    | ~ spl0_2457 ),
    inference(sat_conversion,[],[f16651]) ).

cnf(s2411,plain,
    ( ~ spl0_1859
    | spl0_2457 ),
    inference(sat_conversion,[],[f16655]) ).

cnf(s2419,plain,
    ( ~ spl0_1858
    | spl0_2457 ),
    inference(sat_conversion,[],[f16667]) ).

cnf(s2426,plain,
    ( ~ spl0_862
    | ~ spl0_863
    | ~ spl0_1846 ),
    inference(sat_conversion,[],[f16683]) ).

cnf(s2428,plain,
    ( ~ spl0_864
    | ~ spl0_865
    | ~ spl0_1844 ),
    inference(sat_conversion,[],[f16689]) ).

cnf(s2430,plain,
    ( ~ spl0_866
    | ~ spl0_867
    | ~ spl0_1842 ),
    inference(sat_conversion,[],[f16695]) ).

cnf(s2432,plain,
    ( ~ spl0_868
    | ~ spl0_869
    | ~ spl0_1840 ),
    inference(sat_conversion,[],[f16701]) ).

cnf(s2434,plain,
    ( ~ spl0_870
    | ~ spl0_871
    | ~ spl0_1838 ),
    inference(sat_conversion,[],[f16707]) ).

cnf(s2435,plain,
    ( ~ spl0_872
    | ~ spl0_873
    | ~ spl0_1836 ),
    inference(sat_conversion,[],[f16711]) ).

cnf(s2436,plain,
    ( ~ spl0_872
    | ~ spl0_873
    | ~ spl0_1837 ),
    inference(sat_conversion,[],[f16715]) ).

cnf(s2438,plain,
    ( ~ spl0_870
    | ~ spl0_871
    | ~ spl0_2459 ),
    inference(sat_conversion,[],[f16721]) ).

cnf(s2440,plain,
    ( ~ spl0_1839
    | spl0_2459 ),
    inference(sat_conversion,[],[f16728]) ).

cnf(s2442,plain,
    ( ~ spl0_868
    | ~ spl0_869
    | ~ spl0_2460 ),
    inference(sat_conversion,[],[f16734]) ).

cnf(s2444,plain,
    ( ~ spl0_1841
    | spl0_2460 ),
    inference(sat_conversion,[],[f16739]) ).

cnf(s2446,plain,
    ( ~ spl0_866
    | ~ spl0_867
    | ~ spl0_2461 ),
    inference(sat_conversion,[],[f16745]) ).

cnf(s2448,plain,
    ( ~ spl0_1843
    | spl0_2461 ),
    inference(sat_conversion,[],[f16750]) ).

cnf(s2450,plain,
    ( ~ spl0_864
    | ~ spl0_865
    | ~ spl0_2462 ),
    inference(sat_conversion,[],[f16756]) ).

cnf(s2452,plain,
    ( ~ spl0_1845
    | spl0_2462 ),
    inference(sat_conversion,[],[f16761]) ).

cnf(s2454,plain,
    ( ~ spl0_862
    | ~ spl0_863
    | ~ spl0_2463 ),
    inference(sat_conversion,[],[f16767]) ).

cnf(s2457,plain,
    ( ~ spl0_1847
    | spl0_2463 ),
    inference(sat_conversion,[],[f16781]) ).

cnf(s2468,plain,
    ( ~ spl0_874
    | ~ spl0_875
    | ~ spl0_1834 ),
    inference(sat_conversion,[],[f16797]) ).

cnf(s2470,plain,
    ( ~ spl0_876
    | ~ spl0_877
    | ~ spl0_1832 ),
    inference(sat_conversion,[],[f16803]) ).

cnf(s2472,plain,
    ( ~ spl0_878
    | ~ spl0_879
    | ~ spl0_1830 ),
    inference(sat_conversion,[],[f16809]) ).

cnf(s2474,plain,
    ( ~ spl0_880
    | ~ spl0_881
    | ~ spl0_1828 ),
    inference(sat_conversion,[],[f16815]) ).

cnf(s2475,plain,
    ( ~ spl0_882
    | ~ spl0_883
    | ~ spl0_1826 ),
    inference(sat_conversion,[],[f16819]) ).

cnf(s2476,plain,
    ( ~ spl0_882
    | ~ spl0_883
    | ~ spl0_1827 ),
    inference(sat_conversion,[],[f16823]) ).

cnf(s2478,plain,
    ( ~ spl0_880
    | ~ spl0_881
    | ~ spl0_2465 ),
    inference(sat_conversion,[],[f16829]) ).

cnf(s2480,plain,
    ( ~ spl0_1829
    | spl0_2465 ),
    inference(sat_conversion,[],[f16836]) ).

cnf(s2482,plain,
    ( ~ spl0_878
    | ~ spl0_879
    | ~ spl0_2466 ),
    inference(sat_conversion,[],[f16842]) ).

cnf(s2484,plain,
    ( ~ spl0_1831
    | spl0_2466 ),
    inference(sat_conversion,[],[f16847]) ).

cnf(s2486,plain,
    ( ~ spl0_876
    | ~ spl0_877
    | ~ spl0_2467 ),
    inference(sat_conversion,[],[f16853]) ).

cnf(s2488,plain,
    ( ~ spl0_1833
    | spl0_2467 ),
    inference(sat_conversion,[],[f16858]) ).

cnf(s2490,plain,
    ( ~ spl0_874
    | ~ spl0_875
    | ~ spl0_2468 ),
    inference(sat_conversion,[],[f16864]) ).

cnf(s2493,plain,
    ( ~ spl0_1835
    | spl0_2468 ),
    inference(sat_conversion,[],[f16877]) ).

cnf(s2502,plain,
    ( ~ spl0_884
    | ~ spl0_885
    | ~ spl0_1824 ),
    inference(sat_conversion,[],[f16891]) ).

cnf(s2504,plain,
    ( ~ spl0_886
    | ~ spl0_887
    | ~ spl0_1822 ),
    inference(sat_conversion,[],[f16897]) ).

cnf(s2506,plain,
    ( ~ spl0_888
    | ~ spl0_889
    | ~ spl0_1820 ),
    inference(sat_conversion,[],[f16903]) ).

cnf(s2508,plain,
    ( ~ spl0_890
    | ~ spl0_891
    | ~ spl0_1818 ),
    inference(sat_conversion,[],[f16909]) ).

cnf(s2509,plain,
    ( ~ spl0_892
    | ~ spl0_893
    | ~ spl0_1816 ),
    inference(sat_conversion,[],[f16913]) ).

cnf(s2510,plain,
    ( ~ spl0_892
    | ~ spl0_893
    | ~ spl0_1817 ),
    inference(sat_conversion,[],[f16917]) ).

cnf(s2512,plain,
    ( ~ spl0_890
    | ~ spl0_891
    | ~ spl0_2470 ),
    inference(sat_conversion,[],[f16923]) ).

cnf(s2514,plain,
    ( ~ spl0_1819
    | spl0_2470 ),
    inference(sat_conversion,[],[f16930]) ).

cnf(s2516,plain,
    ( ~ spl0_888
    | ~ spl0_889
    | ~ spl0_2471 ),
    inference(sat_conversion,[],[f16936]) ).

cnf(s2518,plain,
    ( ~ spl0_1821
    | spl0_2471 ),
    inference(sat_conversion,[],[f16941]) ).

cnf(s2520,plain,
    ( ~ spl0_886
    | ~ spl0_887
    | ~ spl0_2472 ),
    inference(sat_conversion,[],[f16947]) ).

cnf(s2522,plain,
    ( ~ spl0_1823
    | spl0_2472 ),
    inference(sat_conversion,[],[f16952]) ).

cnf(s2524,plain,
    ( ~ spl0_884
    | ~ spl0_885
    | ~ spl0_2473 ),
    inference(sat_conversion,[],[f16958]) ).

cnf(s2527,plain,
    ( ~ spl0_1825
    | spl0_2473 ),
    inference(sat_conversion,[],[f16971]) ).

cnf(s2536,plain,
    ( ~ spl0_894
    | ~ spl0_895
    | ~ spl0_1814 ),
    inference(sat_conversion,[],[f16985]) ).

cnf(s2538,plain,
    ( ~ spl0_896
    | ~ spl0_897
    | ~ spl0_1812 ),
    inference(sat_conversion,[],[f16991]) ).

cnf(s2540,plain,
    ( ~ spl0_898
    | ~ spl0_899
    | ~ spl0_1810 ),
    inference(sat_conversion,[],[f16997]) ).

cnf(s2542,plain,
    ( ~ spl0_900
    | ~ spl0_901
    | ~ spl0_1808 ),
    inference(sat_conversion,[],[f17003]) ).

cnf(s2544,plain,
    ( ~ spl0_902
    | ~ spl0_903
    | ~ spl0_1806 ),
    inference(sat_conversion,[],[f17009]) ).

cnf(s2546,plain,
    ( ~ spl0_904
    | ~ spl0_905
    | ~ spl0_1804 ),
    inference(sat_conversion,[],[f17015]) ).

cnf(s2547,plain,
    ( ~ spl0_906
    | ~ spl0_907
    | ~ spl0_1802 ),
    inference(sat_conversion,[],[f17019]) ).

cnf(s2548,plain,
    ( ~ spl0_906
    | ~ spl0_907
    | ~ spl0_1803 ),
    inference(sat_conversion,[],[f17023]) ).

cnf(s2550,plain,
    ( ~ spl0_904
    | ~ spl0_905
    | ~ spl0_2475 ),
    inference(sat_conversion,[],[f17029]) ).

cnf(s2552,plain,
    ( ~ spl0_1805
    | spl0_2475 ),
    inference(sat_conversion,[],[f17036]) ).

cnf(s2554,plain,
    ( ~ spl0_902
    | ~ spl0_903
    | ~ spl0_2476 ),
    inference(sat_conversion,[],[f17042]) ).

cnf(s2556,plain,
    ( ~ spl0_1807
    | spl0_2476 ),
    inference(sat_conversion,[],[f17047]) ).

cnf(s2558,plain,
    ( ~ spl0_900
    | ~ spl0_901
    | ~ spl0_2477 ),
    inference(sat_conversion,[],[f17053]) ).

cnf(s2560,plain,
    ( ~ spl0_1809
    | spl0_2477 ),
    inference(sat_conversion,[],[f17058]) ).

cnf(s2562,plain,
    ( ~ spl0_898
    | ~ spl0_899
    | ~ spl0_2478 ),
    inference(sat_conversion,[],[f17064]) ).

cnf(s2564,plain,
    ( ~ spl0_1811
    | spl0_2478 ),
    inference(sat_conversion,[],[f17069]) ).

cnf(s2566,plain,
    ( ~ spl0_896
    | ~ spl0_897
    | ~ spl0_2479 ),
    inference(sat_conversion,[],[f17075]) ).

cnf(s2568,plain,
    ( ~ spl0_1813
    | spl0_2479 ),
    inference(sat_conversion,[],[f17080]) ).

cnf(s2570,plain,
    ( ~ spl0_894
    | ~ spl0_895
    | ~ spl0_2480 ),
    inference(sat_conversion,[],[f17086]) ).

cnf(s2573,plain,
    ( ~ spl0_1815
    | spl0_2480 ),
    inference(sat_conversion,[],[f17101]) ).

cnf(s2585,plain,
    ( ~ spl0_908
    | ~ spl0_909
    | ~ spl0_1800 ),
    inference(sat_conversion,[],[f17117]) ).

cnf(s2586,plain,
    ( ~ spl0_908
    | ~ spl0_909
    | ~ spl0_1801 ),
    inference(sat_conversion,[],[f17121]) ).

cnf(s2588,plain,
    ( ~ spl0_1801
    | spl0_2482 ),
    inference(sat_conversion,[],[f17127]) ).

cnf(s2590,plain,
    ( ~ spl0_910
    | ~ spl0_911
    | ~ spl0_1798 ),
    inference(sat_conversion,[],[f17133]) ).

cnf(s2591,plain,
    ( ~ spl0_912
    | ~ spl0_913
    | ~ spl0_1796 ),
    inference(sat_conversion,[],[f17137]) ).

cnf(s2592,plain,
    ( ~ spl0_912
    | ~ spl0_913
    | ~ spl0_1797 ),
    inference(sat_conversion,[],[f17141]) ).

cnf(s2594,plain,
    ( ~ spl0_910
    | ~ spl0_911
    | ~ spl0_2483 ),
    inference(sat_conversion,[],[f17147]) ).

cnf(s2597,plain,
    ( ~ spl0_1799
    | spl0_2483 ),
    inference(sat_conversion,[],[f17159]) ).

cnf(s2600,plain,
    ( ~ spl0_914
    | ~ spl0_915
    | ~ spl0_1794 ),
    inference(sat_conversion,[],[f17167]) ).

cnf(s2602,plain,
    ( ~ spl0_916
    | ~ spl0_917
    | ~ spl0_1792 ),
    inference(sat_conversion,[],[f17173]) ).

cnf(s2604,plain,
    ( ~ spl0_918
    | ~ spl0_919
    | ~ spl0_1790 ),
    inference(sat_conversion,[],[f17179]) ).

cnf(s2606,plain,
    ( ~ spl0_920
    | ~ spl0_921
    | ~ spl0_1788 ),
    inference(sat_conversion,[],[f17185]) ).

cnf(s2608,plain,
    ( ~ spl0_922
    | ~ spl0_923
    | ~ spl0_1786 ),
    inference(sat_conversion,[],[f17191]) ).

cnf(s2610,plain,
    ( ~ spl0_924
    | ~ spl0_925
    | ~ spl0_1784 ),
    inference(sat_conversion,[],[f17197]) ).

cnf(s2612,plain,
    ( ~ spl0_926
    | ~ spl0_927
    | ~ spl0_1782 ),
    inference(sat_conversion,[],[f17203]) ).

cnf(s2614,plain,
    ( ~ spl0_928
    | ~ spl0_929
    | ~ spl0_1780 ),
    inference(sat_conversion,[],[f17209]) ).

cnf(s2616,plain,
    ( ~ spl0_930
    | ~ spl0_931
    | ~ spl0_1778 ),
    inference(sat_conversion,[],[f17215]) ).

cnf(s2618,plain,
    ( ~ spl0_932
    | ~ spl0_933
    | ~ spl0_1776 ),
    inference(sat_conversion,[],[f17221]) ).

cnf(s2619,plain,
    ( ~ spl0_934
    | ~ spl0_935
    | ~ spl0_1774 ),
    inference(sat_conversion,[],[f17225]) ).

cnf(s2620,plain,
    ( ~ spl0_934
    | ~ spl0_935
    | ~ spl0_1775 ),
    inference(sat_conversion,[],[f17229]) ).

cnf(s2622,plain,
    ( ~ spl0_932
    | ~ spl0_933
    | ~ spl0_2485 ),
    inference(sat_conversion,[],[f17235]) ).

cnf(s2624,plain,
    ( ~ spl0_1777
    | spl0_2485 ),
    inference(sat_conversion,[],[f17242]) ).

cnf(s2626,plain,
    ( ~ spl0_930
    | ~ spl0_931
    | ~ spl0_2486 ),
    inference(sat_conversion,[],[f17248]) ).

cnf(s2628,plain,
    ( ~ spl0_1779
    | spl0_2486 ),
    inference(sat_conversion,[],[f17253]) ).

cnf(s2630,plain,
    ( ~ spl0_928
    | ~ spl0_929
    | ~ spl0_2487 ),
    inference(sat_conversion,[],[f17259]) ).

cnf(s2632,plain,
    ( ~ spl0_1781
    | spl0_2487 ),
    inference(sat_conversion,[],[f17264]) ).

cnf(s2634,plain,
    ( ~ spl0_926
    | ~ spl0_927
    | ~ spl0_2488 ),
    inference(sat_conversion,[],[f17270]) ).

cnf(s2636,plain,
    ( ~ spl0_1783
    | spl0_2488 ),
    inference(sat_conversion,[],[f17275]) ).

cnf(s2638,plain,
    ( ~ spl0_924
    | ~ spl0_925
    | ~ spl0_2489 ),
    inference(sat_conversion,[],[f17281]) ).

cnf(s2640,plain,
    ( ~ spl0_1784
    | spl0_2489 ),
    inference(sat_conversion,[],[f17287]) ).

cnf(s2642,plain,
    ( ~ spl0_1785
    | spl0_2489 ),
    inference(sat_conversion,[],[f17293]) ).

cnf(s2643,plain,
    ( ~ spl0_922
    | ~ spl0_923
    | ~ spl0_2490 ),
    inference(sat_conversion,[],[f17294]) ).

cnf(s2645,plain,
    ( ~ spl0_1786
    | spl0_2490 ),
    inference(sat_conversion,[],[f17302]) ).

cnf(s2647,plain,
    ( ~ spl0_1787
    | spl0_2490 ),
    inference(sat_conversion,[],[f17308]) ).

cnf(s2648,plain,
    ( ~ spl0_920
    | ~ spl0_921
    | ~ spl0_2491 ),
    inference(sat_conversion,[],[f17309]) ).

cnf(s2650,plain,
    ( ~ spl0_1789
    | spl0_2491 ),
    inference(sat_conversion,[],[f17316]) ).

cnf(s2652,plain,
    ( ~ spl0_918
    | ~ spl0_919
    | ~ spl0_2492 ),
    inference(sat_conversion,[],[f17322]) ).

cnf(s2654,plain,
    ( ~ spl0_1791
    | spl0_2492 ),
    inference(sat_conversion,[],[f17327]) ).

cnf(s2656,plain,
    ( ~ spl0_916
    | ~ spl0_917
    | ~ spl0_2493 ),
    inference(sat_conversion,[],[f17333]) ).

cnf(s2658,plain,
    ( ~ spl0_1793
    | spl0_2493 ),
    inference(sat_conversion,[],[f17338]) ).

cnf(s2660,plain,
    ( ~ spl0_914
    | ~ spl0_915
    | ~ spl0_2494 ),
    inference(sat_conversion,[],[f17344]) ).

cnf(s2663,plain,
    ( ~ spl0_1795
    | spl0_2494 ),
    inference(sat_conversion,[],[f17363]) ).

cnf(s2684,plain,
    ( ~ spl0_936
    | ~ spl0_937
    | ~ spl0_1772 ),
    inference(sat_conversion,[],[f17389]) ).

cnf(s2686,plain,
    ( ~ spl0_938
    | ~ spl0_939
    | ~ spl0_1770 ),
    inference(sat_conversion,[],[f17395]) ).

cnf(s2688,plain,
    ( ~ spl0_940
    | ~ spl0_941
    | ~ spl0_1768 ),
    inference(sat_conversion,[],[f17401]) ).

cnf(s2690,plain,
    ( ~ spl0_942
    | ~ spl0_943
    | ~ spl0_1766 ),
    inference(sat_conversion,[],[f17407]) ).

cnf(s2692,plain,
    ( ~ spl0_944
    | ~ spl0_945
    | ~ spl0_1764 ),
    inference(sat_conversion,[],[f17413]) ).

cnf(s2694,plain,
    ( ~ spl0_946
    | ~ spl0_947
    | ~ spl0_1762 ),
    inference(sat_conversion,[],[f17419]) ).

cnf(s2696,plain,
    ( ~ spl0_948
    | ~ spl0_949
    | ~ spl0_1760 ),
    inference(sat_conversion,[],[f17425]) ).

cnf(s2698,plain,
    ( ~ spl0_950
    | ~ spl0_951
    | ~ spl0_1758 ),
    inference(sat_conversion,[],[f17431]) ).

cnf(s2700,plain,
    ( ~ spl0_952
    | ~ spl0_953
    | ~ spl0_1756 ),
    inference(sat_conversion,[],[f17437]) ).

cnf(s2701,plain,
    ( ~ spl0_954
    | ~ spl0_955
    | ~ spl0_1754 ),
    inference(sat_conversion,[],[f17441]) ).

cnf(s2702,plain,
    ( ~ spl0_954
    | ~ spl0_955
    | ~ spl0_1755 ),
    inference(sat_conversion,[],[f17445]) ).

cnf(s2704,plain,
    ( ~ spl0_952
    | ~ spl0_953
    | ~ spl0_2496 ),
    inference(sat_conversion,[],[f17451]) ).

cnf(s2706,plain,
    ( ~ spl0_1757
    | spl0_2496 ),
    inference(sat_conversion,[],[f17458]) ).

cnf(s2708,plain,
    ( ~ spl0_950
    | ~ spl0_951
    | ~ spl0_2497 ),
    inference(sat_conversion,[],[f17464]) ).

cnf(s2709,plain,
    ( ~ spl0_1759
    | spl0_2497 ),
    inference(sat_conversion,[],[f17468]) ).

cnf(s2712,plain,
    ( ~ spl0_1758
    | spl0_2497 ),
    inference(sat_conversion,[],[f17476]) ).

cnf(s2713,plain,
    ( ~ spl0_948
    | ~ spl0_949
    | ~ spl0_2498 ),
    inference(sat_conversion,[],[f17477]) ).

cnf(s2715,plain,
    ( ~ spl0_1761
    | spl0_2498 ),
    inference(sat_conversion,[],[f17484]) ).

cnf(s2717,plain,
    ( ~ spl0_946
    | ~ spl0_947
    | ~ spl0_2499 ),
    inference(sat_conversion,[],[f17490]) ).

cnf(s2719,plain,
    ( ~ spl0_1763
    | spl0_2499 ),
    inference(sat_conversion,[],[f17495]) ).

cnf(s2721,plain,
    ( ~ spl0_940
    | ~ spl0_941
    | ~ spl0_2500 ),
    inference(sat_conversion,[],[f17501]) ).

cnf(s2722,plain,
    ( ~ spl0_1769
    | spl0_2500 ),
    inference(sat_conversion,[],[f17505]) ).

cnf(s2727,plain,
    ( ~ spl0_1768
    | spl0_2500 ),
    inference(sat_conversion,[],[f17510]) ).

cnf(s2729,plain,
    ( ~ spl0_944
    | ~ spl0_945
    | ~ spl0_1765 ),
    inference(sat_conversion,[],[f17518]) ).

cnf(s2732,plain,
    ( ~ spl0_942
    | ~ spl0_943
    | ~ spl0_2501 ),
    inference(sat_conversion,[],[f17525]) ).

cnf(s2734,plain,
    ( ~ spl0_1766
    | spl0_2501 ),
    inference(sat_conversion,[],[f17533]) ).

cnf(s2736,plain,
    ( ~ spl0_1767
    | spl0_2501 ),
    inference(sat_conversion,[],[f17539]) ).

cnf(s2737,plain,
    ( ~ spl0_936
    | ~ spl0_937
    | ~ spl0_2502 ),
    inference(sat_conversion,[],[f17540]) ).

cnf(s2739,plain,
    ( ~ spl0_1773
    | spl0_2502 ),
    inference(sat_conversion,[],[f17550]) ).

cnf(s2740,plain,
    ( ~ spl0_938
    | ~ spl0_939
    | ~ spl0_1771 ),
    inference(sat_conversion,[],[f17556]) ).

cnf(s2748,plain,
    ( ~ spl0_1771
    | spl0_2505 ),
    inference(sat_conversion,[],[f17581]) ).

cnf(s2765,plain,
    ( ~ spl0_956
    | ~ spl0_957
    | ~ spl0_1752 ),
    inference(sat_conversion,[],[f17603]) ).

cnf(s2767,plain,
    ( ~ spl0_958
    | ~ spl0_959
    | ~ spl0_1750 ),
    inference(sat_conversion,[],[f17609]) ).

cnf(s2769,plain,
    ( ~ spl0_960
    | ~ spl0_961
    | ~ spl0_1748 ),
    inference(sat_conversion,[],[f17615]) ).

cnf(s2771,plain,
    ( ~ spl0_962
    | ~ spl0_963
    | ~ spl0_1746 ),
    inference(sat_conversion,[],[f17621]) ).

cnf(s2772,plain,
    ( ~ spl0_964
    | ~ spl0_965
    | ~ spl0_1744 ),
    inference(sat_conversion,[],[f17625]) ).

cnf(s2773,plain,
    ( ~ spl0_964
    | ~ spl0_965
    | ~ spl0_1745 ),
    inference(sat_conversion,[],[f17629]) ).

cnf(s2775,plain,
    ( ~ spl0_962
    | ~ spl0_963
    | ~ spl0_2506 ),
    inference(sat_conversion,[],[f17635]) ).

cnf(s2777,plain,
    ( ~ spl0_1747
    | spl0_2506 ),
    inference(sat_conversion,[],[f17642]) ).

cnf(s2779,plain,
    ( ~ spl0_960
    | ~ spl0_961
    | ~ spl0_2507 ),
    inference(sat_conversion,[],[f17648]) ).

cnf(s2781,plain,
    ( ~ spl0_1749
    | spl0_2507 ),
    inference(sat_conversion,[],[f17653]) ).

cnf(s2783,plain,
    ( ~ spl0_958
    | ~ spl0_959
    | ~ spl0_2508 ),
    inference(sat_conversion,[],[f17659]) ).

cnf(s2785,plain,
    ( ~ spl0_1751
    | spl0_2508 ),
    inference(sat_conversion,[],[f17664]) ).

cnf(s2787,plain,
    ( ~ spl0_956
    | ~ spl0_957
    | ~ spl0_2509 ),
    inference(sat_conversion,[],[f17670]) ).

cnf(s2790,plain,
    ( ~ spl0_1753
    | spl0_2509 ),
    inference(sat_conversion,[],[f17683]) ).

cnf(s2799,plain,
    ( ~ spl0_966
    | ~ spl0_967
    | ~ spl0_1742 ),
    inference(sat_conversion,[],[f17697]) ).

cnf(s2801,plain,
    ( ~ spl0_968
    | ~ spl0_969
    | ~ spl0_1740 ),
    inference(sat_conversion,[],[f17703]) ).

cnf(s2803,plain,
    ( ~ spl0_970
    | ~ spl0_971
    | ~ spl0_1738 ),
    inference(sat_conversion,[],[f17709]) ).

cnf(s2805,plain,
    ( ~ spl0_972
    | ~ spl0_973
    | ~ spl0_1736 ),
    inference(sat_conversion,[],[f17715]) ).

cnf(s2806,plain,
    ( ~ spl0_974
    | ~ spl0_975
    | ~ spl0_1734 ),
    inference(sat_conversion,[],[f17719]) ).

cnf(s2807,plain,
    ( ~ spl0_974
    | ~ spl0_975
    | ~ spl0_1735 ),
    inference(sat_conversion,[],[f17723]) ).

cnf(s2809,plain,
    ( ~ spl0_972
    | ~ spl0_973
    | ~ spl0_2511 ),
    inference(sat_conversion,[],[f17729]) ).

cnf(s2811,plain,
    ( ~ spl0_1737
    | spl0_2511 ),
    inference(sat_conversion,[],[f17736]) ).

cnf(s2813,plain,
    ( ~ spl0_970
    | ~ spl0_971
    | ~ spl0_2512 ),
    inference(sat_conversion,[],[f17742]) ).

cnf(s2815,plain,
    ( ~ spl0_1739
    | spl0_2512 ),
    inference(sat_conversion,[],[f17747]) ).

cnf(s2817,plain,
    ( ~ spl0_968
    | ~ spl0_969
    | ~ spl0_2513 ),
    inference(sat_conversion,[],[f17753]) ).

cnf(s2819,plain,
    ( ~ spl0_1741
    | spl0_2513 ),
    inference(sat_conversion,[],[f17758]) ).

cnf(s2821,plain,
    ( ~ spl0_966
    | ~ spl0_967
    | ~ spl0_2514 ),
    inference(sat_conversion,[],[f17764]) ).

cnf(s2824,plain,
    ( ~ spl0_1743
    | spl0_2514 ),
    inference(sat_conversion,[],[f17777]) ).

cnf(s2833,plain,
    ( ~ spl0_976
    | ~ spl0_977
    | ~ spl0_1732 ),
    inference(sat_conversion,[],[f17791]) ).

cnf(s2835,plain,
    ( ~ spl0_978
    | ~ spl0_979
    | ~ spl0_1730 ),
    inference(sat_conversion,[],[f17797]) ).

cnf(s2837,plain,
    ( ~ spl0_980
    | ~ spl0_981
    | ~ spl0_1728 ),
    inference(sat_conversion,[],[f17803]) ).

cnf(s2839,plain,
    ( ~ spl0_982
    | ~ spl0_983
    | ~ spl0_1726 ),
    inference(sat_conversion,[],[f17809]) ).

cnf(s2841,plain,
    ( ~ spl0_984
    | ~ spl0_985
    | ~ spl0_1724 ),
    inference(sat_conversion,[],[f17815]) ).

cnf(s2843,plain,
    ( ~ spl0_986
    | ~ spl0_987
    | ~ spl0_1722 ),
    inference(sat_conversion,[],[f17821]) ).

cnf(s2845,plain,
    ( ~ spl0_988
    | ~ spl0_989
    | ~ spl0_1720 ),
    inference(sat_conversion,[],[f17827]) ).

cnf(s2847,plain,
    ( ~ spl0_990
    | ~ spl0_991
    | ~ spl0_1718 ),
    inference(sat_conversion,[],[f17833]) ).

cnf(s2849,plain,
    ( ~ spl0_992
    | ~ spl0_993
    | ~ spl0_1716 ),
    inference(sat_conversion,[],[f17839]) ).

cnf(s2852,plain,
    ( ~ spl0_992
    | ~ spl0_993
    | ~ spl0_2516 ),
    inference(sat_conversion,[],[f17849]) ).

cnf(s2854,plain,
    ( ~ spl0_1717
    | spl0_2516 ),
    inference(sat_conversion,[],[f17854]) ).

cnf(s2856,plain,
    ( ~ spl0_990
    | ~ spl0_991
    | ~ spl0_2517 ),
    inference(sat_conversion,[],[f17860]) ).

cnf(s2858,plain,
    ( ~ spl0_1719
    | spl0_2517 ),
    inference(sat_conversion,[],[f17865]) ).

cnf(s2860,plain,
    ( ~ spl0_986
    | ~ spl0_987
    | ~ spl0_2518 ),
    inference(sat_conversion,[],[f17871]) ).

cnf(s2861,plain,
    ( ~ spl0_1723
    | spl0_2518 ),
    inference(sat_conversion,[],[f17875]) ).

cnf(s2864,plain,
    ( ~ spl0_1722
    | spl0_2518 ),
    inference(sat_conversion,[],[f17883]) ).

cnf(s2865,plain,
    ( ~ spl0_982
    | ~ spl0_983
    | ~ spl0_2519 ),
    inference(sat_conversion,[],[f17884]) ).

cnf(s2866,plain,
    ( ~ spl0_1727
    | spl0_2519 ),
    inference(sat_conversion,[],[f17890]) ).

cnf(s2869,plain,
    ( ~ spl0_1726
    | spl0_2519 ),
    inference(sat_conversion,[],[f17898]) ).

cnf(s2870,plain,
    ( ~ spl0_980
    | ~ spl0_981
    | ~ spl0_2520 ),
    inference(sat_conversion,[],[f17899]) ).

cnf(s2871,plain,
    ( ~ spl0_1729
    | spl0_2520 ),
    inference(sat_conversion,[],[f17905]) ).

cnf(s2874,plain,
    ( ~ spl0_1728
    | spl0_2520 ),
    inference(sat_conversion,[],[f17913]) ).

cnf(s2875,plain,
    ( ~ spl0_976
    | ~ spl0_977
    | ~ spl0_2521 ),
    inference(sat_conversion,[],[f17914]) ).

cnf(s2877,plain,
    ( ~ spl0_1733
    | spl0_2521 ),
    inference(sat_conversion,[],[f17922]) ).

cnf(s2878,plain,
    ( ~ spl0_978
    | ~ spl0_979
    | ~ spl0_1731 ),
    inference(sat_conversion,[],[f17928]) ).

cnf(s2886,plain,
    ( ~ spl0_1731
    | spl0_2522 ),
    inference(sat_conversion,[],[f17943]) ).

cnf(s2894,plain,
    ( ~ spl0_994
    | ~ spl0_995
    | ~ spl0_1714 ),
    inference(sat_conversion,[],[f17944]) ).

cnf(s2904,plain,
    ( ~ spl0_996
    | ~ spl0_997
    | ~ spl0_1712 ),
    inference(sat_conversion,[],[f17966]) ).

cnf(s2906,plain,
    ( ~ spl0_998
    | ~ spl0_999
    | ~ spl0_1710 ),
    inference(sat_conversion,[],[f17972]) ).

cnf(s2908,plain,
    ( ~ spl0_1000
    | ~ spl0_1001
    | ~ spl0_1708 ),
    inference(sat_conversion,[],[f17978]) ).

cnf(s2910,plain,
    ( ~ spl0_1002
    | ~ spl0_1003
    | ~ spl0_1706 ),
    inference(sat_conversion,[],[f17984]) ).

cnf(s2912,plain,
    ( ~ spl0_1004
    | ~ spl0_1005
    | ~ spl0_1704 ),
    inference(sat_conversion,[],[f17990]) ).

cnf(s2914,plain,
    ( ~ spl0_1006
    | ~ spl0_1007
    | ~ spl0_1702 ),
    inference(sat_conversion,[],[f17996]) ).

cnf(s2915,plain,
    ( ~ spl0_1008
    | ~ spl0_1009
    | ~ spl0_1700 ),
    inference(sat_conversion,[],[f18000]) ).

cnf(s2916,plain,
    ( ~ spl0_1008
    | ~ spl0_1009
    | ~ spl0_1701 ),
    inference(sat_conversion,[],[f18004]) ).

cnf(s2918,plain,
    ( ~ spl0_1006
    | ~ spl0_1007
    | ~ spl0_2523 ),
    inference(sat_conversion,[],[f18010]) ).

cnf(s2921,plain,
    ( ~ spl0_1703
    | spl0_2523 ),
    inference(sat_conversion,[],[f18020]) ).

cnf(s2923,plain,
    ( ~ spl0_1010
    | ~ spl0_1011
    | ~ spl0_1698 ),
    inference(sat_conversion,[],[f18026]) ).

cnf(s2924,plain,
    ( ~ spl0_1010
    | ~ spl0_1011
    | ~ spl0_1699 ),
    inference(sat_conversion,[],[f18030]) ).

cnf(s2926,plain,
    ( ~ spl0_1699
    | spl0_2525 ),
    inference(sat_conversion,[],[f18036]) ).

cnf(s2928,plain,
    ( ~ spl0_1012
    | ~ spl0_1013
    | ~ spl0_1696 ),
    inference(sat_conversion,[],[f18042]) ).

cnf(s2929,plain,
    ( ~ spl0_1014
    | ~ spl0_1015
    | ~ spl0_1694 ),
    inference(sat_conversion,[],[f18046]) ).

cnf(s2931,plain,
    ( ~ spl0_1012
    | ~ spl0_1013
    | ~ spl0_2526 ),
    inference(sat_conversion,[],[f18052]) ).

cnf(s2933,plain,
    ( ~ spl0_1696
    | spl0_2526 ),
    inference(sat_conversion,[],[f18059]) ).

cnf(s2935,plain,
    ( ~ spl0_1698
    | spl0_2525 ),
    inference(sat_conversion,[],[f18060]) ).

cnf(s2936,plain,
    ( ~ spl0_1697
    | spl0_2526 ),
    inference(sat_conversion,[],[f18061]) ).

cnf(s2937,plain,
    ( ~ spl0_1014
    | ~ spl0_1015
    | ~ spl0_1695 ),
    inference(sat_conversion,[],[f18067]) ).

cnf(s2940,plain,
    ( ~ spl0_1695
    | spl0_2527 ),
    inference(sat_conversion,[],[f18074]) ).

cnf(s2941,plain,
    ( ~ spl0_1016
    | ~ spl0_1017
    | ~ spl0_1692 ),
    inference(sat_conversion,[],[f18078]) ).

cnf(s2942,plain,
    ( ~ spl0_1016
    | ~ spl0_1017
    | ~ spl0_1693 ),
    inference(sat_conversion,[],[f18082]) ).

cnf(s2943,plain,
    ( ~ spl0_1694
    | spl0_2527 ),
    inference(sat_conversion,[],[f18083]) ).

cnf(s2946,plain,
    ( ~ spl0_1018
    | ~ spl0_1019
    | ~ spl0_1690 ),
    inference(sat_conversion,[],[f18094]) ).

cnf(s2948,plain,
    ( ~ spl0_1020
    | ~ spl0_1021
    | ~ spl0_1688 ),
    inference(sat_conversion,[],[f18100]) ).

cnf(s2949,plain,
    ( ~ spl0_1022
    | ~ spl0_1023
    | ~ spl0_1686 ),
    inference(sat_conversion,[],[f18104]) ).

cnf(s2950,plain,
    ( ~ spl0_1022
    | ~ spl0_1023
    | ~ spl0_1687 ),
    inference(sat_conversion,[],[f18108]) ).

cnf(s2952,plain,
    ( ~ spl0_1020
    | ~ spl0_1021
    | ~ spl0_2529 ),
    inference(sat_conversion,[],[f18114]) ).

cnf(s2955,plain,
    ( ~ spl0_1689
    | spl0_2529 ),
    inference(sat_conversion,[],[f18124]) ).

cnf(s2959,plain,
    ( ~ spl0_1018
    | ~ spl0_1019
    | ~ spl0_2531 ),
    inference(sat_conversion,[],[f18136]) ).

cnf(s2963,plain,
    ( ~ spl0_1691
    | spl0_2531 ),
    inference(sat_conversion,[],[f18145]) ).

cnf(s2965,plain,
    ( ~ spl0_1024
    | ~ spl0_1025
    | ~ spl0_1684 ),
    inference(sat_conversion,[],[f18146]) ).

cnf(s2970,plain,
    ( ~ spl0_1026
    | ~ spl0_1027
    | ~ spl0_1682 ),
    inference(sat_conversion,[],[f18158]) ).

cnf(s2972,plain,
    ( ~ spl0_1028
    | ~ spl0_1029
    | ~ spl0_1680 ),
    inference(sat_conversion,[],[f18164]) ).

cnf(s2975,plain,
    ( ~ spl0_1028
    | ~ spl0_1029
    | ~ spl0_2532 ),
    inference(sat_conversion,[],[f18174]) ).

cnf(s2977,plain,
    ( ~ spl0_1681
    | spl0_2532 ),
    inference(sat_conversion,[],[f18179]) ).

cnf(s2980,plain,
    ( ~ spl0_1024
    | ~ spl0_1025
    | ~ spl0_2533 ),
    inference(sat_conversion,[],[f18186]) ).

cnf(s2982,plain,
    ( ~ spl0_1684
    | spl0_2533 ),
    inference(sat_conversion,[],[f18193]) ).

cnf(s2985,plain,
    ( ~ spl0_1685
    | spl0_2533 ),
    inference(sat_conversion,[],[f18194]) ).

cnf(s2986,plain,
    ( ~ spl0_1026
    | ~ spl0_1027
    | ~ spl0_1683 ),
    inference(sat_conversion,[],[f18200]) ).

cnf(s2987,plain,
    ( ~ spl0_1688
    | spl0_2529 ),
    inference(sat_conversion,[],[f18201]) ).

cnf(s2989,plain,
    ( ~ spl0_1004
    | ~ spl0_1005
    | ~ spl0_2534 ),
    inference(sat_conversion,[],[f18207]) ).

cnf(s2990,plain,
    ( ~ spl0_1692
    | spl0_2528 ),
    inference(sat_conversion,[],[f18216]) ).

cnf(s2992,plain,
    ( ~ spl0_1705
    | spl0_2534 ),
    inference(sat_conversion,[],[f18227]) ).

cnf(s2994,plain,
    ( ~ spl0_1002
    | ~ spl0_1003
    | ~ spl0_2535 ),
    inference(sat_conversion,[],[f18233]) ).

cnf(s2996,plain,
    ( ~ spl0_1707
    | spl0_2535 ),
    inference(sat_conversion,[],[f18238]) ).

cnf(s2998,plain,
    ( ~ spl0_1000
    | ~ spl0_1001
    | ~ spl0_2536 ),
    inference(sat_conversion,[],[f18244]) ).

cnf(s2999,plain,
    ( ~ spl0_1709
    | spl0_2536 ),
    inference(sat_conversion,[],[f18248]) ).

cnf(s3002,plain,
    ( ~ spl0_1708
    | spl0_2536 ),
    inference(sat_conversion,[],[f18256]) ).

cnf(s3003,plain,
    ( ~ spl0_996
    | ~ spl0_997
    | ~ spl0_2537 ),
    inference(sat_conversion,[],[f18257]) ).

cnf(s3005,plain,
    ( ~ spl0_1712
    | spl0_2537 ),
    inference(sat_conversion,[],[f18265]) ).

cnf(s3006,plain,
    ( ~ spl0_1716
    | spl0_2516 ),
    inference(sat_conversion,[],[f18266]) ).

cnf(s3007,plain,
    ( ~ spl0_1718
    | spl0_2517 ),
    inference(sat_conversion,[],[f18267]) ).

cnf(s3010,plain,
    ( ~ spl0_1713
    | spl0_2537 ),
    inference(sat_conversion,[],[f18274]) ).

cnf(s3011,plain,
    ( ~ spl0_994
    | ~ spl0_995
    | ~ spl0_2538 ),
    inference(sat_conversion,[],[f18275]) ).

cnf(s3013,plain,
    ( ~ spl0_1715
    | spl0_2538 ),
    inference(sat_conversion,[],[f18284]) ).

cnf(s3016,plain,
    ( ~ spl0_998
    | ~ spl0_999
    | ~ spl0_1711 ),
    inference(sat_conversion,[],[f18294]) ).

cnf(s3019,plain,
    ( ~ spl0_984
    | ~ spl0_985
    | ~ spl0_2539 ),
    inference(sat_conversion,[],[f18301]) ).

cnf(s3023,plain,
    ( ~ spl0_1725
    | spl0_2539 ),
    inference(sat_conversion,[],[f18316]) ).

cnf(s3027,plain,
    ( ~ spl0_988
    | ~ spl0_989
    | ~ spl0_1721 ),
    inference(sat_conversion,[],[f18324]) ).

cnf(s3053,plain,
    ( ~ spl0_1721
    | spl0_2542 ),
    inference(sat_conversion,[],[f18373]) ).

cnf(s3077,plain,
    ( ~ spl0_1030
    | ~ spl0_1031
    | ~ spl0_1678 ),
    inference(sat_conversion,[],[f18377]) ).

cnf(s3100,plain,
    ( ~ spl0_1032
    | ~ spl0_1033
    | ~ spl0_1676 ),
    inference(sat_conversion,[],[f18425]) ).

cnf(s3101,plain,
    ( ~ spl0_1034
    | ~ spl0_1035
    | ~ spl0_1674 ),
    inference(sat_conversion,[],[f18429]) ).

cnf(s3102,plain,
    ( ~ spl0_1034
    | ~ spl0_1035
    | ~ spl0_1675 ),
    inference(sat_conversion,[],[f18433]) ).

cnf(s3105,plain,
    ( ~ spl0_1036
    | ~ spl0_1037
    | ~ spl0_1672 ),
    inference(sat_conversion,[],[f18444]) ).

cnf(s3106,plain,
    ( ~ spl0_1038
    | ~ spl0_1039
    | ~ spl0_1670 ),
    inference(sat_conversion,[],[f18448]) ).

cnf(s3107,plain,
    ( ~ spl0_1038
    | ~ spl0_1039
    | ~ spl0_1671 ),
    inference(sat_conversion,[],[f18452]) ).

cnf(s3109,plain,
    ( ~ spl0_1036
    | ~ spl0_1037
    | ~ spl0_2544 ),
    inference(sat_conversion,[],[f18458]) ).

cnf(s3112,plain,
    ( ~ spl0_1673
    | spl0_2544 ),
    inference(sat_conversion,[],[f18468]) ).

cnf(s3114,plain,
    ( ~ spl0_1040
    | ~ spl0_1041
    | ~ spl0_1668 ),
    inference(sat_conversion,[],[f18474]) ).

cnf(s3115,plain,
    ( ~ spl0_1040
    | ~ spl0_1041
    | ~ spl0_1669 ),
    inference(sat_conversion,[],[f18478]) ).

cnf(s3117,plain,
    ( ~ spl0_1042
    | ~ spl0_1043
    | ~ spl0_1666 ),
    inference(sat_conversion,[],[f18487]) ).

cnf(s3118,plain,
    ( ~ spl0_1042
    | ~ spl0_1043
    | ~ spl0_1667 ),
    inference(sat_conversion,[],[f18491]) ).

cnf(s3120,plain,
    ( ~ spl0_1667
    | spl0_2547 ),
    inference(sat_conversion,[],[f18497]) ).

cnf(s3121,plain,
    ( ~ spl0_1666
    | spl0_2547 ),
    inference(sat_conversion,[],[f18498]) ).

cnf(s3124,plain,
    ( ~ spl0_1044
    | ~ spl0_1045
    | ~ spl0_1664 ),
    inference(sat_conversion,[],[f18504]) ).

cnf(s3126,plain,
    ( ~ spl0_1046
    | ~ spl0_1047
    | ~ spl0_1662 ),
    inference(sat_conversion,[],[f18510]) ).

cnf(s3128,plain,
    ( ~ spl0_1048
    | ~ spl0_1049
    | ~ spl0_1660 ),
    inference(sat_conversion,[],[f18516]) ).

cnf(s3129,plain,
    ( ~ spl0_1050
    | ~ spl0_1051
    | ~ spl0_1658 ),
    inference(sat_conversion,[],[f18520]) ).

cnf(s3130,plain,
    ( ~ spl0_1050
    | ~ spl0_1051
    | ~ spl0_1659 ),
    inference(sat_conversion,[],[f18524]) ).

cnf(s3132,plain,
    ( ~ spl0_1052
    | ~ spl0_1053
    | ~ spl0_1656 ),
    inference(sat_conversion,[],[f18533]) ).

cnf(s3133,plain,
    ( ~ spl0_1052
    | ~ spl0_1053
    | ~ spl0_1657 ),
    inference(sat_conversion,[],[f18537]) ).

cnf(s3135,plain,
    ( ~ spl0_1054
    | ~ spl0_1055
    | ~ spl0_1654 ),
    inference(sat_conversion,[],[f18546]) ).

cnf(s3136,plain,
    ( ~ spl0_1054
    | ~ spl0_1055
    | ~ spl0_1655 ),
    inference(sat_conversion,[],[f18550]) ).

cnf(s3138,plain,
    ( ~ spl0_1056
    | ~ spl0_1057
    | ~ spl0_1652 ),
    inference(sat_conversion,[],[f18559]) ).

cnf(s3139,plain,
    ( ~ spl0_1056
    | ~ spl0_1057
    | ~ spl0_1653 ),
    inference(sat_conversion,[],[f18563]) ).

cnf(s3141,plain,
    ( ~ spl0_1653
    | spl0_2551 ),
    inference(sat_conversion,[],[f18569]) ).

cnf(s3142,plain,
    ( ~ spl0_1058
    | ~ spl0_1059
    | ~ spl0_1650 ),
    inference(sat_conversion,[],[f18573]) ).

cnf(s3143,plain,
    ( ~ spl0_1652
    | spl0_2551 ),
    inference(sat_conversion,[],[f18574]) ).

cnf(s3144,plain,
    ( ~ spl0_1058
    | ~ spl0_1059
    | ~ spl0_1651 ),
    inference(sat_conversion,[],[f18578]) ).

cnf(s3146,plain,
    ( ~ spl0_1651
    | spl0_2552 ),
    inference(sat_conversion,[],[f18584]) ).

cnf(s3147,plain,
    ( ~ spl0_1650
    | spl0_2552 ),
    inference(sat_conversion,[],[f18585]) ).

cnf(s3149,plain,
    ( ~ spl0_1060
    | ~ spl0_1061
    | ~ spl0_1648 ),
    inference(sat_conversion,[],[f18591]) ).

cnf(s3151,plain,
    ( ~ spl0_1062
    | ~ spl0_1063
    | ~ spl0_1646 ),
    inference(sat_conversion,[],[f18597]) ).

cnf(s3152,plain,
    ( ~ spl0_1064
    | ~ spl0_1065
    | ~ spl0_1644 ),
    inference(sat_conversion,[],[f18601]) ).

cnf(s3153,plain,
    ( ~ spl0_1064
    | ~ spl0_1065
    | ~ spl0_1645 ),
    inference(sat_conversion,[],[f18605]) ).

cnf(s3155,plain,
    ( ~ spl0_1066
    | ~ spl0_1067
    | ~ spl0_1642 ),
    inference(sat_conversion,[],[f18614]) ).

cnf(s3156,plain,
    ( ~ spl0_1066
    | ~ spl0_1067
    | ~ spl0_1643 ),
    inference(sat_conversion,[],[f18618]) ).

cnf(s3159,plain,
    ( ~ spl0_1068
    | ~ spl0_1069
    | ~ spl0_1640 ),
    inference(sat_conversion,[],[f18629]) ).

cnf(s3161,plain,
    ( ~ spl0_1070
    | ~ spl0_1071
    | ~ spl0_1638 ),
    inference(sat_conversion,[],[f18635]) ).

cnf(s3162,plain,
    ( ~ spl0_1072
    | ~ spl0_1073
    | ~ spl0_1636 ),
    inference(sat_conversion,[],[f18639]) ).

cnf(s3164,plain,
    ( ~ spl0_1070
    | ~ spl0_1071
    | ~ spl0_2555 ),
    inference(sat_conversion,[],[f18645]) ).

cnf(s3166,plain,
    ( ~ spl0_1639
    | spl0_2555 ),
    inference(sat_conversion,[],[f18650]) ).

cnf(s3168,plain,
    ( ~ spl0_1068
    | ~ spl0_1069
    | ~ spl0_2556 ),
    inference(sat_conversion,[],[f18656]) ).

cnf(s3170,plain,
    ( ~ spl0_1641
    | spl0_2556 ),
    inference(sat_conversion,[],[f18663]) ).

cnf(s3173,plain,
    ( ~ spl0_1072
    | ~ spl0_1073
    | ~ spl0_1637 ),
    inference(sat_conversion,[],[f18671]) ).

cnf(s3177,plain,
    ( ~ spl0_1074
    | ~ spl0_1075
    | ~ spl0_1634 ),
    inference(sat_conversion,[],[f18683]) ).

cnf(s3180,plain,
    ( ~ spl0_1074
    | ~ spl0_1075
    | ~ spl0_2558 ),
    inference(sat_conversion,[],[f18693]) ).

cnf(s3182,plain,
    ( ~ spl0_1635
    | spl0_2558 ),
    inference(sat_conversion,[],[f18699]) ).

cnf(s3183,plain,
    ( ~ spl0_1076
    | ~ spl0_1077
    | ~ spl0_1632 ),
    inference(sat_conversion,[],[f18700]) ).

cnf(s3185,plain,
    ( ~ spl0_1078
    | ~ spl0_1079
    | ~ spl0_1630 ),
    inference(sat_conversion,[],[f18706]) ).

cnf(s3186,plain,
    ( ~ spl0_1078
    | ~ spl0_1079
    | ~ spl0_1631 ),
    inference(sat_conversion,[],[f18710]) ).

cnf(s3189,plain,
    ( ~ spl0_1080
    | ~ spl0_1081
    | ~ spl0_1628 ),
    inference(sat_conversion,[],[f18721]) ).

cnf(s3191,plain,
    ( ~ spl0_1082
    | ~ spl0_1083
    | ~ spl0_1626 ),
    inference(sat_conversion,[],[f18727]) ).

cnf(s3192,plain,
    ( ~ spl0_1084
    | ~ spl0_1085
    | ~ spl0_1624 ),
    inference(sat_conversion,[],[f18731]) ).

cnf(s3193,plain,
    ( ~ spl0_1084
    | ~ spl0_1085
    | ~ spl0_1625 ),
    inference(sat_conversion,[],[f18735]) ).

cnf(s3195,plain,
    ( ~ spl0_1086
    | ~ spl0_1087
    | ~ spl0_1622 ),
    inference(sat_conversion,[],[f18744]) ).

cnf(s3196,plain,
    ( ~ spl0_1086
    | ~ spl0_1087
    | ~ spl0_1623 ),
    inference(sat_conversion,[],[f18748]) ).

cnf(s3198,plain,
    ( ~ spl0_1088
    | ~ spl0_1089
    | ~ spl0_1620 ),
    inference(sat_conversion,[],[f18757]) ).

cnf(s3199,plain,
    ( ~ spl0_1088
    | ~ spl0_1089
    | ~ spl0_1621 ),
    inference(sat_conversion,[],[f18761]) ).

cnf(s3201,plain,
    ( ~ spl0_1090
    | ~ spl0_1091
    | ~ spl0_1618 ),
    inference(sat_conversion,[],[f18770]) ).

cnf(s3202,plain,
    ( ~ spl0_1090
    | ~ spl0_1091
    | ~ spl0_1619 ),
    inference(sat_conversion,[],[f18774]) ).

cnf(s3205,plain,
    ( ~ spl0_1092
    | ~ spl0_1093
    | ~ spl0_1616 ),
    inference(sat_conversion,[],[f18785]) ).

cnf(s3206,plain,
    ( ~ spl0_1094
    | ~ spl0_1095
    | ~ spl0_1614 ),
    inference(sat_conversion,[],[f18789]) ).

cnf(s3207,plain,
    ( ~ spl0_1094
    | ~ spl0_1095
    | ~ spl0_1615 ),
    inference(sat_conversion,[],[f18793]) ).

cnf(s3209,plain,
    ( ~ spl0_1615
    | spl0_2564 ),
    inference(sat_conversion,[],[f18799]) ).

cnf(s3210,plain,
    ( ~ spl0_1614
    | spl0_2564 ),
    inference(sat_conversion,[],[f18800]) ).

cnf(s3212,plain,
    ( ~ spl0_1096
    | ~ spl0_1097
    | ~ spl0_1612 ),
    inference(sat_conversion,[],[f18804]) ).

cnf(s3213,plain,
    ( ~ spl0_1096
    | ~ spl0_1097
    | ~ spl0_1613 ),
    inference(sat_conversion,[],[f18808]) ).

cnf(s3215,plain,
    ( ~ spl0_1613
    | spl0_2565 ),
    inference(sat_conversion,[],[f18814]) ).

cnf(s3216,plain,
    ( ~ spl0_1612
    | spl0_2565 ),
    inference(sat_conversion,[],[f18815]) ).

cnf(s3218,plain,
    ( ~ spl0_1098
    | ~ spl0_1099
    | ~ spl0_1610 ),
    inference(sat_conversion,[],[f18819]) ).

cnf(s3219,plain,
    ( ~ spl0_1098
    | ~ spl0_1099
    | ~ spl0_1611 ),
    inference(sat_conversion,[],[f18823]) ).

cnf(s3221,plain,
    ( ~ spl0_1611
    | spl0_2566 ),
    inference(sat_conversion,[],[f18829]) ).

cnf(s3222,plain,
    ( ~ spl0_1610
    | spl0_2566 ),
    inference(sat_conversion,[],[f18830]) ).

cnf(s3224,plain,
    ( ~ spl0_1100
    | ~ spl0_1101
    | ~ spl0_1608 ),
    inference(sat_conversion,[],[f18836]) ).

cnf(s3227,plain,
    ( ~ spl0_1100
    | ~ spl0_1101
    | ~ spl0_2567 ),
    inference(sat_conversion,[],[f18846]) ).

cnf(s3229,plain,
    ( ~ spl0_1609
    | spl0_2567 ),
    inference(sat_conversion,[],[f18851]) ).

cnf(s3231,plain,
    ( ~ spl0_1092
    | ~ spl0_1093
    | ~ spl0_2568 ),
    inference(sat_conversion,[],[f18857]) ).

cnf(s3233,plain,
    ( ~ spl0_1617
    | spl0_2568 ),
    inference(sat_conversion,[],[f18873]) ).

cnf(s3238,plain,
    ( ~ spl0_1102
    | ~ spl0_1103
    | ~ spl0_1606 ),
    inference(sat_conversion,[],[f18877]) ).

cnf(s3244,plain,
    ( ~ spl0_1104
    | ~ spl0_1105
    | ~ spl0_1604 ),
    inference(sat_conversion,[],[f18891]) ).

cnf(s3245,plain,
    ( ~ spl0_1608
    | spl0_2567 ),
    inference(sat_conversion,[],[f18892]) ).

cnf(s3249,plain,
    ( ~ spl0_1102
    | ~ spl0_1103
    | ~ spl0_2569 ),
    inference(sat_conversion,[],[f18899]) ).

cnf(s3251,plain,
    ( ~ spl0_1607
    | spl0_2569 ),
    inference(sat_conversion,[],[f18905]) ).

cnf(s3252,plain,
    ( ~ spl0_1104
    | ~ spl0_1105
    | ~ spl0_1605 ),
    inference(sat_conversion,[],[f18911]) ).

cnf(s3256,plain,
    ( ~ spl0_1106
    | ~ spl0_1107
    | ~ spl0_1602 ),
    inference(sat_conversion,[],[f18923]) ).

cnf(s3258,plain,
    ( ~ spl0_1108
    | ~ spl0_1109
    | ~ spl0_1600 ),
    inference(sat_conversion,[],[f18929]) ).

cnf(s3259,plain,
    ( ~ spl0_1110
    | ~ spl0_1111
    | ~ spl0_1598 ),
    inference(sat_conversion,[],[f18933]) ).

cnf(s3260,plain,
    ( ~ spl0_1110
    | ~ spl0_1111
    | ~ spl0_1599 ),
    inference(sat_conversion,[],[f18937]) ).

cnf(s3262,plain,
    ( ~ spl0_1599
    | spl0_2571 ),
    inference(sat_conversion,[],[f18943]) ).

cnf(s3263,plain,
    ( ~ spl0_1112
    | ~ spl0_1113
    | ~ spl0_1596 ),
    inference(sat_conversion,[],[f18947]) ).

cnf(s3264,plain,
    ( ~ spl0_1112
    | ~ spl0_1113
    | ~ spl0_1597 ),
    inference(sat_conversion,[],[f18951]) ).

cnf(s3266,plain,
    ( ~ spl0_1597
    | spl0_2572 ),
    inference(sat_conversion,[],[f18957]) ).

cnf(s3268,plain,
    ( ~ spl0_1596
    | spl0_2572 ),
    inference(sat_conversion,[],[f18962]) ).

cnf(s3269,plain,
    ( ~ spl0_1114
    | ~ spl0_1115
    | ~ spl0_1594 ),
    inference(sat_conversion,[],[f18964]) ).

cnf(s3270,plain,
    ( ~ spl0_1116
    | ~ spl0_1117
    | ~ spl0_1592 ),
    inference(sat_conversion,[],[f18968]) ).

cnf(s3271,plain,
    ( ~ spl0_1116
    | ~ spl0_1117
    | ~ spl0_1593 ),
    inference(sat_conversion,[],[f18972]) ).

cnf(s3273,plain,
    ( ~ spl0_1593
    | spl0_2573 ),
    inference(sat_conversion,[],[f18978]) ).

cnf(s3275,plain,
    ( ~ spl0_1118
    | ~ spl0_1119
    | ~ spl0_1590 ),
    inference(sat_conversion,[],[f18984]) ).

cnf(s3276,plain,
    ( ~ spl0_1120
    | ~ spl0_1121
    | ~ spl0_1588 ),
    inference(sat_conversion,[],[f18988]) ).

cnf(s3277,plain,
    ( ~ spl0_1120
    | ~ spl0_1121
    | ~ spl0_1589 ),
    inference(sat_conversion,[],[f18992]) ).

cnf(s3279,plain,
    ( ~ spl0_1589
    | spl0_2574 ),
    inference(sat_conversion,[],[f18998]) ).

cnf(s3280,plain,
    ( ~ spl0_1588
    | spl0_2574 ),
    inference(sat_conversion,[],[f18999]) ).

cnf(s3283,plain,
    ( ~ spl0_1122
    | ~ spl0_1123
    | ~ spl0_1586 ),
    inference(sat_conversion,[],[f19005]) ).

cnf(s3284,plain,
    ( ~ spl0_1124
    | ~ spl0_1125
    | ~ spl0_1584 ),
    inference(sat_conversion,[],[f19009]) ).

cnf(s3285,plain,
    ( ~ spl0_1124
    | ~ spl0_1125
    | ~ spl0_1585 ),
    inference(sat_conversion,[],[f19013]) ).

cnf(s3287,plain,
    ( ~ spl0_1122
    | ~ spl0_1123
    | ~ spl0_2575 ),
    inference(sat_conversion,[],[f19019]) ).

cnf(s3288,plain,
    ( ~ spl0_1587
    | spl0_2575 ),
    inference(sat_conversion,[],[f19023]) ).

cnf(s3291,plain,
    ( ~ spl0_1586
    | spl0_2575 ),
    inference(sat_conversion,[],[f19031]) ).

cnf(s3292,plain,
    ( ~ spl0_1118
    | ~ spl0_1119
    | ~ spl0_2576 ),
    inference(sat_conversion,[],[f19032]) ).

cnf(s3293,plain,
    ( ~ spl0_1591
    | spl0_2576 ),
    inference(sat_conversion,[],[f19040]) ).

cnf(s3296,plain,
    ( ~ spl0_1590
    | spl0_2576 ),
    inference(sat_conversion,[],[f19048]) ).

cnf(s3297,plain,
    ( ~ spl0_1114
    | ~ spl0_1115
    | ~ spl0_2577 ),
    inference(sat_conversion,[],[f19049]) ).

cnf(s3299,plain,
    ( ~ spl0_1595
    | spl0_2577 ),
    inference(sat_conversion,[],[f19056]) ).

cnf(s3301,plain,
    ( ~ spl0_1108
    | ~ spl0_1109
    | ~ spl0_2578 ),
    inference(sat_conversion,[],[f19062]) ).

cnf(s3303,plain,
    ( ~ spl0_1601
    | spl0_2578 ),
    inference(sat_conversion,[],[f19069]) ).

cnf(s3305,plain,
    ( ~ spl0_1106
    | ~ spl0_1107
    | ~ spl0_2579 ),
    inference(sat_conversion,[],[f19075]) ).

cnf(s3307,plain,
    ( ~ spl0_1603
    | spl0_2579 ),
    inference(sat_conversion,[],[f19080]) ).

cnf(s3309,plain,
    ( ~ spl0_1082
    | ~ spl0_1083
    | ~ spl0_2580 ),
    inference(sat_conversion,[],[f19086]) ).

cnf(s3310,plain,
    ( ~ spl0_1604
    | spl0_2570 ),
    inference(sat_conversion,[],[f19089]) ).

cnf(s3311,plain,
    ( ~ spl0_1618
    | spl0_2563 ),
    inference(sat_conversion,[],[f19094]) ).

cnf(s3312,plain,
    ( ~ spl0_1620
    | spl0_2562 ),
    inference(sat_conversion,[],[f19097]) ).

cnf(s3313,plain,
    ( ~ spl0_1622
    | spl0_2561 ),
    inference(sat_conversion,[],[f19100]) ).

cnf(s3314,plain,
    ( ~ spl0_1624
    | spl0_2560 ),
    inference(sat_conversion,[],[f19103]) ).

cnf(s3316,plain,
    ( ~ spl0_1627
    | spl0_2580 ),
    inference(sat_conversion,[],[f19108]) ).

cnf(s3318,plain,
    ( ~ spl0_1080
    | ~ spl0_1081
    | ~ spl0_2581 ),
    inference(sat_conversion,[],[f19114]) ).

cnf(s3320,plain,
    ( ~ spl0_1629
    | spl0_2581 ),
    inference(sat_conversion,[],[f19119]) ).

cnf(s3323,plain,
    ( ~ spl0_1076
    | ~ spl0_1077
    | ~ spl0_2582 ),
    inference(sat_conversion,[],[f19126]) ).

cnf(s3324,plain,
    ( ~ spl0_1630
    | spl0_2559 ),
    inference(sat_conversion,[],[f19129]) ).

cnf(s3326,plain,
    ( ~ spl0_1638
    | spl0_2555 ),
    inference(sat_conversion,[],[f19134]) ).

cnf(s3327,plain,
    ( ~ spl0_1633
    | spl0_2582 ),
    inference(sat_conversion,[],[f19135]) ).

cnf(s3330,plain,
    ( ~ spl0_1060
    | ~ spl0_1061
    | ~ spl0_2583 ),
    inference(sat_conversion,[],[f19141]) ).

cnf(s3331,plain,
    ( ~ spl0_1636
    | spl0_2557 ),
    inference(sat_conversion,[],[f19144]) ).

cnf(s3332,plain,
    ( ~ spl0_1642
    | spl0_2554 ),
    inference(sat_conversion,[],[f19149]) ).

cnf(s3333,plain,
    ( ~ spl0_1644
    | spl0_2553 ),
    inference(sat_conversion,[],[f19152]) ).

cnf(s3335,plain,
    ( ~ spl0_1649
    | spl0_2583 ),
    inference(sat_conversion,[],[f19158]) ).

cnf(s3336,plain,
    ( ~ spl0_1062
    | ~ spl0_1063
    | ~ spl0_1647 ),
    inference(sat_conversion,[],[f19164]) ).

cnf(s3337,plain,
    ( ~ spl0_1648
    | spl0_2583 ),
    inference(sat_conversion,[],[f19165]) ).

cnf(s3340,plain,
    ( ~ spl0_1048
    | ~ spl0_1049
    | ~ spl0_2584 ),
    inference(sat_conversion,[],[f19171]) ).

cnf(s3341,plain,
    ( ~ spl0_1654
    | spl0_2550 ),
    inference(sat_conversion,[],[f19182]) ).

cnf(s3342,plain,
    ( ~ spl0_1656
    | spl0_2549 ),
    inference(sat_conversion,[],[f19185]) ).

cnf(s3343,plain,
    ( ~ spl0_1658
    | spl0_2548 ),
    inference(sat_conversion,[],[f19188]) ).

cnf(s3345,plain,
    ( ~ spl0_1661
    | spl0_2584 ),
    inference(sat_conversion,[],[f19193]) ).

cnf(s3347,plain,
    ( ~ spl0_1044
    | ~ spl0_1045
    | ~ spl0_2585 ),
    inference(sat_conversion,[],[f19199]) ).

cnf(s3349,plain,
    ( ~ spl0_1665
    | spl0_2585 ),
    inference(sat_conversion,[],[f19205]) ).

cnf(s3350,plain,
    ( ~ spl0_1046
    | ~ spl0_1047
    | ~ spl0_1663 ),
    inference(sat_conversion,[],[f19211]) ).

cnf(s3456,plain,
    ( ~ spl0_1126
    | ~ spl0_1127
    | ~ spl0_1582 ),
    inference(sat_conversion,[],[f19376]) ).

cnf(s3459,plain,
    ( ~ spl0_1126
    | ~ spl0_1127
    | ~ spl0_2589 ),
    inference(sat_conversion,[],[f19386]) ).

cnf(s3461,plain,
    ( ~ spl0_1583
    | spl0_2589 ),
    inference(sat_conversion,[],[f19392]) ).

cnf(s3462,plain,
    ( ~ spl0_1128
    | ~ spl0_1129
    | ~ spl0_1580 ),
    inference(sat_conversion,[],[f19393]) ).

cnf(s3467,plain,
    ( ~ spl0_1128
    | ~ spl0_1129
    | ~ spl0_2590 ),
    inference(sat_conversion,[],[f19406]) ).

cnf(s3469,plain,
    ( ~ spl0_1581
    | spl0_2590 ),
    inference(sat_conversion,[],[f19412]) ).

cnf(s3470,plain,
    ( ~ spl0_1130
    | ~ spl0_1131
    | ~ spl0_1578 ),
    inference(sat_conversion,[],[f19413]) ).

cnf(s3473,plain,
    ( ~ spl0_1132
    | ~ spl0_1133
    | ~ spl0_1576 ),
    inference(sat_conversion,[],[f19421]) ).

cnf(s3477,plain,
    ( ~ spl0_1130
    | ~ spl0_1131
    | ~ spl0_2591 ),
    inference(sat_conversion,[],[f19432]) ).

cnf(s3479,plain,
    ( ~ spl0_1579
    | spl0_2591 ),
    inference(sat_conversion,[],[f19438]) ).

cnf(s3480,plain,
    ( ~ spl0_1132
    | ~ spl0_1133
    | ~ spl0_1577 ),
    inference(sat_conversion,[],[f19444]) ).

cnf(s3484,plain,
    ( ~ spl0_1134
    | ~ spl0_1135
    | ~ spl0_1574 ),
    inference(sat_conversion,[],[f19452]) ).

cnf(s3486,plain,
    ( ~ spl0_1136
    | ~ spl0_1137
    | ~ spl0_1572 ),
    inference(sat_conversion,[],[f19458]) ).

cnf(s3487,plain,
    ( ~ spl0_1136
    | ~ spl0_1137
    | ~ spl0_1573 ),
    inference(sat_conversion,[],[f19462]) ).

cnf(s3489,plain,
    ( ~ spl0_1573
    | spl0_2593 ),
    inference(sat_conversion,[],[f19468]) ).

cnf(s3490,plain,
    ( ~ spl0_1138
    | ~ spl0_1139
    | ~ spl0_1570 ),
    inference(sat_conversion,[],[f19472]) ).

cnf(s3491,plain,
    ( ~ spl0_1138
    | ~ spl0_1139
    | ~ spl0_1571 ),
    inference(sat_conversion,[],[f19476]) ).

cnf(s3494,plain,
    ( ~ spl0_1140
    | ~ spl0_1141
    | ~ spl0_1568 ),
    inference(sat_conversion,[],[f19487]) ).

cnf(s3496,plain,
    ( ~ spl0_1142
    | ~ spl0_1143
    | ~ spl0_1566 ),
    inference(sat_conversion,[],[f19493]) ).

cnf(s3498,plain,
    ( ~ spl0_1144
    | ~ spl0_1145
    | ~ spl0_1564 ),
    inference(sat_conversion,[],[f19499]) ).

cnf(s3500,plain,
    ( ~ spl0_1146
    | ~ spl0_1147
    | ~ spl0_1562 ),
    inference(sat_conversion,[],[f19505]) ).

cnf(s3503,plain,
    ( ~ spl0_1144
    | ~ spl0_1145
    | ~ spl0_2595 ),
    inference(sat_conversion,[],[f19515]) ).

cnf(s3504,plain,
    ( ~ spl0_1565
    | spl0_2595 ),
    inference(sat_conversion,[],[f19519]) ).

cnf(s3507,plain,
    ( ~ spl0_1564
    | spl0_2595 ),
    inference(sat_conversion,[],[f19527]) ).

cnf(s3508,plain,
    ( ~ spl0_1142
    | ~ spl0_1143
    | ~ spl0_2596 ),
    inference(sat_conversion,[],[f19528]) ).

cnf(s3512,plain,
    ( ~ spl0_1567
    | spl0_2596 ),
    inference(sat_conversion,[],[f19538]) ).

cnf(s3515,plain,
    ( ~ spl0_1148
    | ~ spl0_1149
    | ~ spl0_1560 ),
    inference(sat_conversion,[],[f19539]) ).

cnf(s3520,plain,
    ( ~ spl0_1150
    | ~ spl0_1151
    | ~ spl0_1558 ),
    inference(sat_conversion,[],[f19551]) ).

cnf(s3521,plain,
    ( ~ spl0_1152
    | ~ spl0_1153
    | ~ spl0_1556 ),
    inference(sat_conversion,[],[f19555]) ).

cnf(s3522,plain,
    ( ~ spl0_1152
    | ~ spl0_1153
    | ~ spl0_1557 ),
    inference(sat_conversion,[],[f19559]) ).

cnf(s3524,plain,
    ( ~ spl0_1557
    | spl0_2597 ),
    inference(sat_conversion,[],[f19565]) ).

cnf(s3526,plain,
    ( ~ spl0_1154
    | ~ spl0_1155
    | ~ spl0_1554 ),
    inference(sat_conversion,[],[f19571]) ).

cnf(s3528,plain,
    ( ~ spl0_1156
    | ~ spl0_1157
    | ~ spl0_1552 ),
    inference(sat_conversion,[],[f19577]) ).

cnf(s3530,plain,
    ( ~ spl0_1158
    | ~ spl0_1159
    | ~ spl0_1550 ),
    inference(sat_conversion,[],[f19583]) ).

cnf(s3532,plain,
    ( ~ spl0_1160
    | ~ spl0_1161
    | ~ spl0_1548 ),
    inference(sat_conversion,[],[f19589]) ).

cnf(s3534,plain,
    ( ~ spl0_1162
    | ~ spl0_1163
    | ~ spl0_1546 ),
    inference(sat_conversion,[],[f19595]) ).

cnf(s3536,plain,
    ( ~ spl0_1164
    | ~ spl0_1165
    | ~ spl0_1544 ),
    inference(sat_conversion,[],[f19601]) ).

cnf(s3537,plain,
    ( ~ spl0_1166
    | ~ spl0_1167
    | ~ spl0_1542 ),
    inference(sat_conversion,[],[f19605]) ).

cnf(s3538,plain,
    ( ~ spl0_1166
    | ~ spl0_1167
    | ~ spl0_1543 ),
    inference(sat_conversion,[],[f19609]) ).

cnf(s3540,plain,
    ( ~ spl0_1164
    | ~ spl0_1165
    | ~ spl0_2598 ),
    inference(sat_conversion,[],[f19615]) ).

cnf(s3541,plain,
    ( ~ spl0_1545
    | spl0_2598 ),
    inference(sat_conversion,[],[f19619]) ).

cnf(s3545,plain,
    ( ~ spl0_1544
    | spl0_2598 ),
    inference(sat_conversion,[],[f19627]) ).

cnf(s3547,plain,
    ( ~ spl0_1168
    | ~ spl0_1169
    | ~ spl0_1540 ),
    inference(sat_conversion,[],[f19633]) ).

cnf(s3548,plain,
    ( ~ spl0_1168
    | ~ spl0_1169
    | ~ spl0_1541 ),
    inference(sat_conversion,[],[f19637]) ).

cnf(s3550,plain,
    ( ~ spl0_1170
    | ~ spl0_1171
    | ~ spl0_1538 ),
    inference(sat_conversion,[],[f19646]) ).

cnf(s3551,plain,
    ( ~ spl0_1170
    | ~ spl0_1171
    | ~ spl0_1539 ),
    inference(sat_conversion,[],[f19650]) ).

cnf(s3554,plain,
    ( ~ spl0_1172
    | ~ spl0_1173
    | ~ spl0_1536 ),
    inference(sat_conversion,[],[f19661]) ).

cnf(s3555,plain,
    ( ~ spl0_1174
    | ~ spl0_1175
    | ~ spl0_1534 ),
    inference(sat_conversion,[],[f19665]) ).

cnf(s3557,plain,
    ( ~ spl0_1172
    | ~ spl0_1173
    | ~ spl0_2602 ),
    inference(sat_conversion,[],[f19671]) ).

cnf(s3559,plain,
    ( ~ spl0_1537
    | spl0_2602 ),
    inference(sat_conversion,[],[f19677]) ).

cnf(s3560,plain,
    ( ~ spl0_1174
    | ~ spl0_1175
    | ~ spl0_1535 ),
    inference(sat_conversion,[],[f19683]) ).

cnf(s3563,plain,
    ( ~ spl0_1535
    | spl0_2603 ),
    inference(sat_conversion,[],[f19690]) ).

cnf(s3565,plain,
    ( ~ spl0_1534
    | spl0_2603 ),
    inference(sat_conversion,[],[f19695]) ).

cnf(s3566,plain,
    ( ~ spl0_1176
    | ~ spl0_1177
    | ~ spl0_1532 ),
    inference(sat_conversion,[],[f19697]) ).

cnf(s3567,plain,
    ( ~ spl0_1178
    | ~ spl0_1179
    | ~ spl0_1530 ),
    inference(sat_conversion,[],[f19701]) ).

cnf(s3568,plain,
    ( ~ spl0_1178
    | ~ spl0_1179
    | ~ spl0_1531 ),
    inference(sat_conversion,[],[f19705]) ).

cnf(s3570,plain,
    ( ~ spl0_1531
    | spl0_2604 ),
    inference(sat_conversion,[],[f19711]) ).

cnf(s3572,plain,
    ( ~ spl0_1180
    | ~ spl0_1181
    | ~ spl0_1528 ),
    inference(sat_conversion,[],[f19717]) ).

cnf(s3573,plain,
    ( ~ spl0_1182
    | ~ spl0_1183
    | ~ spl0_1526 ),
    inference(sat_conversion,[],[f19721]) ).

cnf(s3574,plain,
    ( ~ spl0_1182
    | ~ spl0_1183
    | ~ spl0_1527 ),
    inference(sat_conversion,[],[f19725]) ).

cnf(s3576,plain,
    ( ~ spl0_1527
    | spl0_2605 ),
    inference(sat_conversion,[],[f19731]) ).

cnf(s3578,plain,
    ( ~ spl0_1184
    | ~ spl0_1185
    | ~ spl0_1524 ),
    inference(sat_conversion,[],[f19737]) ).

cnf(s3579,plain,
    ( ~ spl0_1186
    | ~ spl0_1187
    | ~ spl0_1522 ),
    inference(sat_conversion,[],[f19741]) ).

cnf(s3580,plain,
    ( ~ spl0_1186
    | ~ spl0_1187
    | ~ spl0_1523 ),
    inference(sat_conversion,[],[f19745]) ).

cnf(s3582,plain,
    ( ~ spl0_1523
    | spl0_2606 ),
    inference(sat_conversion,[],[f19751]) ).

cnf(s3585,plain,
    ( ~ spl0_1184
    | ~ spl0_1185
    | ~ spl0_2607 ),
    inference(sat_conversion,[],[f19761]) ).

cnf(s3588,plain,
    ( ~ spl0_1522
    | spl0_2606 ),
    inference(sat_conversion,[],[f19768]) ).

cnf(s3589,plain,
    ( ~ spl0_1525
    | spl0_2607 ),
    inference(sat_conversion,[],[f19769]) ).

cnf(s3590,plain,
    ( ~ spl0_1188
    | ~ spl0_1189
    | ~ spl0_1520 ),
    inference(sat_conversion,[],[f19770]) ).

cnf(s3593,plain,
    ( ~ spl0_1190
    | ~ spl0_1191
    | ~ spl0_1518 ),
    inference(sat_conversion,[],[f19778]) ).

cnf(s3596,plain,
    ( ~ spl0_1188
    | ~ spl0_1189
    | ~ spl0_2608 ),
    inference(sat_conversion,[],[f19785]) ).

cnf(s3597,plain,
    ( ~ spl0_1521
    | spl0_2608 ),
    inference(sat_conversion,[],[f19789]) ).

cnf(s3601,plain,
    ( ~ spl0_1520
    | spl0_2608 ),
    inference(sat_conversion,[],[f19793]) ).

cnf(s3602,plain,
    ( ~ spl0_1190
    | ~ spl0_1191
    | ~ spl0_1519 ),
    inference(sat_conversion,[],[f19799]) ).

cnf(s3606,plain,
    ( ~ spl0_1192
    | ~ spl0_1193
    | ~ spl0_1516 ),
    inference(sat_conversion,[],[f19811]) ).

cnf(s3607,plain,
    ( ~ spl0_1194
    | ~ spl0_1195
    | ~ spl0_1514 ),
    inference(sat_conversion,[],[f19815]) ).

cnf(s3609,plain,
    ( ~ spl0_1192
    | ~ spl0_1193
    | ~ spl0_2610 ),
    inference(sat_conversion,[],[f19821]) ).

cnf(s3611,plain,
    ( ~ spl0_1517
    | spl0_2610 ),
    inference(sat_conversion,[],[f19827]) ).

cnf(s3612,plain,
    ( ~ spl0_1194
    | ~ spl0_1195
    | ~ spl0_1515 ),
    inference(sat_conversion,[],[f19833]) ).

cnf(s3615,plain,
    ( ~ spl0_1515
    | spl0_2611 ),
    inference(sat_conversion,[],[f19840]) ).

cnf(s3616,plain,
    ( ~ spl0_1196
    | ~ spl0_1197
    | ~ spl0_1512 ),
    inference(sat_conversion,[],[f19844]) ).

cnf(s3617,plain,
    ( ~ spl0_1196
    | ~ spl0_1197
    | ~ spl0_1513 ),
    inference(sat_conversion,[],[f19848]) ).

cnf(s3618,plain,
    ( ~ spl0_1514
    | spl0_2611 ),
    inference(sat_conversion,[],[f19849]) ).

cnf(s3620,plain,
    ( ~ spl0_1513
    | spl0_2612 ),
    inference(sat_conversion,[],[f19855]) ).

cnf(s3621,plain,
    ( ~ spl0_1198
    | ~ spl0_1199
    | ~ spl0_1510 ),
    inference(sat_conversion,[],[f19859]) ).

cnf(s3622,plain,
    ( ~ spl0_1198
    | ~ spl0_1199
    | ~ spl0_1511 ),
    inference(sat_conversion,[],[f19863]) ).

cnf(s3624,plain,
    ( ~ spl0_1511
    | spl0_2613 ),
    inference(sat_conversion,[],[f19869]) ).

cnf(s3625,plain,
    ( ~ spl0_1200
    | ~ spl0_1201
    | ~ spl0_1508 ),
    inference(sat_conversion,[],[f19873]) ).

cnf(s3626,plain,
    ( ~ spl0_1200
    | ~ spl0_1201
    | ~ spl0_1509 ),
    inference(sat_conversion,[],[f19877]) ).

cnf(s3628,plain,
    ( ~ spl0_1509
    | spl0_2614 ),
    inference(sat_conversion,[],[f19883]) ).

cnf(s3629,plain,
    ( ~ spl0_1202
    | ~ spl0_1203
    | ~ spl0_1506 ),
    inference(sat_conversion,[],[f19887]) ).

cnf(s3630,plain,
    ( ~ spl0_1508
    | spl0_2614 ),
    inference(sat_conversion,[],[f19888]) ).

cnf(s3631,plain,
    ( ~ spl0_1202
    | ~ spl0_1203
    | ~ spl0_1507 ),
    inference(sat_conversion,[],[f19892]) ).

cnf(s3633,plain,
    ( ~ spl0_1507
    | spl0_2615 ),
    inference(sat_conversion,[],[f19898]) ).

cnf(s3635,plain,
    ( ~ spl0_1204
    | ~ spl0_1205
    | ~ spl0_1504 ),
    inference(sat_conversion,[],[f19904]) ).

cnf(s3637,plain,
    ( ~ spl0_1506
    | spl0_2615 ),
    inference(sat_conversion,[],[f19909]) ).

cnf(s3638,plain,
    ( ~ spl0_1206
    | ~ spl0_1207
    | ~ spl0_1502 ),
    inference(sat_conversion,[],[f19911]) ).

cnf(s3639,plain,
    ( ~ spl0_1208
    | ~ spl0_1209
    | ~ spl0_1500 ),
    inference(sat_conversion,[],[f19915]) ).

cnf(s3640,plain,
    ( ~ spl0_1208
    | ~ spl0_1209
    | ~ spl0_1501 ),
    inference(sat_conversion,[],[f19919]) ).

cnf(s3643,plain,
    ( ~ spl0_1210
    | ~ spl0_1211
    | ~ spl0_1498 ),
    inference(sat_conversion,[],[f19930]) ).

cnf(s3644,plain,
    ( ~ spl0_1212
    | ~ spl0_1213
    | ~ spl0_1496 ),
    inference(sat_conversion,[],[f19934]) ).

cnf(s3645,plain,
    ( ~ spl0_1212
    | ~ spl0_1213
    | ~ spl0_1497 ),
    inference(sat_conversion,[],[f19938]) ).

cnf(s3647,plain,
    ( ~ spl0_1210
    | ~ spl0_1211
    | ~ spl0_2617 ),
    inference(sat_conversion,[],[f19944]) ).

cnf(s3650,plain,
    ( ~ spl0_1499
    | spl0_2617 ),
    inference(sat_conversion,[],[f19954]) ).

cnf(s3652,plain,
    ( ~ spl0_1214
    | ~ spl0_1215
    | ~ spl0_1494 ),
    inference(sat_conversion,[],[f19960]) ).

cnf(s3653,plain,
    ( ~ spl0_1214
    | ~ spl0_1215
    | ~ spl0_1495 ),
    inference(sat_conversion,[],[f19964]) ).

cnf(s3656,plain,
    ( ~ spl0_1216
    | ~ spl0_1217
    | ~ spl0_1492 ),
    inference(sat_conversion,[],[f19975]) ).

cnf(s3658,plain,
    ( ~ spl0_1218
    | ~ spl0_1219
    | ~ spl0_1490 ),
    inference(sat_conversion,[],[f19981]) ).

cnf(s3660,plain,
    ( ~ spl0_1220
    | ~ spl0_1221
    | ~ spl0_1488 ),
    inference(sat_conversion,[],[f19987]) ).

cnf(s3661,plain,
    ( ~ spl0_1222
    | ~ spl0_1223
    | ~ spl0_1486 ),
    inference(sat_conversion,[],[f19991]) ).

cnf(s3663,plain,
    ( ~ spl0_1220
    | ~ spl0_1221
    | ~ spl0_2620 ),
    inference(sat_conversion,[],[f19997]) ).

cnf(s3665,plain,
    ( ~ spl0_1488
    | spl0_2620 ),
    inference(sat_conversion,[],[f20003]) ).

cnf(s3667,plain,
    ( ~ spl0_1489
    | spl0_2620 ),
    inference(sat_conversion,[],[f20009]) ).

cnf(s3668,plain,
    ( ~ spl0_1216
    | ~ spl0_1217
    | ~ spl0_2621 ),
    inference(sat_conversion,[],[f20010]) ).

cnf(s3670,plain,
    ( ~ spl0_1493
    | spl0_2621 ),
    inference(sat_conversion,[],[f20018]) ).

cnf(s3671,plain,
    ( ~ spl0_1218
    | ~ spl0_1219
    | ~ spl0_1491 ),
    inference(sat_conversion,[],[f20024]) ).

cnf(s3673,plain,
    ( ~ spl0_1206
    | ~ spl0_1207
    | ~ spl0_2622 ),
    inference(sat_conversion,[],[f20030]) ).

cnf(s3674,plain,
    ( ~ spl0_1494
    | spl0_2619 ),
    inference(sat_conversion,[],[f20035]) ).

cnf(s3675,plain,
    ( ~ spl0_1500
    | spl0_2616 ),
    inference(sat_conversion,[],[f20038]) ).

cnf(s3677,plain,
    ( ~ spl0_1502
    | spl0_2622 ),
    inference(sat_conversion,[],[f20044]) ).

cnf(s3679,plain,
    ( ~ spl0_1503
    | spl0_2622 ),
    inference(sat_conversion,[],[f20050]) ).

cnf(s3680,plain,
    ( ~ spl0_1204
    | ~ spl0_1205
    | ~ spl0_2623 ),
    inference(sat_conversion,[],[f20051]) ).

cnf(s3682,plain,
    ( ~ spl0_1510
    | spl0_2613 ),
    inference(sat_conversion,[],[f20058]) ).

cnf(s3683,plain,
    ( ~ spl0_1505
    | spl0_2623 ),
    inference(sat_conversion,[],[f20059]) ).

cnf(s3685,plain,
    ( ~ spl0_1180
    | ~ spl0_1181
    | ~ spl0_2624 ),
    inference(sat_conversion,[],[f20065]) ).

cnf(s3686,plain,
    ( ~ spl0_1518
    | spl0_2609 ),
    inference(sat_conversion,[],[f20076]) ).

cnf(s3688,plain,
    ( ~ spl0_1529
    | spl0_2624 ),
    inference(sat_conversion,[],[f20085]) ).

cnf(s3690,plain,
    ( ~ spl0_1176
    | ~ spl0_1177
    | ~ spl0_2625 ),
    inference(sat_conversion,[],[f20091]) ).

cnf(s3692,plain,
    ( ~ spl0_1533
    | spl0_2625 ),
    inference(sat_conversion,[],[f20096]) ).

cnf(s3694,plain,
    ( ~ spl0_1162
    | ~ spl0_1163
    | ~ spl0_2626 ),
    inference(sat_conversion,[],[f20102]) ).

cnf(s3695,plain,
    ( ~ spl0_1538
    | spl0_2601 ),
    inference(sat_conversion,[],[f20107]) ).

cnf(s3696,plain,
    ( ~ spl0_1540
    | spl0_2600 ),
    inference(sat_conversion,[],[f20110]) ).

cnf(s3698,plain,
    ( ~ spl0_1547
    | spl0_2626 ),
    inference(sat_conversion,[],[f20117]) ).

cnf(s3700,plain,
    ( ~ spl0_1158
    | ~ spl0_1159
    | ~ spl0_2627 ),
    inference(sat_conversion,[],[f20123]) ).

cnf(s3701,plain,
    ( ~ spl0_1551
    | spl0_2627 ),
    inference(sat_conversion,[],[f20127]) ).

cnf(s3704,plain,
    ( ~ spl0_1550
    | spl0_2627 ),
    inference(sat_conversion,[],[f20131]) ).

cnf(s3705,plain,
    ( ~ spl0_1160
    | ~ spl0_1161
    | ~ spl0_1549 ),
    inference(sat_conversion,[],[f20137]) ).

cnf(s3779,plain,
    ( ~ spl0_1222
    | ~ spl0_1223
    | ~ spl0_1487 ),
    inference(sat_conversion,[],[f20266]) ).

cnf(s3782,plain,
    ( ~ spl0_1487
    | spl0_2630 ),
    inference(sat_conversion,[],[f20273]) ).

cnf(s3784,plain,
    ( ~ spl0_1224
    | ~ spl0_1225
    | ~ spl0_1484 ),
    inference(sat_conversion,[],[f20279]) ).

cnf(s3785,plain,
    ( ~ spl0_1226
    | ~ spl0_1227
    | ~ spl0_1482 ),
    inference(sat_conversion,[],[f20283]) ).

cnf(s3786,plain,
    ( ~ spl0_1226
    | ~ spl0_1227
    | ~ spl0_1483 ),
    inference(sat_conversion,[],[f20287]) ).

cnf(s3788,plain,
    ( ~ spl0_1483
    | spl0_2631 ),
    inference(sat_conversion,[],[f20293]) ).

cnf(s3790,plain,
    ( ~ spl0_1228
    | ~ spl0_1229
    | ~ spl0_1480 ),
    inference(sat_conversion,[],[f20299]) ).

cnf(s3791,plain,
    ( ~ spl0_1230
    | ~ spl0_1231
    | ~ spl0_1478 ),
    inference(sat_conversion,[],[f20303]) ).

cnf(s3793,plain,
    ( ~ spl0_1224
    | ~ spl0_1225
    | ~ spl0_2632 ),
    inference(sat_conversion,[],[f20309]) ).

cnf(s3794,plain,
    ( ~ spl0_1485
    | spl0_2632 ),
    inference(sat_conversion,[],[f20313]) ).

cnf(s3798,plain,
    ( ~ spl0_1486
    | spl0_2630 ),
    inference(sat_conversion,[],[f20319]) ).

cnf(s3801,plain,
    ( ~ spl0_1484
    | spl0_2632 ),
    inference(sat_conversion,[],[f20321]) ).

cnf(s3804,plain,
    ( ~ spl0_1230
    | ~ spl0_1231
    | ~ spl0_1479 ),
    inference(sat_conversion,[],[f20331]) ).

cnf(s3807,plain,
    ( ~ spl0_1228
    | ~ spl0_1229
    | ~ spl0_2633 ),
    inference(sat_conversion,[],[f20338]) ).

cnf(s3811,plain,
    ( ~ spl0_1481
    | spl0_2633 ),
    inference(sat_conversion,[],[f20349]) ).

cnf(s3814,plain,
    ( ~ spl0_1478
    | spl0_2634 ),
    inference(sat_conversion,[],[f20356]) ).

cnf(s3815,plain,
    ( ~ spl0_1232
    | ~ spl0_1233
    | ~ spl0_1476 ),
    inference(sat_conversion,[],[f20358]) ).

cnf(s3816,plain,
    ( ~ spl0_1234
    | ~ spl0_1235
    | ~ spl0_1474 ),
    inference(sat_conversion,[],[f20362]) ).

cnf(s3818,plain,
    ( ~ spl0_1232
    | ~ spl0_1233
    | ~ spl0_2635 ),
    inference(sat_conversion,[],[f20368]) ).

cnf(s3819,plain,
    ( ~ spl0_1477
    | spl0_2635 ),
    inference(sat_conversion,[],[f20372]) ).

cnf(s3822,plain,
    ( ~ spl0_1476
    | spl0_2635 ),
    inference(sat_conversion,[],[f20376]) ).

cnf(s3823,plain,
    ( ~ spl0_1234
    | ~ spl0_1235
    | ~ spl0_1475 ),
    inference(sat_conversion,[],[f20382]) ).

cnf(s3827,plain,
    ( ~ spl0_1236
    | ~ spl0_1237
    | ~ spl0_1472 ),
    inference(sat_conversion,[],[f20394]) ).

cnf(s3830,plain,
    ( ~ spl0_1236
    | ~ spl0_1237
    | ~ spl0_2637 ),
    inference(sat_conversion,[],[f20404]) ).

cnf(s3832,plain,
    ( ~ spl0_1473
    | spl0_2637 ),
    inference(sat_conversion,[],[f20410]) ).

cnf(s3833,plain,
    ( ~ spl0_1238
    | ~ spl0_1239
    | ~ spl0_1470 ),
    inference(sat_conversion,[],[f20411]) ).

cnf(s3836,plain,
    ( ~ spl0_1240
    | ~ spl0_1241
    | ~ spl0_1468 ),
    inference(sat_conversion,[],[f20419]) ).

cnf(s3838,plain,
    ( ~ spl0_1242
    | ~ spl0_1243
    | ~ spl0_1466 ),
    inference(sat_conversion,[],[f20425]) ).

cnf(s3839,plain,
    ( ~ spl0_1244
    | ~ spl0_1245
    | ~ spl0_1464 ),
    inference(sat_conversion,[],[f20429]) ).

cnf(s3840,plain,
    ( ~ spl0_1244
    | ~ spl0_1245
    | ~ spl0_1465 ),
    inference(sat_conversion,[],[f20433]) ).

cnf(s3843,plain,
    ( ~ spl0_1246
    | ~ spl0_1247
    | ~ spl0_1462 ),
    inference(sat_conversion,[],[f20444]) ).

cnf(s3844,plain,
    ( ~ spl0_1248
    | ~ spl0_1249
    | ~ spl0_1460 ),
    inference(sat_conversion,[],[f20448]) ).

cnf(s3845,plain,
    ( ~ spl0_1248
    | ~ spl0_1249
    | ~ spl0_1461 ),
    inference(sat_conversion,[],[f20452]) ).

cnf(s3847,plain,
    ( ~ spl0_1461
    | spl0_2639 ),
    inference(sat_conversion,[],[f20458]) ).

cnf(s3848,plain,
    ( ~ spl0_1250
    | ~ spl0_1251
    | ~ spl0_1458 ),
    inference(sat_conversion,[],[f20462]) ).

cnf(s3849,plain,
    ( ~ spl0_1250
    | ~ spl0_1251
    | ~ spl0_1459 ),
    inference(sat_conversion,[],[f20466]) ).

cnf(s3851,plain,
    ( ~ spl0_1459
    | spl0_2640 ),
    inference(sat_conversion,[],[f20472]) ).

cnf(s3852,plain,
    ( ~ spl0_1252
    | ~ spl0_1253
    | ~ spl0_1456 ),
    inference(sat_conversion,[],[f20476]) ).

cnf(s3853,plain,
    ( ~ spl0_1252
    | ~ spl0_1253
    | ~ spl0_1457 ),
    inference(sat_conversion,[],[f20480]) ).

cnf(s3854,plain,
    ( ~ spl0_1458
    | spl0_2640 ),
    inference(sat_conversion,[],[f20481]) ).

cnf(s3856,plain,
    ( ~ spl0_1457
    | spl0_2641 ),
    inference(sat_conversion,[],[f20487]) ).

cnf(s3857,plain,
    ( ~ spl0_1254
    | ~ spl0_1255
    | ~ spl0_1454 ),
    inference(sat_conversion,[],[f20491]) ).

cnf(s3858,plain,
    ( ~ spl0_1254
    | ~ spl0_1255
    | ~ spl0_1455 ),
    inference(sat_conversion,[],[f20495]) ).

cnf(s3860,plain,
    ( ~ spl0_1455
    | spl0_2642 ),
    inference(sat_conversion,[],[f20501]) ).

cnf(s3861,plain,
    ( ~ spl0_1256
    | ~ spl0_1257
    | ~ spl0_1452 ),
    inference(sat_conversion,[],[f20505]) ).

cnf(s3862,plain,
    ( ~ spl0_1256
    | ~ spl0_1257
    | ~ spl0_1453 ),
    inference(sat_conversion,[],[f20509]) ).

cnf(s3864,plain,
    ( ~ spl0_1453
    | spl0_2643 ),
    inference(sat_conversion,[],[f20515]) ).

cnf(s3866,plain,
    ( ~ spl0_1258
    | ~ spl0_1259
    | ~ spl0_1450 ),
    inference(sat_conversion,[],[f20521]) ).

cnf(s3867,plain,
    ( ~ spl0_1260
    | ~ spl0_1261
    | ~ spl0_1448 ),
    inference(sat_conversion,[],[f20525]) ).

cnf(s3868,plain,
    ( ~ spl0_1260
    | ~ spl0_1261
    | ~ spl0_1449 ),
    inference(sat_conversion,[],[f20529]) ).

cnf(s3870,plain,
    ( ~ spl0_1258
    | ~ spl0_1259
    | ~ spl0_2644 ),
    inference(sat_conversion,[],[f20535]) ).

cnf(s3872,plain,
    ( ~ spl0_1452
    | spl0_2643 ),
    inference(sat_conversion,[],[f20542]) ).

cnf(s3873,plain,
    ( ~ spl0_1454
    | spl0_2642 ),
    inference(sat_conversion,[],[f20543]) ).

cnf(s3874,plain,
    ( ~ spl0_1460
    | spl0_2639 ),
    inference(sat_conversion,[],[f20544]) ).

cnf(s3875,plain,
    ( ~ spl0_1451
    | spl0_2644 ),
    inference(sat_conversion,[],[f20545]) ).

cnf(s3877,plain,
    ( ~ spl0_1246
    | ~ spl0_1247
    | ~ spl0_2645 ),
    inference(sat_conversion,[],[f20551]) ).

cnf(s3879,plain,
    ( ~ spl0_1463
    | spl0_2645 ),
    inference(sat_conversion,[],[f20564]) ).

cnf(s3881,plain,
    ( ~ spl0_1240
    | ~ spl0_1241
    | ~ spl0_2646 ),
    inference(sat_conversion,[],[f20570]) ).

cnf(s3882,plain,
    ( ~ spl0_1464
    | spl0_2638 ),
    inference(sat_conversion,[],[f20573]) ).

cnf(s3884,plain,
    ( ~ spl0_1468
    | spl0_2646 ),
    inference(sat_conversion,[],[f20580]) ).

cnf(s3886,plain,
    ( ~ spl0_1469
    | spl0_2646 ),
    inference(sat_conversion,[],[f20581]) ).

cnf(s3887,plain,
    ( ~ spl0_1242
    | ~ spl0_1243
    | ~ spl0_1467 ),
    inference(sat_conversion,[],[f20587]) ).

cnf(s3890,plain,
    ( ~ spl0_1238
    | ~ spl0_1239
    | ~ spl0_2647 ),
    inference(sat_conversion,[],[f20594]) ).

cnf(s3892,plain,
    ( ~ spl0_1471
    | spl0_2647 ),
    inference(sat_conversion,[],[f20601]) ).

cnf(s3894,plain,
    ( ~ spl0_1154
    | ~ spl0_1155
    | ~ spl0_2648 ),
    inference(sat_conversion,[],[f20607]) ).

cnf(s3895,plain,
    ( ~ spl0_1474
    | spl0_2636 ),
    inference(sat_conversion,[],[f20612]) ).

cnf(s3896,plain,
    ( ~ spl0_1548
    | spl0_2629 ),
    inference(sat_conversion,[],[f20623]) ).

cnf(s3897,plain,
    ( ~ spl0_1555
    | spl0_2648 ),
    inference(sat_conversion,[],[f20629]) ).

cnf(s3899,plain,
    ( ~ spl0_1556
    | spl0_2597 ),
    inference(sat_conversion,[],[f20632]) ).

cnf(s3901,plain,
    ( ~ spl0_1554
    | spl0_2648 ),
    inference(sat_conversion,[],[f20638]) ).

cnf(s3902,plain,
    ( ~ spl0_1150
    | ~ spl0_1151
    | ~ spl0_2649 ),
    inference(sat_conversion,[],[f20639]) ).

cnf(s3904,plain,
    ( ~ spl0_1558
    | spl0_2649 ),
    inference(sat_conversion,[],[f20649]) ).

cnf(s3907,plain,
    ( ~ spl0_1559
    | spl0_2649 ),
    inference(sat_conversion,[],[f20656]) ).

cnf(s3908,plain,
    ( ~ spl0_1146
    | ~ spl0_1147
    | ~ spl0_2650 ),
    inference(sat_conversion,[],[f20657]) ).

cnf(s3909,plain,
    ( ~ spl0_1563
    | spl0_2650 ),
    inference(sat_conversion,[],[f20663]) ).

cnf(s3914,plain,
    ( ~ spl0_1562
    | spl0_2650 ),
    inference(sat_conversion,[],[f20668]) ).

cnf(s3915,plain,
    ( ~ spl0_1148
    | ~ spl0_1149
    | ~ spl0_1561 ),
    inference(sat_conversion,[],[f20674]) ).

cnf(s3917,plain,
    ( ~ spl0_1140
    | ~ spl0_1141
    | ~ spl0_2651 ),
    inference(sat_conversion,[],[f20680]) ).

cnf(s3919,plain,
    ( ~ spl0_1569
    | spl0_2651 ),
    inference(sat_conversion,[],[f20691]) ).

cnf(s3922,plain,
    ( ~ spl0_1134
    | ~ spl0_1135
    | ~ spl0_2652 ),
    inference(sat_conversion,[],[f20698]) ).

cnf(s3923,plain,
    ( ~ spl0_1570
    | spl0_2594 ),
    inference(sat_conversion,[],[f20701]) ).

cnf(s3925,plain,
    ( ~ spl0_1575
    | spl0_2652 ),
    inference(sat_conversion,[],[f20706]) ).

cnf(s3928,plain,
    ( ~ spl0_1030
    | ~ spl0_1031
    | ~ spl0_2653 ),
    inference(sat_conversion,[],[f20713]) ).

cnf(s3929,plain,
    ( ~ spl0_1576
    | spl0_2592 ),
    inference(sat_conversion,[],[f20716]) ).

cnf(s3930,plain,
    ( ~ spl0_1662
    | spl0_2588 ),
    inference(sat_conversion,[],[f20719]) ).

cnf(s3931,plain,
    ( ~ spl0_1668
    | spl0_2546 ),
    inference(sat_conversion,[],[f20724]) ).

cnf(s3932,plain,
    ( ~ spl0_1674
    | spl0_2543 ),
    inference(sat_conversion,[],[f20727]) ).

cnf(s3933,plain,
    ( ~ spl0_1679
    | spl0_2653 ),
    inference(sat_conversion,[],[f20731]) ).

cnf(s3937,plain,
    ( ~ spl0_1678
    | spl0_2653 ),
    inference(sat_conversion,[],[f20735]) ).

cnf(s3938,plain,
    ( ~ spl0_1032
    | ~ spl0_1033
    | ~ spl0_1677 ),
    inference(sat_conversion,[],[f20741]) ).

cnf(s4057,plain,
    ( ~ spl0_1677
    | spl0_2655 ),
    inference(sat_conversion,[],[f20873]) ).

cnf(s4229,plain,
    ( ~ spl0_1156
    | ~ spl0_1157
    | ~ spl0_1553 ),
    inference(sat_conversion,[],[f21009]) ).

cnf(s4311,plain,
    ( ~ spl0_1553
    | spl0_2658 ),
    inference(sat_conversion,[],[f21123]) ).

cnf(s4452,plain,
    ( ~ spl0_1262
    | ~ spl0_1263
    | ~ spl0_1446 ),
    inference(sat_conversion,[],[f21243]) ).

cnf(s4454,plain,
    ( ~ spl0_1264
    | ~ spl0_1265
    | ~ spl0_1444 ),
    inference(sat_conversion,[],[f21249]) ).

cnf(s4456,plain,
    ( ~ spl0_1266
    | ~ spl0_1267
    | ~ spl0_1442 ),
    inference(sat_conversion,[],[f21255]) ).

cnf(s4457,plain,
    ( ~ spl0_1268
    | ~ spl0_1269
    | ~ spl0_1440 ),
    inference(sat_conversion,[],[f21259]) ).

cnf(s4458,plain,
    ( ~ spl0_1268
    | ~ spl0_1269
    | ~ spl0_1441 ),
    inference(sat_conversion,[],[f21263]) ).

cnf(s4461,plain,
    ( ~ spl0_1270
    | ~ spl0_1271
    | ~ spl0_1438 ),
    inference(sat_conversion,[],[f21274]) ).

cnf(s4462,plain,
    ( ~ spl0_1272
    | ~ spl0_1273
    | ~ spl0_1436 ),
    inference(sat_conversion,[],[f21278]) ).

cnf(s4464,plain,
    ( ~ spl0_1270
    | ~ spl0_1271
    | ~ spl0_2660 ),
    inference(sat_conversion,[],[f21284]) ).

cnf(s4466,plain,
    ( ~ spl0_1439
    | spl0_2660 ),
    inference(sat_conversion,[],[f21290]) ).

cnf(s4467,plain,
    ( ~ spl0_1272
    | ~ spl0_1273
    | ~ spl0_1437 ),
    inference(sat_conversion,[],[f21296]) ).

cnf(s4470,plain,
    ( ~ spl0_1437
    | spl0_2661 ),
    inference(sat_conversion,[],[f21303]) ).

cnf(s4471,plain,
    ( ~ spl0_1274
    | ~ spl0_1275
    | ~ spl0_1434 ),
    inference(sat_conversion,[],[f21307]) ).

cnf(s4472,plain,
    ( ~ spl0_1274
    | ~ spl0_1275
    | ~ spl0_1435 ),
    inference(sat_conversion,[],[f21311]) ).

cnf(s4474,plain,
    ( ~ spl0_1435
    | spl0_2662 ),
    inference(sat_conversion,[],[f21317]) ).

cnf(s4475,plain,
    ( ~ spl0_1276
    | ~ spl0_1277
    | ~ spl0_1432 ),
    inference(sat_conversion,[],[f21321]) ).

cnf(s4476,plain,
    ( ~ spl0_1276
    | ~ spl0_1277
    | ~ spl0_1433 ),
    inference(sat_conversion,[],[f21325]) ).

cnf(s4478,plain,
    ( ~ spl0_1278
    | ~ spl0_1279
    | ~ spl0_1430 ),
    inference(sat_conversion,[],[f21334]) ).

cnf(s4479,plain,
    ( ~ spl0_1278
    | ~ spl0_1279
    | ~ spl0_1431 ),
    inference(sat_conversion,[],[f21338]) ).

cnf(s4481,plain,
    ( ~ spl0_1431
    | spl0_2664 ),
    inference(sat_conversion,[],[f21344]) ).

cnf(s4482,plain,
    ( ~ spl0_1280
    | ~ spl0_1281
    | ~ spl0_1428 ),
    inference(sat_conversion,[],[f21348]) ).

cnf(s4483,plain,
    ( ~ spl0_1280
    | ~ spl0_1281
    | ~ spl0_1429 ),
    inference(sat_conversion,[],[f21352]) ).

cnf(s4484,plain,
    ( ~ spl0_1430
    | spl0_2664 ),
    inference(sat_conversion,[],[f21353]) ).

cnf(s4486,plain,
    ( ~ spl0_1429
    | spl0_2665 ),
    inference(sat_conversion,[],[f21359]) ).

cnf(s4487,plain,
    ( ~ spl0_1282
    | ~ spl0_1283
    | ~ spl0_1426 ),
    inference(sat_conversion,[],[f21363]) ).

cnf(s4488,plain,
    ( ~ spl0_1282
    | ~ spl0_1283
    | ~ spl0_1427 ),
    inference(sat_conversion,[],[f21367]) ).

cnf(s4490,plain,
    ( ~ spl0_1427
    | spl0_2666 ),
    inference(sat_conversion,[],[f21373]) ).

cnf(s4492,plain,
    ( ~ spl0_1284
    | ~ spl0_1285
    | ~ spl0_1424 ),
    inference(sat_conversion,[],[f21379]) ).

cnf(s4494,plain,
    ( ~ spl0_1286
    | ~ spl0_1287
    | ~ spl0_1422 ),
    inference(sat_conversion,[],[f21385]) ).

cnf(s4495,plain,
    ( ~ spl0_1288
    | ~ spl0_1289
    | ~ spl0_1420 ),
    inference(sat_conversion,[],[f21389]) ).

cnf(s4496,plain,
    ( ~ spl0_1288
    | ~ spl0_1289
    | ~ spl0_1421 ),
    inference(sat_conversion,[],[f21393]) ).

cnf(s4499,plain,
    ( ~ spl0_1290
    | ~ spl0_1291
    | ~ spl0_1418 ),
    inference(sat_conversion,[],[f21404]) ).

cnf(s4502,plain,
    ( ~ spl0_1290
    | ~ spl0_1291
    | ~ spl0_2668 ),
    inference(sat_conversion,[],[f21414]) ).

cnf(s4503,plain,
    ( ~ spl0_1419
    | spl0_2668 ),
    inference(sat_conversion,[],[f21418]) ).

cnf(s4506,plain,
    ( ~ spl0_1292
    | ~ spl0_1293
    | ~ spl0_1416 ),
    inference(sat_conversion,[],[f21422]) ).

cnf(s4507,plain,
    ( ~ spl0_1418
    | spl0_2668 ),
    inference(sat_conversion,[],[f21423]) ).

cnf(s4509,plain,
    ( ~ spl0_1294
    | ~ spl0_1295
    | ~ spl0_1414 ),
    inference(sat_conversion,[],[f21429]) ).

cnf(s4510,plain,
    ( ~ spl0_1294
    | ~ spl0_1295
    | ~ spl0_1415 ),
    inference(sat_conversion,[],[f21433]) ).

cnf(s4513,plain,
    ( ~ spl0_1292
    | ~ spl0_1293
    | ~ spl0_2669 ),
    inference(sat_conversion,[],[f21440]) ).

cnf(s4516,plain,
    ( ~ spl0_1417
    | spl0_2669 ),
    inference(sat_conversion,[],[f21450]) ).

cnf(s4519,plain,
    ( ~ spl0_1296
    | ~ spl0_1297
    | ~ spl0_1412 ),
    inference(sat_conversion,[],[f21458]) ).

cnf(s4521,plain,
    ( ~ spl0_1298
    | ~ spl0_1299
    | ~ spl0_1410 ),
    inference(sat_conversion,[],[f21464]) ).

cnf(s4522,plain,
    ( ~ spl0_1300
    | ~ spl0_1301
    | ~ spl0_1408 ),
    inference(sat_conversion,[],[f21468]) ).

cnf(s4523,plain,
    ( ~ spl0_1300
    | ~ spl0_1301
    | ~ spl0_1409 ),
    inference(sat_conversion,[],[f21472]) ).

cnf(s4525,plain,
    ( ~ spl0_1409
    | spl0_2671 ),
    inference(sat_conversion,[],[f21478]) ).

cnf(s4526,plain,
    ( ~ spl0_1302
    | ~ spl0_1303
    | ~ spl0_1406 ),
    inference(sat_conversion,[],[f21482]) ).

cnf(s4527,plain,
    ( ~ spl0_1302
    | ~ spl0_1303
    | ~ spl0_1407 ),
    inference(sat_conversion,[],[f21486]) ).

cnf(s4529,plain,
    ( ~ spl0_1407
    | spl0_2672 ),
    inference(sat_conversion,[],[f21492]) ).

cnf(s4532,plain,
    ( ~ spl0_1298
    | ~ spl0_1299
    | ~ spl0_2673 ),
    inference(sat_conversion,[],[f21502]) ).

cnf(s4534,plain,
    ( ~ spl0_1411
    | spl0_2673 ),
    inference(sat_conversion,[],[f21507]) ).

cnf(s4536,plain,
    ( ~ spl0_1296
    | ~ spl0_1297
    | ~ spl0_2674 ),
    inference(sat_conversion,[],[f21513]) ).

cnf(s4538,plain,
    ( ~ spl0_1416
    | spl0_2669 ),
    inference(sat_conversion,[],[f21518]) ).

cnf(s4539,plain,
    ( ~ spl0_1413
    | spl0_2674 ),
    inference(sat_conversion,[],[f21519]) ).

cnf(s4542,plain,
    ( ~ spl0_1286
    | ~ spl0_1287
    | ~ spl0_2675 ),
    inference(sat_conversion,[],[f21525]) ).

cnf(s4543,plain,
    ( ~ spl0_1420
    | spl0_2667 ),
    inference(sat_conversion,[],[f21532]) ).

cnf(s4545,plain,
    ( ~ spl0_1426
    | spl0_2666 ),
    inference(sat_conversion,[],[f21537]) ).

cnf(s4546,plain,
    ( ~ spl0_1423
    | spl0_2675 ),
    inference(sat_conversion,[],[f21538]) ).

cnf(s4548,plain,
    ( ~ spl0_1284
    | ~ spl0_1285
    | ~ spl0_2676 ),
    inference(sat_conversion,[],[f21544]) ).

cnf(s4550,plain,
    ( ~ spl0_1434
    | spl0_2662 ),
    inference(sat_conversion,[],[f21549]) ).

cnf(s4551,plain,
    ( ~ spl0_1425
    | spl0_2676 ),
    inference(sat_conversion,[],[f21550]) ).

cnf(s4553,plain,
    ( ~ spl0_1266
    | ~ spl0_1267
    | ~ spl0_2677 ),
    inference(sat_conversion,[],[f21556]) ).

cnf(s4554,plain,
    ( ~ spl0_1432
    | spl0_2663 ),
    inference(sat_conversion,[],[f21563]) ).

cnf(s4555,plain,
    ( ~ spl0_1440
    | spl0_2659 ),
    inference(sat_conversion,[],[f21568]) ).

cnf(s4557,plain,
    ( ~ spl0_1443
    | spl0_2677 ),
    inference(sat_conversion,[],[f21573]) ).

cnf(s4559,plain,
    ( ~ spl0_1264
    | ~ spl0_1265
    | ~ spl0_2678 ),
    inference(sat_conversion,[],[f21579]) ).

cnf(s4561,plain,
    ( ~ spl0_1445
    | spl0_2678 ),
    inference(sat_conversion,[],[f21584]) ).

cnf(s4563,plain,
    ( ~ spl0_1262
    | ~ spl0_1263
    | ~ spl0_2679 ),
    inference(sat_conversion,[],[f21590]) ).

cnf(s4567,plain,
    ( ~ spl0_1447
    | spl0_2679 ),
    inference(sat_conversion,[],[f21619]) ).

cnf(s4589,plain,
    ( ~ spl0_1304
    | ~ spl0_1305
    | ~ spl0_1404 ),
    inference(sat_conversion,[],[f21630]) ).

cnf(s4612,plain,
    ( ~ spl0_1306
    | ~ spl0_1307
    | ~ spl0_1402 ),
    inference(sat_conversion,[],[f21678]) ).

cnf(s4614,plain,
    ( ~ spl0_1308
    | ~ spl0_1309
    | ~ spl0_1400 ),
    inference(sat_conversion,[],[f21684]) ).

cnf(s4615,plain,
    ( ~ spl0_1310
    | ~ spl0_1311
    | ~ spl0_1398 ),
    inference(sat_conversion,[],[f21688]) ).

cnf(s4616,plain,
    ( ~ spl0_1310
    | ~ spl0_1311
    | ~ spl0_1399 ),
    inference(sat_conversion,[],[f21692]) ).

cnf(s4618,plain,
    ( ~ spl0_1308
    | ~ spl0_1309
    | ~ spl0_2680 ),
    inference(sat_conversion,[],[f21698]) ).

cnf(s4620,plain,
    ( ~ spl0_1401
    | spl0_2680 ),
    inference(sat_conversion,[],[f21705]) ).

cnf(s4622,plain,
    ( ~ spl0_1306
    | ~ spl0_1307
    | ~ spl0_2681 ),
    inference(sat_conversion,[],[f21711]) ).

cnf(s4624,plain,
    ( ~ spl0_1403
    | spl0_2681 ),
    inference(sat_conversion,[],[f21716]) ).

cnf(s4627,plain,
    ( ~ spl0_1304
    | ~ spl0_1305
    | ~ spl0_2682 ),
    inference(sat_conversion,[],[f21723]) ).

cnf(s4630,plain,
    ( ~ spl0_1405
    | spl0_2682 ),
    inference(sat_conversion,[],[f21735]) ).

cnf(s4636,plain,
    ( ~ spl0_1312
    | ~ spl0_1313
    | ~ spl0_1396 ),
    inference(sat_conversion,[],[f21745]) ).

cnf(s4637,plain,
    ( ~ spl0_1312
    | ~ spl0_1313
    | ~ spl0_1397 ),
    inference(sat_conversion,[],[f21749]) ).

cnf(s4639,plain,
    ( ~ spl0_1397
    | spl0_2684 ),
    inference(sat_conversion,[],[f21755]) ).

cnf(s4640,plain,
    ( ~ spl0_1314
    | ~ spl0_1315
    | ~ spl0_1394 ),
    inference(sat_conversion,[],[f21759]) ).

cnf(s4641,plain,
    ( ~ spl0_1314
    | ~ spl0_1315
    | ~ spl0_1395 ),
    inference(sat_conversion,[],[f21763]) ).

cnf(s4643,plain,
    ( ~ spl0_1395
    | spl0_2685 ),
    inference(sat_conversion,[],[f21769]) ).

cnf(s4644,plain,
    ( ~ spl0_1394
    | spl0_2685 ),
    inference(sat_conversion,[],[f21770]) ).

cnf(s4646,plain,
    ( ~ spl0_1316
    | ~ spl0_1317
    | ~ spl0_1392 ),
    inference(sat_conversion,[],[f21774]) ).

cnf(s4647,plain,
    ( ~ spl0_1316
    | ~ spl0_1317
    | ~ spl0_1393 ),
    inference(sat_conversion,[],[f21778]) ).

cnf(s4649,plain,
    ( ~ spl0_1393
    | spl0_2686 ),
    inference(sat_conversion,[],[f21784]) ).

cnf(s4650,plain,
    ( ~ spl0_1318
    | ~ spl0_1319
    | ~ spl0_1390 ),
    inference(sat_conversion,[],[f21788]) ).

cnf(s4651,plain,
    ( ~ spl0_1318
    | ~ spl0_1319
    | ~ spl0_1391 ),
    inference(sat_conversion,[],[f21792]) ).

cnf(s4653,plain,
    ( ~ spl0_1391
    | spl0_2687 ),
    inference(sat_conversion,[],[f21798]) ).

cnf(s4654,plain,
    ( ~ spl0_1320
    | ~ spl0_1321
    | ~ spl0_1388 ),
    inference(sat_conversion,[],[f21802]) ).

cnf(s4655,plain,
    ( ~ spl0_1320
    | ~ spl0_1321
    | ~ spl0_1389 ),
    inference(sat_conversion,[],[f21806]) ).

cnf(s4657,plain,
    ( ~ spl0_1389
    | spl0_2688 ),
    inference(sat_conversion,[],[f21812]) ).

cnf(s4658,plain,
    ( ~ spl0_1322
    | ~ spl0_1323
    | ~ spl0_1386 ),
    inference(sat_conversion,[],[f21816]) ).

cnf(s4659,plain,
    ( ~ spl0_1322
    | ~ spl0_1323
    | ~ spl0_1387 ),
    inference(sat_conversion,[],[f21820]) ).

cnf(s4661,plain,
    ( ~ spl0_1387
    | spl0_2689 ),
    inference(sat_conversion,[],[f21826]) ).

cnf(s4662,plain,
    ( ~ spl0_1386
    | spl0_2689 ),
    inference(sat_conversion,[],[f21827]) ).

cnf(s4664,plain,
    ( ~ spl0_1324
    | ~ spl0_1325
    | ~ spl0_1384 ),
    inference(sat_conversion,[],[f21833]) ).

cnf(s4666,plain,
    ( ~ spl0_1326
    | ~ spl0_1327
    | ~ spl0_1382 ),
    inference(sat_conversion,[],[f21839]) ).

cnf(s4667,plain,
    ( ~ spl0_1328
    | ~ spl0_1329
    | ~ spl0_1380 ),
    inference(sat_conversion,[],[f21843]) ).

cnf(s4668,plain,
    ( ~ spl0_1328
    | ~ spl0_1329
    | ~ spl0_1381 ),
    inference(sat_conversion,[],[f21847]) ).

cnf(s4670,plain,
    ( ~ spl0_1324
    | ~ spl0_1325
    | ~ spl0_2690 ),
    inference(sat_conversion,[],[f21853]) ).

cnf(s4674,plain,
    ( ~ spl0_1385
    | spl0_2690 ),
    inference(sat_conversion,[],[f21864]) ).

cnf(s4679,plain,
    ( ~ spl0_1330
    | ~ spl0_1331
    | ~ spl0_1378 ),
    inference(sat_conversion,[],[f21874]) ).

cnf(s4680,plain,
    ( ~ spl0_1332
    | ~ spl0_1333
    | ~ spl0_1376 ),
    inference(sat_conversion,[],[f21878]) ).

cnf(s4682,plain,
    ( ~ spl0_1330
    | ~ spl0_1331
    | ~ spl0_2692 ),
    inference(sat_conversion,[],[f21884]) ).

cnf(s4683,plain,
    ( ~ spl0_1379
    | spl0_2692 ),
    inference(sat_conversion,[],[f21888]) ).

cnf(s4687,plain,
    ( ~ spl0_1378
    | spl0_2692 ),
    inference(sat_conversion,[],[f21897]) ).

cnf(s4688,plain,
    ( ~ spl0_1326
    | ~ spl0_1327
    | ~ spl0_2693 ),
    inference(sat_conversion,[],[f21898]) ).

cnf(s4693,plain,
    ( ~ spl0_1382
    | spl0_2693 ),
    inference(sat_conversion,[],[f21910]) ).

cnf(s4698,plain,
    ( ~ spl0_1383
    | spl0_2693 ),
    inference(sat_conversion,[],[f21911]) ).

cnf(s4701,plain,
    ( ~ spl0_1332
    | ~ spl0_1333
    | ~ spl0_1377 ),
    inference(sat_conversion,[],[f21921]) ).

cnf(s4704,plain,
    ( ~ spl0_1377
    | spl0_2694 ),
    inference(sat_conversion,[],[f21928]) ).

cnf(s4705,plain,
    ( ~ spl0_1334
    | ~ spl0_1335
    | ~ spl0_1374 ),
    inference(sat_conversion,[],[f21932]) ).

cnf(s4706,plain,
    ( ~ spl0_1334
    | ~ spl0_1335
    | ~ spl0_1375 ),
    inference(sat_conversion,[],[f21936]) ).

cnf(s4708,plain,
    ( ~ spl0_1375
    | spl0_2695 ),
    inference(sat_conversion,[],[f21942]) ).

cnf(s4710,plain,
    ( ~ spl0_1336
    | ~ spl0_1337
    | ~ spl0_1372 ),
    inference(sat_conversion,[],[f21948]) ).

cnf(s4711,plain,
    ( ~ spl0_1338
    | ~ spl0_1339
    | ~ spl0_1370 ),
    inference(sat_conversion,[],[f21952]) ).

cnf(s4712,plain,
    ( ~ spl0_1338
    | ~ spl0_1339
    | ~ spl0_1371 ),
    inference(sat_conversion,[],[f21956]) ).

cnf(s4714,plain,
    ( ~ spl0_1371
    | spl0_2696 ),
    inference(sat_conversion,[],[f21962]) ).

cnf(s4715,plain,
    ( ~ spl0_1340
    | ~ spl0_1341
    | ~ spl0_1368 ),
    inference(sat_conversion,[],[f21966]) ).

cnf(s4716,plain,
    ( ~ spl0_1340
    | ~ spl0_1341
    | ~ spl0_1369 ),
    inference(sat_conversion,[],[f21970]) ).

cnf(s4718,plain,
    ( ~ spl0_1336
    | ~ spl0_1337
    | ~ spl0_2697 ),
    inference(sat_conversion,[],[f21976]) ).

cnf(s4719,plain,
    ( ~ spl0_1373
    | spl0_2697 ),
    inference(sat_conversion,[],[f21982]) ).

cnf(s4724,plain,
    ( ~ spl0_1372
    | spl0_2697 ),
    inference(sat_conversion,[],[f21992]) ).

cnf(s4727,plain,
    ( ~ spl0_1342
    | ~ spl0_1343
    | ~ spl0_1366 ),
    inference(sat_conversion,[],[f22000]) ).

cnf(s4728,plain,
    ( ~ spl0_1342
    | ~ spl0_1343
    | ~ spl0_1367 ),
    inference(sat_conversion,[],[f22004]) ).

cnf(s4730,plain,
    ( ~ spl0_1367
    | spl0_2699 ),
    inference(sat_conversion,[],[f22010]) ).

cnf(s4732,plain,
    ( ~ spl0_1344
    | ~ spl0_1345
    | ~ spl0_1364 ),
    inference(sat_conversion,[],[f22016]) ).

cnf(s4733,plain,
    ( ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_1362 ),
    inference(sat_conversion,[],[f22020]) ).

cnf(s4734,plain,
    ( ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_1363 ),
    inference(sat_conversion,[],[f22024]) ).

cnf(s4736,plain,
    ( ~ spl0_1344
    | ~ spl0_1345
    | ~ spl0_2700 ),
    inference(sat_conversion,[],[f22030]) ).

cnf(s4737,plain,
    ( ~ spl0_1365
    | spl0_2700 ),
    inference(sat_conversion,[],[f22036]) ).

cnf(s4741,plain,
    ( ~ spl0_1364
    | spl0_2700 ),
    inference(sat_conversion,[],[f22044]) ).

cnf(s4742,plain,
    ( ~ spl0_1346
    | ~ spl0_1347
    | ~ spl0_2701 ),
    inference(sat_conversion,[],[f22046]) ).

cnf(s4744,plain,
    ( ~ spl0_1348
    | ~ spl0_1349
    | ~ spl0_1360 ),
    inference(sat_conversion,[],[f22052]) ).

cnf(s4745,plain,
    ( ~ spl0_1362
    | spl0_2701 ),
    inference(sat_conversion,[],[f22109]) ).

cnf(s4746,plain,
    ( ~ spl0_1368
    | spl0_2698 ),
    inference(sat_conversion,[],[f22110]) ).

cnf(s4747,plain,
    ( ~ spl0_1398
    | spl0_2683 ),
    inference(sat_conversion,[],[f22111]) ).

cnf(s4748,plain,
    ( ~ spl0_1448
    | spl0_2657 ),
    inference(sat_conversion,[],[f22112]) ).

cnf(s4749,plain,
    ( ~ spl0_1466
    | spl0_2656 ),
    inference(sat_conversion,[],[f22113]) ).

cnf(s4750,plain,
    ( ~ spl0_1490
    | spl0_2628 ),
    inference(sat_conversion,[],[f22114]) ).

cnf(s4751,plain,
    ( ~ spl0_1560
    | spl0_2654 ),
    inference(sat_conversion,[],[f22115]) ).

cnf(s4752,plain,
    ( ~ spl0_1646
    | spl0_2586 ),
    inference(sat_conversion,[],[f22116]) ).

cnf(s4753,plain,
    ( ~ spl0_1682
    | spl0_2541 ),
    inference(sat_conversion,[],[f22117]) ).

cnf(s4754,plain,
    ( ~ spl0_1710
    | spl0_2540 ),
    inference(sat_conversion,[],[f22118]) ).

cnf(s4755,plain,
    ( ~ spl0_1734
    | spl0_2515 ),
    inference(sat_conversion,[],[f22119]) ).

cnf(s4756,plain,
    ( ~ spl0_1744
    | spl0_2510 ),
    inference(sat_conversion,[],[f22120]) ).

cnf(s4757,plain,
    ( ~ spl0_1754
    | spl0_2504 ),
    inference(sat_conversion,[],[f22121]) ).

cnf(s4758,plain,
    ( ~ spl0_1764
    | spl0_2503 ),
    inference(sat_conversion,[],[f22122]) ).

cnf(s4759,plain,
    ( ~ spl0_1774
    | spl0_2495 ),
    inference(sat_conversion,[],[f22123]) ).

cnf(s4760,plain,
    ( ~ spl0_1796
    | spl0_2484 ),
    inference(sat_conversion,[],[f22124]) ).

cnf(s4761,plain,
    ( ~ spl0_1802
    | spl0_2481 ),
    inference(sat_conversion,[],[f22125]) ).

cnf(s4762,plain,
    ( ~ spl0_1816
    | spl0_2474 ),
    inference(sat_conversion,[],[f22126]) ).

cnf(s4763,plain,
    ( ~ spl0_1826
    | spl0_2469 ),
    inference(sat_conversion,[],[f22127]) ).

cnf(s4764,plain,
    ( ~ spl0_1836
    | spl0_2464 ),
    inference(sat_conversion,[],[f22128]) ).

cnf(s4765,plain,
    ( ~ spl0_1848
    | spl0_2458 ),
    inference(sat_conversion,[],[f22129]) ).

cnf(s4766,plain,
    ( ~ spl0_1860
    | spl0_2452 ),
    inference(sat_conversion,[],[f22130]) ).

cnf(s4767,plain,
    ( ~ spl0_1874
    | spl0_2445 ),
    inference(sat_conversion,[],[f22131]) ).

cnf(s4768,plain,
    ( ~ spl0_1878
    | spl0_2443 ),
    inference(sat_conversion,[],[f22132]) ).

cnf(s4769,plain,
    ( ~ spl0_1904
    | spl0_2430 ),
    inference(sat_conversion,[],[f22133]) ).

cnf(s4770,plain,
    ( ~ spl0_1926
    | spl0_2419 ),
    inference(sat_conversion,[],[f22134]) ).

cnf(s4771,plain,
    ( ~ spl0_1936
    | spl0_2414 ),
    inference(sat_conversion,[],[f22135]) ).

cnf(s4772,plain,
    ( ~ spl0_1950
    | spl0_2407 ),
    inference(sat_conversion,[],[f22136]) ).

cnf(s4773,plain,
    ( ~ spl0_1964
    | spl0_2400 ),
    inference(sat_conversion,[],[f22137]) ).

cnf(s4774,plain,
    ( ~ spl0_1968
    | spl0_2398 ),
    inference(sat_conversion,[],[f22138]) ).

cnf(s4775,plain,
    ( ~ spl0_1984
    | spl0_2390 ),
    inference(sat_conversion,[],[f22139]) ).

cnf(s4776,plain,
    ( ~ spl0_1992
    | spl0_2386 ),
    inference(sat_conversion,[],[f22140]) ).

cnf(s4777,plain,
    ( ~ spl0_2004
    | spl0_2380 ),
    inference(sat_conversion,[],[f22141]) ).

cnf(s4778,plain,
    ( ~ spl0_2040
    | spl0_2362 ),
    inference(sat_conversion,[],[f22142]) ).

cnf(s4779,plain,
    ( ~ spl0_2044
    | spl0_2360 ),
    inference(sat_conversion,[],[f22143]) ).

cnf(s4780,plain,
    ( ~ spl0_2052
    | spl0_2356 ),
    inference(sat_conversion,[],[f22144]) ).

cnf(s4781,plain,
    ( ~ spl0_2068
    | spl0_2348 ),
    inference(sat_conversion,[],[f22145]) ).

cnf(s4782,plain,
    ( ~ spl0_2100
    | spl0_2332 ),
    inference(sat_conversion,[],[f22146]) ).

cnf(s4783,plain,
    ( ~ spl0_2130
    | spl0_2317 ),
    inference(sat_conversion,[],[f22147]) ).

cnf(s4784,plain,
    ( ~ spl0_2160
    | spl0_2302 ),
    inference(sat_conversion,[],[f22148]) ).

cnf(s4785,plain,
    ( ~ spl0_2194
    | spl0_2285 ),
    inference(sat_conversion,[],[f22149]) ).

cnf(s4786,plain,
    ( ~ spl0_2230
    | spl0_2267 ),
    inference(sat_conversion,[],[f22150]) ).

cnf(s4787,plain,
    ( ~ spl0_1701
    | spl0_2524 ),
    inference(sat_conversion,[],[f22151]) ).

cnf(s4788,plain,
    ( ~ spl0_1687
    | spl0_2530 ),
    inference(sat_conversion,[],[f22152]) ).

cnf(s4789,plain,
    ( ~ spl0_1671
    | spl0_2545 ),
    inference(sat_conversion,[],[f22153]) ).

cnf(s4790,plain,
    ( ~ spl0_1585
    | spl0_2587 ),
    inference(sat_conversion,[],[f22154]) ).

cnf(s4791,plain,
    ( ~ spl0_1543
    | spl0_2599 ),
    inference(sat_conversion,[],[f22155]) ).

cnf(s4792,plain,
    ( ~ spl0_1497
    | spl0_2618 ),
    inference(sat_conversion,[],[f22156]) ).

cnf(s4793,plain,
    ( ~ spl0_1415
    | spl0_2670 ),
    inference(sat_conversion,[],[f22157]) ).

cnf(s4794,plain,
    ( ~ spl0_1381
    | spl0_2691 ),
    inference(sat_conversion,[],[f22158]) ).

cnf(s4796,plain,
    ( spl0_2702
    | spl0_2703 ),
    inference(sat_conversion,[],[f22169]) ).

cnf(s4797,plain,
    ( spl0_2704
    | spl0_2705 ),
    inference(sat_conversion,[],[f22178]) ).

cnf(s4798,plain,
    ( ~ spl0_1350
    | ~ spl0_1351
    | ~ spl0_2704 ),
    inference(sat_conversion,[],[f22186]) ).

cnf(s4800,plain,
    ( ~ spl0_2704
    | spl0_2706 ),
    inference(sat_conversion,[],[f22192]) ).

cnf(s4801,plain,
    ( ~ spl0_1352
    | ~ spl0_1353
    | ~ spl0_2702 ),
    inference(sat_conversion,[],[f22196]) ).

cnf(s4803,plain,
    ( ~ spl0_2702
    | spl0_2707 ),
    inference(sat_conversion,[],[f22202]) ).

cnf(s4804,plain,
    ( ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_1359 ),
    inference(sat_conversion,[],[f22206]) ).

cnf(s4805,plain,
    ( ~ spl0_1352
    | ~ spl0_1353
    | ~ spl0_2707 ),
    inference(sat_conversion,[],[f22207]) ).

cnf(s4807,plain,
    ( ~ spl0_1350
    | ~ spl0_1351
    | ~ spl0_2706 ),
    inference(sat_conversion,[],[f22212]) ).

cnf(s4808,plain,
    ( ~ spl0_2703
    | spl0_2707 ),
    inference(sat_conversion,[],[f22213]) ).

cnf(s4810,plain,
    ( ~ spl0_2705
    | spl0_2706 ),
    inference(sat_conversion,[],[f22218]) ).

cnf(s4812,plain,
    ( ~ spl0_1348
    | ~ spl0_1349
    | ~ spl0_2708 ),
    inference(sat_conversion,[],[f22224]) ).

cnf(s4813,plain,
    ( ~ spl0_1361
    | spl0_2708 ),
    inference(sat_conversion,[],[f22228]) ).

cnf(s4818,plain,
    ( ~ spl0_1360
    | spl0_2708 ),
    inference(sat_conversion,[],[f22234]) ).

cnf(s4821,plain,
    ( ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_1358 ),
    inference(sat_conversion,[],[f22244]) ).

cnf(s4824,plain,
    ( ~ spl0_1359
    | spl0_2709 ),
    inference(sat_conversion,[],[f22253]) ).

cnf(s4825,plain,
    ( spl0_4
    | ~ spl0_457
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f22261]) ).

cnf(s4826,plain,
    ( spl0_452
    | spl0_1358
    | ~ spl0_2251 ),
    inference(sat_conversion,[],[f22278]) ).

cnf(s4827,plain,
    ( spl0_5
    | ~ spl0_457
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f22292]) ).

cnf(s4828,plain,
    ( ~ spl0_2251
    | spl0_2256 ),
    inference(sat_conversion,[],[f22628]) ).

cnf(s4831,plain,
    ( ~ spl0_2247
    | spl0_2249 ),
    inference(sat_conversion,[],[f22639]) ).

cnf(s4832,plain,
    ( spl0_451
    | spl0_1358
    | ~ spl0_2249 ),
    inference(sat_conversion,[],[f22644]) ).

cnf(s4834,plain,
    ( spl0_450
    | spl0_1358
    | ~ spl0_2247 ),
    inference(sat_conversion,[],[f22655]) ).

cnf(s4835,plain,
    ( ~ spl0_2229
    | spl0_2231 ),
    inference(sat_conversion,[],[f22689]) ).

cnf(s4836,plain,
    ( ~ spl0_2193
    | spl0_2195 ),
    inference(sat_conversion,[],[f22709]) ).

cnf(s4838,plain,
    ( ~ spl0_2155
    | spl0_2157 ),
    inference(sat_conversion,[],[f22728]) ).

cnf(s4839,plain,
    ( ~ spl0_2153
    | spl0_2155 ),
    inference(sat_conversion,[],[f22729]) ).

cnf(s4840,plain,
    ( ~ spl0_2151
    | spl0_2153 ),
    inference(sat_conversion,[],[f22730]) ).

cnf(s4841,plain,
    ( ~ spl0_2149
    | spl0_2151 ),
    inference(sat_conversion,[],[f22731]) ).

cnf(s4842,plain,
    ( ~ spl0_2147
    | spl0_2149 ),
    inference(sat_conversion,[],[f22732]) ).

cnf(s4843,plain,
    ( ~ spl0_2145
    | spl0_2147 ),
    inference(sat_conversion,[],[f22733]) ).

cnf(s4844,plain,
    ( ~ spl0_2143
    | spl0_2145 ),
    inference(sat_conversion,[],[f22734]) ).

cnf(s4845,plain,
    ( ~ spl0_2141
    | spl0_2143 ),
    inference(sat_conversion,[],[f22735]) ).

cnf(s4846,plain,
    ( ~ spl0_2139
    | spl0_2141 ),
    inference(sat_conversion,[],[f22736]) ).

cnf(s4847,plain,
    ( ~ spl0_2137
    | spl0_2139 ),
    inference(sat_conversion,[],[f22737]) ).

cnf(s4848,plain,
    ( ~ spl0_2135
    | spl0_2137 ),
    inference(sat_conversion,[],[f22738]) ).

cnf(s4849,plain,
    ( ~ spl0_2133
    | spl0_2135 ),
    inference(sat_conversion,[],[f22739]) ).

cnf(s4851,plain,
    ( ~ spl0_2125
    | spl0_2127 ),
    inference(sat_conversion,[],[f22781]) ).

cnf(s4852,plain,
    ( ~ spl0_2123
    | spl0_2125 ),
    inference(sat_conversion,[],[f22782]) ).

cnf(s4853,plain,
    ( ~ spl0_2121
    | spl0_2123 ),
    inference(sat_conversion,[],[f22783]) ).

cnf(s4854,plain,
    ( ~ spl0_2119
    | spl0_2121 ),
    inference(sat_conversion,[],[f22784]) ).

cnf(s4855,plain,
    ( ~ spl0_2117
    | spl0_2119 ),
    inference(sat_conversion,[],[f22785]) ).

cnf(s4856,plain,
    ( ~ spl0_2115
    | spl0_2117 ),
    inference(sat_conversion,[],[f22786]) ).

cnf(s4857,plain,
    ( ~ spl0_2113
    | spl0_2115 ),
    inference(sat_conversion,[],[f22787]) ).

cnf(s4858,plain,
    ( ~ spl0_2111
    | spl0_2113 ),
    inference(sat_conversion,[],[f22788]) ).

cnf(s4859,plain,
    ( ~ spl0_2109
    | spl0_2111 ),
    inference(sat_conversion,[],[f22789]) ).

cnf(s4860,plain,
    ( ~ spl0_2107
    | spl0_2109 ),
    inference(sat_conversion,[],[f22790]) ).

cnf(s4861,plain,
    ( ~ spl0_2105
    | spl0_2107 ),
    inference(sat_conversion,[],[f22791]) ).

cnf(s4862,plain,
    ( ~ spl0_2103
    | spl0_2105 ),
    inference(sat_conversion,[],[f22792]) ).

cnf(s4864,plain,
    ( ~ spl0_2095
    | spl0_2097 ),
    inference(sat_conversion,[],[f22835]) ).

cnf(s4865,plain,
    ( ~ spl0_2093
    | spl0_2095 ),
    inference(sat_conversion,[],[f22836]) ).

cnf(s4866,plain,
    ( ~ spl0_2091
    | spl0_2093 ),
    inference(sat_conversion,[],[f22837]) ).

cnf(s4867,plain,
    ( ~ spl0_2089
    | spl0_2091 ),
    inference(sat_conversion,[],[f22838]) ).

cnf(s4868,plain,
    ( ~ spl0_2087
    | spl0_2089 ),
    inference(sat_conversion,[],[f22839]) ).

cnf(s4869,plain,
    ( ~ spl0_2085
    | spl0_2087 ),
    inference(sat_conversion,[],[f22840]) ).

cnf(s4870,plain,
    ( ~ spl0_2083
    | spl0_2085 ),
    inference(sat_conversion,[],[f22841]) ).

cnf(s4871,plain,
    ( ~ spl0_2081
    | spl0_2083 ),
    inference(sat_conversion,[],[f22842]) ).

cnf(s4872,plain,
    ( ~ spl0_2079
    | spl0_2081 ),
    inference(sat_conversion,[],[f22843]) ).

cnf(s4873,plain,
    ( ~ spl0_2077
    | spl0_2079 ),
    inference(sat_conversion,[],[f22844]) ).

cnf(s4874,plain,
    ( ~ spl0_2075
    | spl0_2077 ),
    inference(sat_conversion,[],[f22845]) ).

cnf(s4875,plain,
    ( ~ spl0_2073
    | spl0_2075 ),
    inference(sat_conversion,[],[f22846]) ).

cnf(s4876,plain,
    ( ~ spl0_2071
    | spl0_2073 ),
    inference(sat_conversion,[],[f22847]) ).

cnf(s4878,plain,
    ( ~ spl0_2063
    | spl0_2065 ),
    inference(sat_conversion,[],[f22884]) ).

cnf(s4879,plain,
    ( ~ spl0_2061
    | spl0_2063 ),
    inference(sat_conversion,[],[f22885]) ).

cnf(s4880,plain,
    ( ~ spl0_2059
    | spl0_2061 ),
    inference(sat_conversion,[],[f22886]) ).

cnf(s4881,plain,
    ( ~ spl0_2057
    | spl0_2059 ),
    inference(sat_conversion,[],[f22887]) ).

cnf(s4882,plain,
    ( ~ spl0_2055
    | spl0_2057 ),
    inference(sat_conversion,[],[f22888]) ).

cnf(s4884,plain,
    ( ~ spl0_2047
    | spl0_2049 ),
    inference(sat_conversion,[],[f22905]) ).

cnf(s4885,plain,
    ( ~ spl0_2039
    | spl0_2041 ),
    inference(sat_conversion,[],[f22911]) ).

cnf(s4887,plain,
    ( ~ spl0_2025
    | spl0_2027 ),
    inference(sat_conversion,[],[f22932]) ).

cnf(s4888,plain,
    ( ~ spl0_2023
    | spl0_2025 ),
    inference(sat_conversion,[],[f22933]) ).

cnf(s4889,plain,
    ( ~ spl0_2021
    | spl0_2023 ),
    inference(sat_conversion,[],[f22934]) ).

cnf(s4890,plain,
    ( ~ spl0_2019
    | spl0_2021 ),
    inference(sat_conversion,[],[f22935]) ).

cnf(s4891,plain,
    ( ~ spl0_2017
    | spl0_2019 ),
    inference(sat_conversion,[],[f22936]) ).

cnf(s4892,plain,
    ( ~ spl0_2015
    | spl0_2017 ),
    inference(sat_conversion,[],[f22937]) ).

cnf(s4893,plain,
    ( ~ spl0_2013
    | spl0_2015 ),
    inference(sat_conversion,[],[f22938]) ).

cnf(s4894,plain,
    ( ~ spl0_2011
    | spl0_2013 ),
    inference(sat_conversion,[],[f22939]) ).

cnf(s4895,plain,
    ( ~ spl0_2009
    | spl0_2011 ),
    inference(sat_conversion,[],[f22940]) ).

cnf(s4896,plain,
    ( ~ spl0_2007
    | spl0_2009 ),
    inference(sat_conversion,[],[f22941]) ).

cnf(s4898,plain,
    ( ~ spl0_1999
    | spl0_2001 ),
    inference(sat_conversion,[],[f22970]) ).

cnf(s4899,plain,
    ( ~ spl0_1997
    | spl0_1999 ),
    inference(sat_conversion,[],[f22971]) ).

cnf(s4900,plain,
    ( ~ spl0_1995
    | spl0_1997 ),
    inference(sat_conversion,[],[f22972]) ).

cnf(s4902,plain,
    ( ~ spl0_1987
    | spl0_1989 ),
    inference(sat_conversion,[],[f22985]) ).

cnf(s4904,plain,
    ( ~ spl0_1979
    | spl0_1981 ),
    inference(sat_conversion,[],[f22998]) ).

cnf(s4905,plain,
    ( ~ spl0_1977
    | spl0_1979 ),
    inference(sat_conversion,[],[f22999]) ).

cnf(s4906,plain,
    ( ~ spl0_1975
    | spl0_1977 ),
    inference(sat_conversion,[],[f23000]) ).

cnf(s4907,plain,
    ( ~ spl0_1973
    | spl0_1975 ),
    inference(sat_conversion,[],[f23001]) ).

cnf(s4908,plain,
    ( ~ spl0_1971
    | spl0_1973 ),
    inference(sat_conversion,[],[f23002]) ).

cnf(s4910,plain,
    ( ~ spl0_1959
    | spl0_1961 ),
    inference(sat_conversion,[],[f23022]) ).

cnf(s4911,plain,
    ( ~ spl0_1957
    | spl0_1959 ),
    inference(sat_conversion,[],[f23023]) ).

cnf(s4912,plain,
    ( ~ spl0_1955
    | spl0_1957 ),
    inference(sat_conversion,[],[f23024]) ).

cnf(s4913,plain,
    ( ~ spl0_1953
    | spl0_1955 ),
    inference(sat_conversion,[],[f23025]) ).

cnf(s4915,plain,
    ( ~ spl0_1945
    | spl0_1947 ),
    inference(sat_conversion,[],[f23043]) ).

cnf(s4916,plain,
    ( ~ spl0_1943
    | spl0_1945 ),
    inference(sat_conversion,[],[f23044]) ).

cnf(s4917,plain,
    ( ~ spl0_1941
    | spl0_1943 ),
    inference(sat_conversion,[],[f23045]) ).

cnf(s4918,plain,
    ( ~ spl0_1939
    | spl0_1941 ),
    inference(sat_conversion,[],[f23046]) ).

cnf(s4920,plain,
    ( ~ spl0_1931
    | spl0_1933 ),
    inference(sat_conversion,[],[f23062]) ).

cnf(s4921,plain,
    ( ~ spl0_1929
    | spl0_1931 ),
    inference(sat_conversion,[],[f23063]) ).

cnf(s4923,plain,
    ( ~ spl0_1921
    | spl0_1923 ),
    inference(sat_conversion,[],[f23081]) ).

cnf(s4924,plain,
    ( ~ spl0_1919
    | spl0_1921 ),
    inference(sat_conversion,[],[f23082]) ).

cnf(s4925,plain,
    ( ~ spl0_1917
    | spl0_1919 ),
    inference(sat_conversion,[],[f23083]) ).

cnf(s4926,plain,
    ( ~ spl0_1915
    | spl0_1917 ),
    inference(sat_conversion,[],[f23084]) ).

cnf(s4927,plain,
    ( ~ spl0_1913
    | spl0_1915 ),
    inference(sat_conversion,[],[f23085]) ).

cnf(s4928,plain,
    ( ~ spl0_1911
    | spl0_1913 ),
    inference(sat_conversion,[],[f23086]) ).

cnf(s4929,plain,
    ( ~ spl0_1909
    | spl0_1911 ),
    inference(sat_conversion,[],[f23087]) ).

cnf(s4930,plain,
    ( ~ spl0_1907
    | spl0_1909 ),
    inference(sat_conversion,[],[f23088]) ).

cnf(s4932,plain,
    ( ~ spl0_1899
    | spl0_1901 ),
    inference(sat_conversion,[],[f23120]) ).

cnf(s4933,plain,
    ( ~ spl0_1897
    | spl0_1899 ),
    inference(sat_conversion,[],[f23121]) ).

cnf(s4934,plain,
    ( ~ spl0_1895
    | spl0_1897 ),
    inference(sat_conversion,[],[f23122]) ).

cnf(s4935,plain,
    ( ~ spl0_1893
    | spl0_1895 ),
    inference(sat_conversion,[],[f23123]) ).

cnf(s4936,plain,
    ( ~ spl0_1891
    | spl0_1893 ),
    inference(sat_conversion,[],[f23124]) ).

cnf(s4937,plain,
    ( ~ spl0_1889
    | spl0_1891 ),
    inference(sat_conversion,[],[f23125]) ).

cnf(s4938,plain,
    ( ~ spl0_1887
    | spl0_1889 ),
    inference(sat_conversion,[],[f23126]) ).

cnf(s4939,plain,
    ( ~ spl0_1885
    | spl0_1887 ),
    inference(sat_conversion,[],[f23127]) ).

cnf(s4940,plain,
    ( ~ spl0_1883
    | spl0_1885 ),
    inference(sat_conversion,[],[f23128]) ).

cnf(s4941,plain,
    ( ~ spl0_1881
    | spl0_1883 ),
    inference(sat_conversion,[],[f23129]) ).

cnf(s4942,plain,
    ( ~ spl0_1873
    | spl0_1875 ),
    inference(sat_conversion,[],[f23153]) ).

cnf(s4944,plain,
    ( ~ spl0_1867
    | spl0_1869 ),
    inference(sat_conversion,[],[f23163]) ).

cnf(s4945,plain,
    ( ~ spl0_1865
    | spl0_1867 ),
    inference(sat_conversion,[],[f23164]) ).

cnf(s4946,plain,
    ( ~ spl0_1863
    | spl0_1865 ),
    inference(sat_conversion,[],[f23165]) ).

cnf(s4948,plain,
    ( ~ spl0_1855
    | spl0_1857 ),
    inference(sat_conversion,[],[f23180]) ).

cnf(s4949,plain,
    ( ~ spl0_1853
    | spl0_1855 ),
    inference(sat_conversion,[],[f23181]) ).

cnf(s4950,plain,
    ( ~ spl0_1851
    | spl0_1853 ),
    inference(sat_conversion,[],[f23182]) ).

cnf(s4951,plain,
    ( ~ spl0_1847
    | spl0_1849 ),
    inference(sat_conversion,[],[f23196]) ).

cnf(s4952,plain,
    ( ~ spl0_1835
    | spl0_1837 ),
    inference(sat_conversion,[],[f23204]) ).

cnf(s4953,plain,
    ( ~ spl0_1825
    | spl0_1827 ),
    inference(sat_conversion,[],[f23212]) ).

cnf(s4954,plain,
    ( ~ spl0_1815
    | spl0_1817 ),
    inference(sat_conversion,[],[f23222]) ).

cnf(s4955,plain,
    ( ~ spl0_1801
    | spl0_1803 ),
    inference(sat_conversion,[],[f23227]) ).

cnf(s4956,plain,
    ( ~ spl0_1795
    | spl0_1797 ),
    inference(sat_conversion,[],[f23242]) ).

cnf(s4957,plain,
    ( ~ spl0_1763
    | spl0_1765 ),
    inference(sat_conversion,[],[f23250]) ).

cnf(s4958,plain,
    ( ~ spl0_1761
    | spl0_1763 ),
    inference(sat_conversion,[],[f23251]) ).

cnf(s4959,plain,
    ( ~ spl0_1759
    | spl0_1761 ),
    inference(sat_conversion,[],[f23252]) ).

cnf(s4963,plain,
    ( ~ spl0_1767
    | spl0_1769 ),
    inference(sat_conversion,[],[f23271]) ).

cnf(s4964,plain,
    ( ~ spl0_1773
    | spl0_1775 ),
    inference(sat_conversion,[],[f23276]) ).

cnf(s4965,plain,
    ( ~ spl0_1753
    | spl0_1755 ),
    inference(sat_conversion,[],[f23285]) ).

cnf(s4966,plain,
    ( ~ spl0_1743
    | spl0_1745 ),
    inference(sat_conversion,[],[f23293]) ).

cnf(s4967,plain,
    ( ~ spl0_1733
    | spl0_1735 ),
    inference(sat_conversion,[],[f23299]) ).

cnf(s4969,plain,
    ( ~ spl0_1697
    | spl0_1699 ),
    inference(sat_conversion,[],[f23309]) ).

cnf(s4971,plain,
    ( ~ spl0_1691
    | spl0_1693 ),
    inference(sat_conversion,[],[f23319]) ).

cnf(s4972,plain,
    ( ~ spl0_1681
    | spl0_1683 ),
    inference(sat_conversion,[],[f23324]) ).

cnf(s4974,plain,
    ( ~ spl0_1709
    | spl0_1711 ),
    inference(sat_conversion,[],[f23335]) ).

cnf(s4975,plain,
    ( ~ spl0_1707
    | spl0_1709 ),
    inference(sat_conversion,[],[f23336]) ).

cnf(s4976,plain,
    ( ~ spl0_1705
    | spl0_1707 ),
    inference(sat_conversion,[],[f23337]) ).

cnf(s4977,plain,
    ( ~ spl0_1703
    | spl0_1705 ),
    inference(sat_conversion,[],[f23338]) ).

cnf(s4978,plain,
    ( ~ spl0_1701
    | spl0_1703 ),
    inference(sat_conversion,[],[f23339]) ).

cnf(s4980,plain,
    ( ~ spl0_1715
    | spl0_1717 ),
    inference(sat_conversion,[],[f23354]) ).

cnf(s4982,plain,
    ( ~ spl0_1725
    | spl0_1727 ),
    inference(sat_conversion,[],[f23361]) ).

cnf(s4983,plain,
    ( ~ spl0_1673
    | spl0_1675 ),
    inference(sat_conversion,[],[f23368]) ).

cnf(s4984,plain,
    ( ~ spl0_1667
    | spl0_1669 ),
    inference(sat_conversion,[],[f23373]) ).

cnf(s4986,plain,
    ( ~ spl0_1651
    | spl0_1653 ),
    inference(sat_conversion,[],[f23380]) ).

cnf(s4987,plain,
    ( ~ spl0_1641
    | spl0_1643 ),
    inference(sat_conversion,[],[f23386]) ).

cnf(s4988,plain,
    ( ~ spl0_1635
    | spl0_1637 ),
    inference(sat_conversion,[],[f23391]) ).

cnf(s4990,plain,
    ( ~ spl0_1609
    | spl0_1611 ),
    inference(sat_conversion,[],[f23400]) ).

cnf(s4991,plain,
    ( ~ spl0_1617
    | spl0_1619 ),
    inference(sat_conversion,[],[f23405]) ).

cnf(s4994,plain,
    ( ~ spl0_1585
    | spl0_1587 ),
    inference(sat_conversion,[],[f23420]) ).

cnf(s4996,plain,
    ( ~ spl0_1595
    | spl0_1597 ),
    inference(sat_conversion,[],[f23427]) ).

cnf(s4997,plain,
    ( ~ spl0_1603
    | spl0_1605 ),
    inference(sat_conversion,[],[f23433]) ).

cnf(s4998,plain,
    ( ~ spl0_1629
    | spl0_1631 ),
    inference(sat_conversion,[],[f23439]) ).

cnf(s4999,plain,
    ( ~ spl0_1661
    | spl0_1663 ),
    inference(sat_conversion,[],[f23446]) ).

cnf(s5001,plain,
    ( ~ spl0_1543
    | spl0_1545 ),
    inference(sat_conversion,[],[f23459]) ).

cnf(s5002,plain,
    ( ~ spl0_1537
    | spl0_1539 ),
    inference(sat_conversion,[],[f23464]) ).

cnf(s5004,plain,
    ( ~ spl0_1521
    | spl0_1523 ),
    inference(sat_conversion,[],[f23474]) ).

cnf(s5005,plain,
    ( ~ spl0_1517
    | spl0_1519 ),
    inference(sat_conversion,[],[f23479]) ).

cnf(s5007,plain,
    ( ~ spl0_1499
    | spl0_1501 ),
    inference(sat_conversion,[],[f23490]) ).

cnf(s5008,plain,
    ( ~ spl0_1489
    | spl0_1491 ),
    inference(sat_conversion,[],[f23495]) ).

cnf(s5009,plain,
    ( ~ spl0_1493
    | spl0_1495 ),
    inference(sat_conversion,[],[f23500]) ).

cnf(s5011,plain,
    ( ~ spl0_1505
    | spl0_1507 ),
    inference(sat_conversion,[],[f23508]) ).

cnf(s5013,plain,
    ( ~ spl0_1533
    | spl0_1535 ),
    inference(sat_conversion,[],[f23516]) ).

cnf(s5014,plain,
    ( ~ spl0_1547
    | spl0_1549 ),
    inference(sat_conversion,[],[f23521]) ).

cnf(s5016,plain,
    ( ~ spl0_1483
    | spl0_1485 ),
    inference(sat_conversion,[],[f23528]) ).

cnf(s5017,plain,
    ( ~ spl0_1477
    | spl0_1479 ),
    inference(sat_conversion,[],[f23534]) ).

cnf(s5018,plain,
    ( ~ spl0_1473
    | spl0_1475 ),
    inference(sat_conversion,[],[f23539]) ).

cnf(s5020,plain,
    ( ~ spl0_1457
    | spl0_1459 ),
    inference(sat_conversion,[],[f23546]) ).

cnf(s5022,plain,
    ( ~ spl0_1463
    | spl0_1465 ),
    inference(sat_conversion,[],[f23556]) ).

cnf(s5023,plain,
    ( ~ spl0_1559
    | spl0_1561 ),
    inference(sat_conversion,[],[f23563]) ).

cnf(s5024,plain,
    ( ~ spl0_1569
    | spl0_1571 ),
    inference(sat_conversion,[],[f23567]) ).

cnf(s5025,plain,
    ( ~ spl0_1575
    | spl0_1577 ),
    inference(sat_conversion,[],[f23572]) ).

cnf(s5028,plain,
    ( ~ spl0_1679
    | spl0_1681 ),
    inference(sat_conversion,[],[f23579]) ).

cnf(s5030,plain,
    ( ~ spl0_1553
    | spl0_1555 ),
    inference(sat_conversion,[],[f23591]) ).

cnf(s5031,plain,
    ( ~ spl0_1439
    | spl0_1441 ),
    inference(sat_conversion,[],[f23596]) ).

cnf(s5033,plain,
    ( ~ spl0_1419
    | spl0_1421 ),
    inference(sat_conversion,[],[f23607]) ).

cnf(s5035,plain,
    ( ~ spl0_1425
    | spl0_1427 ),
    inference(sat_conversion,[],[f23621]) ).

cnf(s5036,plain,
    ( ~ spl0_1447
    | spl0_1449 ),
    inference(sat_conversion,[],[f23628]) ).

cnf(s5037,plain,
    ( ~ spl0_1397
    | spl0_1399 ),
    inference(sat_conversion,[],[f23636]) ).

cnf(s5040,plain,
    ( ~ spl0_1385
    | spl0_1387 ),
    inference(sat_conversion,[],[f23653]) ).

cnf(s5041,plain,
    ( ~ spl0_1383
    | spl0_1385 ),
    inference(sat_conversion,[],[f23654]) ).

cnf(s5043,plain,
    ( ~ spl0_1377
    | spl0_1379 ),
    inference(sat_conversion,[],[f23665]) ).

cnf(s5045,plain,
    ( ~ spl0_1367
    | spl0_1369 ),
    inference(sat_conversion,[],[f23676]) ).

cnf(s5047,plain,
    ( ~ spl0_2703
    | spl0_2705 ),
    inference(sat_conversion,[],[f23684]) ).

cnf(s5049,plain,
    ( ~ spl0_2245
    | spl0_2247 ),
    inference(sat_conversion,[],[f23692]) ).

cnf(s5050,plain,
    ( ~ spl0_2243
    | spl0_2245 ),
    inference(sat_conversion,[],[f23693]) ).

cnf(s5051,plain,
    ( ~ spl0_2241
    | spl0_2243 ),
    inference(sat_conversion,[],[f23694]) ).

cnf(s5052,plain,
    ( ~ spl0_2239
    | spl0_2241 ),
    inference(sat_conversion,[],[f23695]) ).

cnf(s5053,plain,
    ( ~ spl0_2237
    | spl0_2239 ),
    inference(sat_conversion,[],[f23696]) ).

cnf(s5054,plain,
    ( ~ spl0_2235
    | spl0_2237 ),
    inference(sat_conversion,[],[f23697]) ).

cnf(s5055,plain,
    ( ~ spl0_2233
    | spl0_2235 ),
    inference(sat_conversion,[],[f23698]) ).

cnf(s5065,plain,
    ( ~ spl0_2249
    | spl0_2251 ),
    inference(sat_conversion,[],[f23718]) ).

cnf(s5067,plain,
    ( ~ spl0_2231
    | spl0_2233 ),
    inference(sat_conversion,[],[f23719]) ).

cnf(s5069,plain,
    ( ~ spl0_2041
    | spl0_2043 ),
    inference(sat_conversion,[],[f23767]) ).

cnf(s5071,plain,
    ( ~ spl0_1875
    | spl0_1877 ),
    inference(sat_conversion,[],[f23774]) ).

cnf(s5076,plain,
    ( ~ spl0_1857
    | spl0_1859 ),
    inference(sat_conversion,[],[f23781]) ).

cnf(s5077,plain,
    ( ~ spl0_1849
    | spl0_1851 ),
    inference(sat_conversion,[],[f23782]) ).

cnf(s5080,plain,
    ( ~ spl0_1693
    | spl0_1695 ),
    inference(sat_conversion,[],[f23821]) ).

cnf(s5082,plain,
    ( ~ spl0_1717
    | spl0_1719 ),
    inference(sat_conversion,[],[f23828]) ).

cnf(s5084,plain,
    ( ~ spl0_1727
    | spl0_1729 ),
    inference(sat_conversion,[],[f23835]) ).

cnf(s5085,plain,
    ( ~ spl0_1653
    | spl0_1655 ),
    inference(sat_conversion,[],[f23842]) ).

cnf(s5086,plain,
    ( ~ spl0_1643
    | spl0_1645 ),
    inference(sat_conversion,[],[f23847]) ).

cnf(s5087,plain,
    ( ~ spl0_1619
    | spl0_1621 ),
    inference(sat_conversion,[],[f23854]) ).

cnf(s5089,plain,
    ( ~ spl0_1589
    | spl0_1591 ),
    inference(sat_conversion,[],[f23861]) ).

cnf(s5090,plain,
    ( ~ spl0_1587
    | spl0_1589 ),
    inference(sat_conversion,[],[f23862]) ).

cnf(s5091,plain,
    ( ~ spl0_1539
    | spl0_1541 ),
    inference(sat_conversion,[],[f23875]) ).

cnf(s5093,plain,
    ( ~ spl0_1507
    | spl0_1509 ),
    inference(sat_conversion,[],[f23887]) ).

cnf(s5095,plain,
    ( ~ spl0_1549
    | spl0_1551 ),
    inference(sat_conversion,[],[f23895]) ).

cnf(s5097,plain,
    ( ~ spl0_1485
    | spl0_1487 ),
    inference(sat_conversion,[],[f23902]) ).

cnf(s5099,plain,
    ( ~ spl0_1465
    | spl0_1467 ),
    inference(sat_conversion,[],[f23914]) ).

cnf(s5101,plain,
    ( ~ spl0_1685
    | spl0_1687 ),
    inference(sat_conversion,[],[f23922]) ).

cnf(s5102,plain,
    ( ~ spl0_1687
    | spl0_1689 ),
    inference(sat_conversion,[],[f23923]) ).

cnf(s5103,plain,
    ( ~ spl0_1683
    | spl0_1685 ),
    inference(sat_conversion,[],[f23924]) ).

cnf(s5105,plain,
    ( ~ spl0_1555
    | spl0_1557 ),
    inference(sat_conversion,[],[f23939]) ).

cnf(s5107,plain,
    ( ~ spl0_1429
    | spl0_1431 ),
    inference(sat_conversion,[],[f23948]) ).

cnf(s5108,plain,
    ( ~ spl0_1427
    | spl0_1429 ),
    inference(sat_conversion,[],[f23949]) ).

cnf(s5110,plain,
    ( ~ spl0_1451
    | spl0_1453 ),
    inference(sat_conversion,[],[f23960]) ).

cnf(s5111,plain,
    ( ~ spl0_1449
    | spl0_1451 ),
    inference(sat_conversion,[],[f23961]) ).

cnf(s5113,plain,
    ( ~ spl0_1371
    | spl0_1373 ),
    inference(sat_conversion,[],[f23975]) ).

cnf(s5114,plain,
    ( ~ spl0_1369
    | spl0_1371 ),
    inference(sat_conversion,[],[f23976]) ).

cnf(s5115,plain,
    ( ~ spl0_2043
    | spl0_2045 ),
    inference(sat_conversion,[],[f23985]) ).

cnf(s5116,plain,
    ( ~ spl0_1877
    | spl0_1879 ),
    inference(sat_conversion,[],[f23990]) ).

cnf(s5117,plain,
    ( ~ spl0_1859
    | spl0_1861 ),
    inference(sat_conversion,[],[f23995]) ).

cnf(s5119,plain,
    ( ~ spl0_1655
    | spl0_1657 ),
    inference(sat_conversion,[],[f24007]) ).

cnf(s5120,plain,
    ( ~ spl0_1645
    | spl0_1647 ),
    inference(sat_conversion,[],[f24012]) ).

cnf(s5121,plain,
    ( ~ spl0_1639
    | spl0_1641 ),
    inference(sat_conversion,[],[f24013]) ).

cnf(s5125,plain,
    ( ~ spl0_1621
    | spl0_1623 ),
    inference(sat_conversion,[],[f24032]) ).

cnf(s5127,plain,
    ( ~ spl0_1503
    | spl0_1505 ),
    inference(sat_conversion,[],[f24041]) ).

cnf(s5128,plain,
    ( ~ spl0_1501
    | spl0_1503 ),
    inference(sat_conversion,[],[f24042]) ).

cnf(s5129,plain,
    ( ~ spl0_1497
    | spl0_1499 ),
    inference(sat_conversion,[],[f24043]) ).

cnf(s5130,plain,
    ( ~ spl0_1495
    | spl0_1497 ),
    inference(sat_conversion,[],[f24044]) ).

cnf(s5131,plain,
    ( ~ spl0_1491
    | spl0_1493 ),
    inference(sat_conversion,[],[f24045]) ).

cnf(s5140,plain,
    ( ~ spl0_1509
    | spl0_1511 ),
    inference(sat_conversion,[],[f24046]) ).

cnf(s5144,plain,
    ( ~ spl0_1695
    | spl0_1697 ),
    inference(sat_conversion,[],[f24101]) ).

cnf(s5146,plain,
    ( ~ spl0_1699
    | spl0_1701 ),
    inference(sat_conversion,[],[f24102]) ).

cnf(s5152,plain,
    ( ~ spl0_1689
    | spl0_1691 ),
    inference(sat_conversion,[],[f24103]) ).

cnf(s5155,plain,
    ( ~ spl0_1557
    | spl0_1559 ),
    inference(sat_conversion,[],[f24150]) ).

cnf(s5156,plain,
    ( ~ spl0_1431
    | spl0_1433 ),
    inference(sat_conversion,[],[f24159]) ).

cnf(s5158,plain,
    ( ~ spl0_1453
    | spl0_1455 ),
    inference(sat_conversion,[],[f24166]) ).

cnf(s5161,plain,
    ( ~ spl0_2049
    | spl0_2051 ),
    inference(sat_conversion,[],[f24174]) ).

cnf(s5162,plain,
    ( ~ spl0_2045
    | spl0_2047 ),
    inference(sat_conversion,[],[f24175]) ).

cnf(s5174,plain,
    ( ~ spl0_1901
    | spl0_1903 ),
    inference(sat_conversion,[],[f24190]) ).

cnf(s5175,plain,
    ( ~ spl0_1879
    | spl0_1881 ),
    inference(sat_conversion,[],[f24191]) ).

cnf(s5180,plain,
    ( ~ spl0_1869
    | spl0_1871 ),
    inference(sat_conversion,[],[f24242]) ).

cnf(s5181,plain,
    ( ~ spl0_1861
    | spl0_1863 ),
    inference(sat_conversion,[],[f24243]) ).

cnf(s5182,plain,
    ( ~ spl0_1657
    | spl0_1659 ),
    inference(sat_conversion,[],[f24264]) ).

cnf(s5183,plain,
    ( ~ spl0_1623
    | spl0_1625 ),
    inference(sat_conversion,[],[f24270]) ).

cnf(s5185,plain,
    ( ~ spl0_1513
    | spl0_1515 ),
    inference(sat_conversion,[],[f24277]) ).

cnf(s5186,plain,
    ( ~ spl0_1511
    | spl0_1513 ),
    inference(sat_conversion,[],[f24278]) ).

cnf(s5188,plain,
    ( ~ spl0_1561
    | spl0_1563 ),
    inference(sat_conversion,[],[f24290]) ).

cnf(s5190,plain,
    ( ~ spl0_1423
    | spl0_1425 ),
    inference(sat_conversion,[],[f24297]) ).

cnf(s5191,plain,
    ( ~ spl0_1421
    | spl0_1423 ),
    inference(sat_conversion,[],[f24298]) ).

cnf(s5192,plain,
    ( ~ spl0_1417
    | spl0_1419 ),
    inference(sat_conversion,[],[f24299]) ).

cnf(s5201,plain,
    ( ~ spl0_1433
    | spl0_1435 ),
    inference(sat_conversion,[],[f24300]) ).

cnf(s5204,plain,
    ( ~ spl0_1459
    | spl0_1461 ),
    inference(sat_conversion,[],[f24345]) ).

cnf(s5205,plain,
    ( ~ spl0_1455
    | spl0_1457 ),
    inference(sat_conversion,[],[f24346]) ).

cnf(s5206,plain,
    ( ~ spl0_2051
    | spl0_2053 ),
    inference(sat_conversion,[],[f24359]) ).

cnf(s5207,plain,
    ( ~ spl0_1903
    | spl0_1905 ),
    inference(sat_conversion,[],[f24364]) ).

cnf(s5209,plain,
    ( ~ spl0_1649
    | spl0_1651 ),
    inference(sat_conversion,[],[f24372]) ).

cnf(s5214,plain,
    ( ~ spl0_1659
    | spl0_1661 ),
    inference(sat_conversion,[],[f24373]) ).

cnf(s5219,plain,
    ( ~ spl0_1461
    | spl0_1463 ),
    inference(sat_conversion,[],[f24410]) ).

cnf(s5226,plain,
    ( ~ spl0_2065
    | spl0_2067 ),
    inference(sat_conversion,[],[f24425]) ).

cnf(s5227,plain,
    ( ~ spl0_2053
    | spl0_2055 ),
    inference(sat_conversion,[],[f24426]) ).

cnf(s5237,plain,
    ( ~ spl0_1923
    | spl0_1925 ),
    inference(sat_conversion,[],[f24457]) ).

cnf(s5238,plain,
    ( ~ spl0_1905
    | spl0_1907 ),
    inference(sat_conversion,[],[f24458]) ).

cnf(s5239,plain,
    ( ~ spl0_2067
    | spl0_2069 ),
    inference(sat_conversion,[],[f24501]) ).

cnf(s5240,plain,
    ( ~ spl0_1925
    | spl0_1927 ),
    inference(sat_conversion,[],[f24506]) ).

cnf(s5255,plain,
    ( ~ spl0_2097
    | spl0_2099 ),
    inference(sat_conversion,[],[f24513]) ).

cnf(s5256,plain,
    ( ~ spl0_2069
    | spl0_2071 ),
    inference(sat_conversion,[],[f24514]) ).

cnf(s5260,plain,
    ( ~ spl0_1933
    | spl0_1935 ),
    inference(sat_conversion,[],[f24577]) ).

cnf(s5261,plain,
    ( ~ spl0_1927
    | spl0_1929 ),
    inference(sat_conversion,[],[f24578]) ).

cnf(s5262,plain,
    ( ~ spl0_2099
    | spl0_2101 ),
    inference(sat_conversion,[],[f24595]) ).

cnf(s5263,plain,
    ( ~ spl0_1935
    | spl0_1937 ),
    inference(sat_conversion,[],[f24600]) ).

cnf(s5277,plain,
    ( ~ spl0_2127
    | spl0_2129 ),
    inference(sat_conversion,[],[f24607]) ).

cnf(s5278,plain,
    ( ~ spl0_2101
    | spl0_2103 ),
    inference(sat_conversion,[],[f24608]) ).

cnf(s5284,plain,
    ( ~ spl0_1947
    | spl0_1949 ),
    inference(sat_conversion,[],[f24667]) ).

cnf(s5285,plain,
    ( ~ spl0_1937
    | spl0_1939 ),
    inference(sat_conversion,[],[f24668]) ).

cnf(s5286,plain,
    ( ~ spl0_2129
    | spl0_2131 ),
    inference(sat_conversion,[],[f24693]) ).

cnf(s5287,plain,
    ( ~ spl0_1949
    | spl0_1951 ),
    inference(sat_conversion,[],[f24698]) ).

cnf(s5301,plain,
    ( ~ spl0_2157
    | spl0_2159 ),
    inference(sat_conversion,[],[f24705]) ).

cnf(s5302,plain,
    ( ~ spl0_2131
    | spl0_2133 ),
    inference(sat_conversion,[],[f24706]) ).

cnf(s5308,plain,
    ( ~ spl0_1961
    | spl0_1963 ),
    inference(sat_conversion,[],[f24765]) ).

cnf(s5309,plain,
    ( ~ spl0_1951
    | spl0_1953 ),
    inference(sat_conversion,[],[f24766]) ).

cnf(s5310,plain,
    ( ~ spl0_2159
    | spl0_2161 ),
    inference(sat_conversion,[],[f24791]) ).

cnf(s5311,plain,
    ( ~ spl0_1963
    | spl0_1965 ),
    inference(sat_conversion,[],[f24796]) ).

cnf(s5313,plain,
    ( ~ spl0_1965
    | spl0_1967 ),
    inference(sat_conversion,[],[f24804]) ).

cnf(s5314,plain,
    ( ~ spl0_1967
    | spl0_1969 ),
    inference(sat_conversion,[],[f24809]) ).

cnf(s5321,plain,
    ( ~ spl0_1981
    | spl0_1983 ),
    inference(sat_conversion,[],[f24816]) ).

cnf(s5322,plain,
    ( ~ spl0_1969
    | spl0_1971 ),
    inference(sat_conversion,[],[f24817]) ).

cnf(s5323,plain,
    ( ~ spl0_1983
    | spl0_1985 ),
    inference(sat_conversion,[],[f24846]) ).

cnf(s5326,plain,
    ( ~ spl0_1989
    | spl0_1991 ),
    inference(sat_conversion,[],[f24853]) ).

cnf(s5327,plain,
    ( ~ spl0_1985
    | spl0_1987 ),
    inference(sat_conversion,[],[f24854]) ).

cnf(s5328,plain,
    ( ~ spl0_1991
    | spl0_1993 ),
    inference(sat_conversion,[],[f24867]) ).

cnf(s5333,plain,
    ( ~ spl0_2001
    | spl0_2003 ),
    inference(sat_conversion,[],[f24874]) ).

cnf(s5334,plain,
    ( ~ spl0_1993
    | spl0_1995 ),
    inference(sat_conversion,[],[f24875]) ).

cnf(s5335,plain,
    ( ~ spl0_2003
    | spl0_2005 ),
    inference(sat_conversion,[],[f24896]) ).

cnf(s5347,plain,
    ( ~ spl0_2027
    | spl0_2029 ),
    inference(sat_conversion,[],[f24903]) ).

cnf(s5348,plain,
    ( ~ spl0_2005
    | spl0_2007 ),
    inference(sat_conversion,[],[f24904]) ).

cnf(s5349,plain,
    ( spl0_7
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f24959]) ).

cnf(s5350,plain,
    ( spl0_449
    | spl0_1358
    | ~ spl0_2245 ),
    inference(sat_conversion,[],[f24964]) ).

cnf(s5351,plain,
    ( spl0_8
    | ~ spl0_457
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f24993]) ).

cnf(s5352,plain,
    ( spl0_448
    | spl0_1358
    | ~ spl0_2243 ),
    inference(sat_conversion,[],[f24998]) ).

cnf(s5353,plain,
    ( spl0_9
    | ~ spl0_457
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f25032]) ).

cnf(s5354,plain,
    ( spl0_447
    | spl0_1358
    | ~ spl0_2241 ),
    inference(sat_conversion,[],[f25037]) ).

cnf(s5355,plain,
    ( spl0_10
    | spl0_1358
    | ~ spl0_1367 ),
    inference(sat_conversion,[],[f25041]) ).

cnf(s5356,plain,
    ( spl0_446
    | spl0_1358
    | ~ spl0_2239 ),
    inference(sat_conversion,[],[f25046]) ).

cnf(s5357,plain,
    ( spl0_11
    | spl0_1358
    | ~ spl0_1369 ),
    inference(sat_conversion,[],[f25050]) ).

cnf(s5358,plain,
    ( spl0_445
    | spl0_1358
    | ~ spl0_2237 ),
    inference(sat_conversion,[],[f25055]) ).

cnf(s5359,plain,
    ( spl0_12
    | spl0_1358
    | ~ spl0_1371 ),
    inference(sat_conversion,[],[f25059]) ).

cnf(s5360,plain,
    ( spl0_444
    | spl0_1358
    | ~ spl0_2235 ),
    inference(sat_conversion,[],[f25064]) ).

cnf(s5361,plain,
    ( spl0_13
    | spl0_1358
    | ~ spl0_1373 ),
    inference(sat_conversion,[],[f25068]) ).

cnf(s5362,plain,
    ( spl0_443
    | spl0_1358
    | ~ spl0_2233 ),
    inference(sat_conversion,[],[f25073]) ).

cnf(s5363,plain,
    ( spl0_14
    | spl0_1358
    | ~ spl0_1375 ),
    inference(sat_conversion,[],[f25077]) ).

cnf(s5364,plain,
    ( spl0_442
    | spl0_1358
    | ~ spl0_2231 ),
    inference(sat_conversion,[],[f25082]) ).

cnf(s5365,plain,
    ( spl0_15
    | spl0_1358
    | ~ spl0_1377 ),
    inference(sat_conversion,[],[f25086]) ).

cnf(s5366,plain,
    ( spl0_441
    | spl0_1358
    | ~ spl0_2229 ),
    inference(sat_conversion,[],[f25091]) ).

cnf(s5367,plain,
    ( spl0_16
    | spl0_1358
    | ~ spl0_1379 ),
    inference(sat_conversion,[],[f25095]) ).

cnf(s5368,plain,
    ( spl0_440
    | spl0_1358
    | ~ spl0_2227 ),
    inference(sat_conversion,[],[f25100]) ).

cnf(s5369,plain,
    ( spl0_17
    | spl0_1358
    | ~ spl0_1381 ),
    inference(sat_conversion,[],[f25104]) ).

cnf(s5370,plain,
    ( spl0_439
    | spl0_1358
    | ~ spl0_2225 ),
    inference(sat_conversion,[],[f25109]) ).

cnf(s5371,plain,
    ( spl0_18
    | spl0_1358
    | ~ spl0_1383 ),
    inference(sat_conversion,[],[f25113]) ).

cnf(s5372,plain,
    ( spl0_438
    | spl0_1358
    | ~ spl0_2223 ),
    inference(sat_conversion,[],[f25118]) ).

cnf(s5373,plain,
    ( spl0_19
    | spl0_1358
    | ~ spl0_1385 ),
    inference(sat_conversion,[],[f25122]) ).

cnf(s5374,plain,
    ( spl0_437
    | spl0_1358
    | ~ spl0_2221 ),
    inference(sat_conversion,[],[f25127]) ).

cnf(s5375,plain,
    ( spl0_20
    | spl0_1358
    | ~ spl0_1387 ),
    inference(sat_conversion,[],[f25131]) ).

cnf(s5376,plain,
    ( spl0_436
    | spl0_1358
    | ~ spl0_2219 ),
    inference(sat_conversion,[],[f25136]) ).

cnf(s5377,plain,
    ( spl0_21
    | spl0_1358
    | ~ spl0_1389 ),
    inference(sat_conversion,[],[f25140]) ).

cnf(s5378,plain,
    ( spl0_435
    | spl0_1358
    | ~ spl0_2217 ),
    inference(sat_conversion,[],[f25145]) ).

cnf(s5379,plain,
    ( spl0_22
    | spl0_1358
    | ~ spl0_1391 ),
    inference(sat_conversion,[],[f25149]) ).

cnf(s5380,plain,
    ( spl0_434
    | spl0_1358
    | ~ spl0_2215 ),
    inference(sat_conversion,[],[f25154]) ).

cnf(s5381,plain,
    ( spl0_23
    | spl0_1358
    | ~ spl0_1393 ),
    inference(sat_conversion,[],[f25158]) ).

cnf(s5382,plain,
    ( spl0_433
    | spl0_1358
    | ~ spl0_2213 ),
    inference(sat_conversion,[],[f25163]) ).

cnf(s5383,plain,
    ( spl0_24
    | spl0_1358
    | ~ spl0_1395 ),
    inference(sat_conversion,[],[f25167]) ).

cnf(s5384,plain,
    ( spl0_432
    | spl0_1358
    | ~ spl0_2211 ),
    inference(sat_conversion,[],[f25172]) ).

cnf(s5385,plain,
    ( spl0_25
    | spl0_1358
    | ~ spl0_1397 ),
    inference(sat_conversion,[],[f25176]) ).

cnf(s5386,plain,
    ( spl0_431
    | spl0_1358
    | ~ spl0_2209 ),
    inference(sat_conversion,[],[f25181]) ).

cnf(s5387,plain,
    ( spl0_26
    | spl0_1358
    | ~ spl0_1399 ),
    inference(sat_conversion,[],[f25185]) ).

cnf(s5388,plain,
    ( spl0_430
    | spl0_1358
    | ~ spl0_2207 ),
    inference(sat_conversion,[],[f25190]) ).

cnf(s5389,plain,
    ( spl0_27
    | spl0_1358
    | ~ spl0_1401 ),
    inference(sat_conversion,[],[f25194]) ).

cnf(s5390,plain,
    ( spl0_429
    | spl0_1358
    | ~ spl0_2205 ),
    inference(sat_conversion,[],[f25199]) ).

cnf(s5391,plain,
    ( spl0_28
    | spl0_1358
    | ~ spl0_1403 ),
    inference(sat_conversion,[],[f25203]) ).

cnf(s5392,plain,
    ( spl0_428
    | spl0_1358
    | ~ spl0_2203 ),
    inference(sat_conversion,[],[f25208]) ).

cnf(s5393,plain,
    ( spl0_29
    | spl0_1358
    | ~ spl0_1405 ),
    inference(sat_conversion,[],[f25212]) ).

cnf(s5394,plain,
    ( spl0_427
    | spl0_1358
    | ~ spl0_2201 ),
    inference(sat_conversion,[],[f25217]) ).

cnf(s5395,plain,
    ( spl0_30
    | spl0_1358
    | ~ spl0_1407 ),
    inference(sat_conversion,[],[f25221]) ).

cnf(s5396,plain,
    ( spl0_426
    | spl0_1358
    | ~ spl0_2199 ),
    inference(sat_conversion,[],[f25226]) ).

cnf(s5397,plain,
    ( spl0_31
    | spl0_1358
    | ~ spl0_1409 ),
    inference(sat_conversion,[],[f25230]) ).

cnf(s5398,plain,
    ( spl0_425
    | spl0_1358
    | ~ spl0_2197 ),
    inference(sat_conversion,[],[f25235]) ).

cnf(s5399,plain,
    ( spl0_32
    | spl0_1358
    | ~ spl0_1411 ),
    inference(sat_conversion,[],[f25239]) ).

cnf(s5400,plain,
    ( spl0_424
    | spl0_1358
    | ~ spl0_2195 ),
    inference(sat_conversion,[],[f25244]) ).

cnf(s5401,plain,
    ( spl0_33
    | spl0_1358
    | ~ spl0_1413 ),
    inference(sat_conversion,[],[f25248]) ).

cnf(s5402,plain,
    ( spl0_423
    | spl0_1358
    | ~ spl0_2193 ),
    inference(sat_conversion,[],[f25253]) ).

cnf(s5403,plain,
    ( spl0_34
    | spl0_1358
    | ~ spl0_1415 ),
    inference(sat_conversion,[],[f25257]) ).

cnf(s5404,plain,
    ( spl0_422
    | spl0_1358
    | ~ spl0_2191 ),
    inference(sat_conversion,[],[f25262]) ).

cnf(s5405,plain,
    ( spl0_35
    | spl0_1358
    | ~ spl0_1417 ),
    inference(sat_conversion,[],[f25266]) ).

cnf(s5406,plain,
    ( spl0_421
    | spl0_1358
    | ~ spl0_2189 ),
    inference(sat_conversion,[],[f25271]) ).

cnf(s5407,plain,
    ( spl0_36
    | spl0_1358
    | ~ spl0_1419 ),
    inference(sat_conversion,[],[f25275]) ).

cnf(s5408,plain,
    ( spl0_420
    | spl0_1358
    | ~ spl0_2187 ),
    inference(sat_conversion,[],[f25280]) ).

cnf(s5409,plain,
    ( spl0_37
    | spl0_1358
    | ~ spl0_1421 ),
    inference(sat_conversion,[],[f25284]) ).

cnf(s5410,plain,
    ( spl0_419
    | spl0_1358
    | ~ spl0_2185 ),
    inference(sat_conversion,[],[f25289]) ).

cnf(s5411,plain,
    ( spl0_38
    | spl0_1358
    | ~ spl0_1423 ),
    inference(sat_conversion,[],[f25293]) ).

cnf(s5412,plain,
    ( spl0_418
    | spl0_1358
    | ~ spl0_2183 ),
    inference(sat_conversion,[],[f25298]) ).

cnf(s5413,plain,
    ( spl0_39
    | spl0_1358
    | ~ spl0_1425 ),
    inference(sat_conversion,[],[f25302]) ).

cnf(s5414,plain,
    ( spl0_417
    | spl0_1358
    | ~ spl0_2181 ),
    inference(sat_conversion,[],[f25307]) ).

cnf(s5415,plain,
    ( spl0_40
    | spl0_1358
    | ~ spl0_1427 ),
    inference(sat_conversion,[],[f25311]) ).

cnf(s5416,plain,
    ( spl0_416
    | spl0_1358
    | ~ spl0_2179 ),
    inference(sat_conversion,[],[f25316]) ).

cnf(s5417,plain,
    ( spl0_41
    | spl0_1358
    | ~ spl0_1429 ),
    inference(sat_conversion,[],[f25320]) ).

cnf(s5418,plain,
    ( spl0_415
    | spl0_1358
    | ~ spl0_2177 ),
    inference(sat_conversion,[],[f25325]) ).

cnf(s5419,plain,
    ( spl0_42
    | spl0_1358
    | ~ spl0_1431 ),
    inference(sat_conversion,[],[f25329]) ).

cnf(s5420,plain,
    ( spl0_414
    | spl0_1358
    | ~ spl0_2175 ),
    inference(sat_conversion,[],[f25334]) ).

cnf(s5421,plain,
    ( spl0_43
    | spl0_1358
    | ~ spl0_1433 ),
    inference(sat_conversion,[],[f25338]) ).

cnf(s5422,plain,
    ( spl0_413
    | spl0_1358
    | ~ spl0_2173 ),
    inference(sat_conversion,[],[f25343]) ).

cnf(s5423,plain,
    ( spl0_44
    | spl0_1358
    | ~ spl0_1435 ),
    inference(sat_conversion,[],[f25347]) ).

cnf(s5424,plain,
    ( spl0_412
    | spl0_1358
    | ~ spl0_2171 ),
    inference(sat_conversion,[],[f25352]) ).

cnf(s5425,plain,
    ( spl0_45
    | spl0_1358
    | ~ spl0_1437 ),
    inference(sat_conversion,[],[f25356]) ).

cnf(s5426,plain,
    ( spl0_411
    | spl0_1358
    | ~ spl0_2169 ),
    inference(sat_conversion,[],[f25361]) ).

cnf(s5427,plain,
    ( spl0_46
    | spl0_1358
    | ~ spl0_1439 ),
    inference(sat_conversion,[],[f25365]) ).

cnf(s5428,plain,
    ( spl0_410
    | spl0_1358
    | ~ spl0_2167 ),
    inference(sat_conversion,[],[f25370]) ).

cnf(s5429,plain,
    ( spl0_47
    | spl0_1358
    | ~ spl0_1441 ),
    inference(sat_conversion,[],[f25374]) ).

cnf(s5430,plain,
    ( spl0_409
    | spl0_1358
    | ~ spl0_2165 ),
    inference(sat_conversion,[],[f25379]) ).

cnf(s5431,plain,
    ( spl0_48
    | spl0_1358
    | ~ spl0_1443 ),
    inference(sat_conversion,[],[f25383]) ).

cnf(s5432,plain,
    ( spl0_408
    | spl0_1358
    | ~ spl0_2163 ),
    inference(sat_conversion,[],[f25388]) ).

cnf(s5433,plain,
    ( spl0_49
    | spl0_1358
    | ~ spl0_1445 ),
    inference(sat_conversion,[],[f25392]) ).

cnf(s5434,plain,
    ( spl0_407
    | spl0_1358
    | ~ spl0_2161 ),
    inference(sat_conversion,[],[f25397]) ).

cnf(s5435,plain,
    ( spl0_50
    | spl0_1358
    | ~ spl0_1447 ),
    inference(sat_conversion,[],[f25401]) ).

cnf(s5436,plain,
    ( spl0_406
    | spl0_1358
    | ~ spl0_2159 ),
    inference(sat_conversion,[],[f25406]) ).

cnf(s5437,plain,
    ( spl0_51
    | spl0_1358
    | ~ spl0_1449 ),
    inference(sat_conversion,[],[f25410]) ).

cnf(s5438,plain,
    ( spl0_405
    | spl0_1358
    | ~ spl0_2157 ),
    inference(sat_conversion,[],[f25415]) ).

cnf(s5439,plain,
    ( spl0_52
    | spl0_1358
    | ~ spl0_1451 ),
    inference(sat_conversion,[],[f25419]) ).

cnf(s5440,plain,
    ( spl0_404
    | spl0_1358
    | ~ spl0_2155 ),
    inference(sat_conversion,[],[f25424]) ).

cnf(s5441,plain,
    ( spl0_53
    | spl0_1358
    | ~ spl0_1453 ),
    inference(sat_conversion,[],[f25428]) ).

cnf(s5442,plain,
    ( spl0_403
    | spl0_1358
    | ~ spl0_2153 ),
    inference(sat_conversion,[],[f25433]) ).

cnf(s5443,plain,
    ( spl0_54
    | spl0_1358
    | ~ spl0_1455 ),
    inference(sat_conversion,[],[f25437]) ).

cnf(s5444,plain,
    ( spl0_402
    | spl0_1358
    | ~ spl0_2151 ),
    inference(sat_conversion,[],[f25442]) ).

cnf(s5445,plain,
    ( spl0_55
    | spl0_1358
    | ~ spl0_1457 ),
    inference(sat_conversion,[],[f25446]) ).

cnf(s5446,plain,
    ( spl0_401
    | spl0_1358
    | ~ spl0_2149 ),
    inference(sat_conversion,[],[f25451]) ).

cnf(s5447,plain,
    ( spl0_56
    | spl0_1358
    | ~ spl0_1459 ),
    inference(sat_conversion,[],[f25455]) ).

cnf(s5448,plain,
    ( spl0_400
    | spl0_1358
    | ~ spl0_2147 ),
    inference(sat_conversion,[],[f25460]) ).

cnf(s5449,plain,
    ( spl0_57
    | spl0_1358
    | ~ spl0_1461 ),
    inference(sat_conversion,[],[f25464]) ).

cnf(s5450,plain,
    ( spl0_399
    | spl0_1358
    | ~ spl0_2145 ),
    inference(sat_conversion,[],[f25469]) ).

cnf(s5451,plain,
    ( spl0_58
    | spl0_1358
    | ~ spl0_1463 ),
    inference(sat_conversion,[],[f25473]) ).

cnf(s5452,plain,
    ( spl0_398
    | spl0_1358
    | ~ spl0_2143 ),
    inference(sat_conversion,[],[f25478]) ).

cnf(s5453,plain,
    ( spl0_59
    | spl0_1358
    | ~ spl0_1465 ),
    inference(sat_conversion,[],[f25482]) ).

cnf(s5454,plain,
    ( spl0_397
    | spl0_1358
    | ~ spl0_2141 ),
    inference(sat_conversion,[],[f25487]) ).

cnf(s5455,plain,
    ( spl0_60
    | spl0_1358
    | ~ spl0_1467 ),
    inference(sat_conversion,[],[f25491]) ).

cnf(s5456,plain,
    ( spl0_396
    | spl0_1358
    | ~ spl0_2139 ),
    inference(sat_conversion,[],[f25496]) ).

cnf(s5457,plain,
    ( spl0_61
    | spl0_1358
    | ~ spl0_1469 ),
    inference(sat_conversion,[],[f25500]) ).

cnf(s5458,plain,
    ( spl0_395
    | spl0_1358
    | ~ spl0_2137 ),
    inference(sat_conversion,[],[f25505]) ).

cnf(s5459,plain,
    ( spl0_62
    | spl0_1358
    | ~ spl0_1471 ),
    inference(sat_conversion,[],[f25509]) ).

cnf(s5460,plain,
    ( spl0_394
    | spl0_1358
    | ~ spl0_2135 ),
    inference(sat_conversion,[],[f25514]) ).

cnf(s5461,plain,
    ( spl0_63
    | spl0_1358
    | ~ spl0_1473 ),
    inference(sat_conversion,[],[f25518]) ).

cnf(s5462,plain,
    ( spl0_393
    | spl0_1358
    | ~ spl0_2133 ),
    inference(sat_conversion,[],[f25523]) ).

cnf(s5463,plain,
    ( spl0_64
    | spl0_1358
    | ~ spl0_1475 ),
    inference(sat_conversion,[],[f25527]) ).

cnf(s5464,plain,
    ( spl0_392
    | spl0_1358
    | ~ spl0_2131 ),
    inference(sat_conversion,[],[f25532]) ).

cnf(s5465,plain,
    ( spl0_65
    | spl0_1358
    | ~ spl0_1477 ),
    inference(sat_conversion,[],[f25536]) ).

cnf(s5466,plain,
    ( spl0_391
    | spl0_1358
    | ~ spl0_2129 ),
    inference(sat_conversion,[],[f25541]) ).

cnf(s5467,plain,
    ( spl0_66
    | spl0_1358
    | ~ spl0_1479 ),
    inference(sat_conversion,[],[f25545]) ).

cnf(s5468,plain,
    ( spl0_390
    | spl0_1358
    | ~ spl0_2127 ),
    inference(sat_conversion,[],[f25550]) ).

cnf(s5469,plain,
    ( spl0_67
    | spl0_1358
    | ~ spl0_1481 ),
    inference(sat_conversion,[],[f25554]) ).

cnf(s5470,plain,
    ( spl0_389
    | spl0_1358
    | ~ spl0_2125 ),
    inference(sat_conversion,[],[f25559]) ).

cnf(s5471,plain,
    ( spl0_68
    | spl0_1358
    | ~ spl0_1483 ),
    inference(sat_conversion,[],[f25563]) ).

cnf(s5472,plain,
    ( spl0_388
    | spl0_1358
    | ~ spl0_2123 ),
    inference(sat_conversion,[],[f25568]) ).

cnf(s5473,plain,
    ( spl0_69
    | spl0_1358
    | ~ spl0_1485 ),
    inference(sat_conversion,[],[f25572]) ).

cnf(s5474,plain,
    ( spl0_387
    | spl0_1358
    | ~ spl0_2121 ),
    inference(sat_conversion,[],[f25577]) ).

cnf(s5475,plain,
    ( spl0_70
    | spl0_1358
    | ~ spl0_1487 ),
    inference(sat_conversion,[],[f25581]) ).

cnf(s5476,plain,
    ( spl0_386
    | spl0_1358
    | ~ spl0_2119 ),
    inference(sat_conversion,[],[f25586]) ).

cnf(s5477,plain,
    ( spl0_71
    | spl0_1358
    | ~ spl0_1489 ),
    inference(sat_conversion,[],[f25590]) ).

cnf(s5478,plain,
    ( spl0_385
    | spl0_1358
    | ~ spl0_2117 ),
    inference(sat_conversion,[],[f25595]) ).

cnf(s5479,plain,
    ( spl0_72
    | spl0_1358
    | ~ spl0_1491 ),
    inference(sat_conversion,[],[f25599]) ).

cnf(s5480,plain,
    ( spl0_384
    | spl0_1358
    | ~ spl0_2115 ),
    inference(sat_conversion,[],[f25604]) ).

cnf(s5481,plain,
    ( spl0_73
    | spl0_1358
    | ~ spl0_1493 ),
    inference(sat_conversion,[],[f25608]) ).

cnf(s5482,plain,
    ( spl0_383
    | spl0_1358
    | ~ spl0_2113 ),
    inference(sat_conversion,[],[f25613]) ).

cnf(s5483,plain,
    ( spl0_74
    | spl0_1358
    | ~ spl0_1495 ),
    inference(sat_conversion,[],[f25617]) ).

cnf(s5484,plain,
    ( spl0_382
    | spl0_1358
    | ~ spl0_2111 ),
    inference(sat_conversion,[],[f25622]) ).

cnf(s5485,plain,
    ( spl0_75
    | spl0_1358
    | ~ spl0_1497 ),
    inference(sat_conversion,[],[f25626]) ).

cnf(s5486,plain,
    ( spl0_381
    | spl0_1358
    | ~ spl0_2109 ),
    inference(sat_conversion,[],[f25631]) ).

cnf(s5487,plain,
    ( spl0_76
    | spl0_1358
    | ~ spl0_1499 ),
    inference(sat_conversion,[],[f25635]) ).

cnf(s5488,plain,
    ( spl0_380
    | spl0_1358
    | ~ spl0_2107 ),
    inference(sat_conversion,[],[f25640]) ).

cnf(s5489,plain,
    ( spl0_77
    | spl0_1358
    | ~ spl0_1501 ),
    inference(sat_conversion,[],[f25644]) ).

cnf(s5490,plain,
    ( spl0_379
    | spl0_1358
    | ~ spl0_2105 ),
    inference(sat_conversion,[],[f25649]) ).

cnf(s5491,plain,
    ( spl0_78
    | spl0_1358
    | ~ spl0_1503 ),
    inference(sat_conversion,[],[f25653]) ).

cnf(s5492,plain,
    ( spl0_378
    | spl0_1358
    | ~ spl0_2103 ),
    inference(sat_conversion,[],[f25658]) ).

cnf(s5493,plain,
    ( spl0_79
    | spl0_1358
    | ~ spl0_1505 ),
    inference(sat_conversion,[],[f25662]) ).

cnf(s5494,plain,
    ( spl0_377
    | spl0_1358
    | ~ spl0_2101 ),
    inference(sat_conversion,[],[f25667]) ).

cnf(s5495,plain,
    ( spl0_80
    | spl0_1358
    | ~ spl0_1507 ),
    inference(sat_conversion,[],[f25671]) ).

cnf(s5496,plain,
    ( spl0_376
    | spl0_1358
    | ~ spl0_2099 ),
    inference(sat_conversion,[],[f25676]) ).

cnf(s5497,plain,
    ( spl0_81
    | spl0_1358
    | ~ spl0_1509 ),
    inference(sat_conversion,[],[f25680]) ).

cnf(s5498,plain,
    ( spl0_375
    | spl0_1358
    | ~ spl0_2097 ),
    inference(sat_conversion,[],[f25685]) ).

cnf(s5499,plain,
    ( spl0_82
    | spl0_1358
    | ~ spl0_1511 ),
    inference(sat_conversion,[],[f25689]) ).

cnf(s5500,plain,
    ( spl0_374
    | spl0_1358
    | ~ spl0_2095 ),
    inference(sat_conversion,[],[f25694]) ).

cnf(s5501,plain,
    ( spl0_83
    | spl0_1358
    | ~ spl0_1513 ),
    inference(sat_conversion,[],[f25698]) ).

cnf(s5502,plain,
    ( spl0_373
    | spl0_1358
    | ~ spl0_2093 ),
    inference(sat_conversion,[],[f25703]) ).

cnf(s5503,plain,
    ( spl0_84
    | spl0_1358
    | ~ spl0_1515 ),
    inference(sat_conversion,[],[f25707]) ).

cnf(s5504,plain,
    ( spl0_372
    | spl0_1358
    | ~ spl0_2091 ),
    inference(sat_conversion,[],[f25712]) ).

cnf(s5505,plain,
    ( spl0_85
    | spl0_1358
    | ~ spl0_1517 ),
    inference(sat_conversion,[],[f25716]) ).

cnf(s5506,plain,
    ( spl0_371
    | spl0_1358
    | ~ spl0_2089 ),
    inference(sat_conversion,[],[f25721]) ).

cnf(s5507,plain,
    ( spl0_86
    | spl0_1358
    | ~ spl0_1519 ),
    inference(sat_conversion,[],[f25725]) ).

cnf(s5508,plain,
    ( spl0_370
    | spl0_1358
    | ~ spl0_2087 ),
    inference(sat_conversion,[],[f25730]) ).

cnf(s5509,plain,
    ( spl0_87
    | spl0_1358
    | ~ spl0_1521 ),
    inference(sat_conversion,[],[f25734]) ).

cnf(s5510,plain,
    ( spl0_369
    | spl0_1358
    | ~ spl0_2085 ),
    inference(sat_conversion,[],[f25739]) ).

cnf(s5511,plain,
    ( spl0_88
    | spl0_1358
    | ~ spl0_1523 ),
    inference(sat_conversion,[],[f25743]) ).

cnf(s5512,plain,
    ( spl0_368
    | spl0_1358
    | ~ spl0_2083 ),
    inference(sat_conversion,[],[f25748]) ).

cnf(s5513,plain,
    ( spl0_89
    | spl0_1358
    | ~ spl0_1525 ),
    inference(sat_conversion,[],[f25752]) ).

cnf(s5514,plain,
    ( spl0_367
    | spl0_1358
    | ~ spl0_2081 ),
    inference(sat_conversion,[],[f25757]) ).

cnf(s5515,plain,
    ( spl0_90
    | spl0_1358
    | ~ spl0_1527 ),
    inference(sat_conversion,[],[f25761]) ).

cnf(s5516,plain,
    ( spl0_366
    | spl0_1358
    | ~ spl0_2079 ),
    inference(sat_conversion,[],[f25766]) ).

cnf(s5517,plain,
    ( spl0_91
    | spl0_1358
    | ~ spl0_1529 ),
    inference(sat_conversion,[],[f25770]) ).

cnf(s5518,plain,
    ( spl0_365
    | spl0_1358
    | ~ spl0_2077 ),
    inference(sat_conversion,[],[f25775]) ).

cnf(s5519,plain,
    ( spl0_92
    | spl0_1358
    | ~ spl0_1531 ),
    inference(sat_conversion,[],[f25779]) ).

cnf(s5520,plain,
    ( spl0_364
    | spl0_1358
    | ~ spl0_2075 ),
    inference(sat_conversion,[],[f25784]) ).

cnf(s5521,plain,
    ( spl0_93
    | spl0_1358
    | ~ spl0_1533 ),
    inference(sat_conversion,[],[f25788]) ).

cnf(s5522,plain,
    ( spl0_363
    | spl0_1358
    | ~ spl0_2073 ),
    inference(sat_conversion,[],[f25793]) ).

cnf(s5523,plain,
    ( spl0_94
    | spl0_1358
    | ~ spl0_1535 ),
    inference(sat_conversion,[],[f25797]) ).

cnf(s5524,plain,
    ( spl0_362
    | spl0_1358
    | ~ spl0_2071 ),
    inference(sat_conversion,[],[f25802]) ).

cnf(s5525,plain,
    ( spl0_95
    | spl0_1358
    | ~ spl0_1537 ),
    inference(sat_conversion,[],[f25806]) ).

cnf(s5526,plain,
    ( spl0_361
    | spl0_1358
    | ~ spl0_2069 ),
    inference(sat_conversion,[],[f25811]) ).

cnf(s5527,plain,
    ( spl0_96
    | spl0_1358
    | ~ spl0_1539 ),
    inference(sat_conversion,[],[f25815]) ).

cnf(s5528,plain,
    ( spl0_360
    | spl0_1358
    | ~ spl0_2067 ),
    inference(sat_conversion,[],[f25820]) ).

cnf(s5529,plain,
    ( spl0_97
    | spl0_1358
    | ~ spl0_1541 ),
    inference(sat_conversion,[],[f25824]) ).

cnf(s5530,plain,
    ( spl0_359
    | spl0_1358
    | ~ spl0_2065 ),
    inference(sat_conversion,[],[f25829]) ).

cnf(s5531,plain,
    ( spl0_98
    | spl0_1358
    | ~ spl0_1543 ),
    inference(sat_conversion,[],[f25833]) ).

cnf(s5532,plain,
    ( spl0_358
    | spl0_1358
    | ~ spl0_2063 ),
    inference(sat_conversion,[],[f25838]) ).

cnf(s5533,plain,
    ( spl0_99
    | spl0_1358
    | ~ spl0_1545 ),
    inference(sat_conversion,[],[f25842]) ).

cnf(s5534,plain,
    ( spl0_357
    | spl0_1358
    | ~ spl0_2061 ),
    inference(sat_conversion,[],[f25847]) ).

cnf(s5535,plain,
    ( spl0_100
    | spl0_1358
    | ~ spl0_1547 ),
    inference(sat_conversion,[],[f25851]) ).

cnf(s5536,plain,
    ( spl0_356
    | spl0_1358
    | ~ spl0_2059 ),
    inference(sat_conversion,[],[f25856]) ).

cnf(s5537,plain,
    ( spl0_101
    | spl0_1358
    | ~ spl0_1549 ),
    inference(sat_conversion,[],[f25860]) ).

cnf(s5538,plain,
    ( spl0_355
    | spl0_1358
    | ~ spl0_2057 ),
    inference(sat_conversion,[],[f25865]) ).

cnf(s5539,plain,
    ( spl0_102
    | spl0_1358
    | ~ spl0_1551 ),
    inference(sat_conversion,[],[f25869]) ).

cnf(s5540,plain,
    ( spl0_354
    | spl0_1358
    | ~ spl0_2055 ),
    inference(sat_conversion,[],[f25874]) ).

cnf(s5541,plain,
    ( spl0_103
    | spl0_1358
    | ~ spl0_1553 ),
    inference(sat_conversion,[],[f25878]) ).

cnf(s5542,plain,
    ( spl0_353
    | spl0_1358
    | ~ spl0_2053 ),
    inference(sat_conversion,[],[f25883]) ).

cnf(s5543,plain,
    ( spl0_104
    | spl0_1358
    | ~ spl0_1555 ),
    inference(sat_conversion,[],[f25887]) ).

cnf(s5544,plain,
    ( spl0_352
    | spl0_1358
    | ~ spl0_2051 ),
    inference(sat_conversion,[],[f25892]) ).

cnf(s5545,plain,
    ( spl0_105
    | spl0_1358
    | ~ spl0_1557 ),
    inference(sat_conversion,[],[f25896]) ).

cnf(s5546,plain,
    ( spl0_351
    | spl0_1358
    | ~ spl0_2049 ),
    inference(sat_conversion,[],[f25901]) ).

cnf(s5547,plain,
    ( spl0_106
    | spl0_1358
    | ~ spl0_1559 ),
    inference(sat_conversion,[],[f25905]) ).

cnf(s5548,plain,
    ( spl0_350
    | spl0_1358
    | ~ spl0_2047 ),
    inference(sat_conversion,[],[f25910]) ).

cnf(s5549,plain,
    ( spl0_107
    | spl0_1358
    | ~ spl0_1561 ),
    inference(sat_conversion,[],[f25914]) ).

cnf(s5550,plain,
    ( spl0_349
    | spl0_1358
    | ~ spl0_2045 ),
    inference(sat_conversion,[],[f25919]) ).

cnf(s5551,plain,
    ( spl0_108
    | spl0_1358
    | ~ spl0_1563 ),
    inference(sat_conversion,[],[f25923]) ).

cnf(s5552,plain,
    ( spl0_348
    | spl0_1358
    | ~ spl0_2043 ),
    inference(sat_conversion,[],[f25928]) ).

cnf(s5553,plain,
    ( spl0_109
    | spl0_1358
    | ~ spl0_1565 ),
    inference(sat_conversion,[],[f25932]) ).

cnf(s5554,plain,
    ( spl0_347
    | spl0_1358
    | ~ spl0_2041 ),
    inference(sat_conversion,[],[f25937]) ).

cnf(s5555,plain,
    ( spl0_110
    | spl0_1358
    | ~ spl0_1567 ),
    inference(sat_conversion,[],[f25941]) ).

cnf(s5556,plain,
    ( spl0_346
    | spl0_1358
    | ~ spl0_2039 ),
    inference(sat_conversion,[],[f25946]) ).

cnf(s5557,plain,
    ( spl0_111
    | spl0_1358
    | ~ spl0_1569 ),
    inference(sat_conversion,[],[f25950]) ).

cnf(s5558,plain,
    ( spl0_345
    | spl0_1358
    | ~ spl0_2037 ),
    inference(sat_conversion,[],[f25955]) ).

cnf(s5559,plain,
    ( spl0_112
    | spl0_1358
    | ~ spl0_1571 ),
    inference(sat_conversion,[],[f25959]) ).

cnf(s5560,plain,
    ( spl0_344
    | spl0_1358
    | ~ spl0_2035 ),
    inference(sat_conversion,[],[f25964]) ).

cnf(s5561,plain,
    ( spl0_113
    | spl0_1358
    | ~ spl0_1573 ),
    inference(sat_conversion,[],[f25968]) ).

cnf(s5562,plain,
    ( spl0_343
    | spl0_1358
    | ~ spl0_2033 ),
    inference(sat_conversion,[],[f25973]) ).

cnf(s5563,plain,
    ( spl0_114
    | spl0_1358
    | ~ spl0_1575 ),
    inference(sat_conversion,[],[f25977]) ).

cnf(s5564,plain,
    ( spl0_342
    | spl0_1358
    | ~ spl0_2031 ),
    inference(sat_conversion,[],[f25982]) ).

cnf(s5565,plain,
    ( spl0_115
    | spl0_1358
    | ~ spl0_1577 ),
    inference(sat_conversion,[],[f25986]) ).

cnf(s5566,plain,
    ( spl0_341
    | spl0_1358
    | ~ spl0_2029 ),
    inference(sat_conversion,[],[f25991]) ).

cnf(s5567,plain,
    ( spl0_116
    | spl0_1358
    | ~ spl0_1579 ),
    inference(sat_conversion,[],[f25995]) ).

cnf(s5568,plain,
    ( spl0_340
    | spl0_1358
    | ~ spl0_2027 ),
    inference(sat_conversion,[],[f26000]) ).

cnf(s5569,plain,
    ( spl0_117
    | spl0_1358
    | ~ spl0_1581 ),
    inference(sat_conversion,[],[f26004]) ).

cnf(s5570,plain,
    ( spl0_339
    | spl0_1358
    | ~ spl0_2025 ),
    inference(sat_conversion,[],[f26009]) ).

cnf(s5571,plain,
    ( spl0_118
    | spl0_1358
    | ~ spl0_1583 ),
    inference(sat_conversion,[],[f26013]) ).

cnf(s5572,plain,
    ( spl0_338
    | spl0_1358
    | ~ spl0_2023 ),
    inference(sat_conversion,[],[f26018]) ).

cnf(s5573,plain,
    ( spl0_119
    | spl0_1358
    | ~ spl0_1585 ),
    inference(sat_conversion,[],[f26022]) ).

cnf(s5574,plain,
    ( spl0_337
    | spl0_1358
    | ~ spl0_2021 ),
    inference(sat_conversion,[],[f26027]) ).

cnf(s5575,plain,
    ( spl0_120
    | spl0_1358
    | ~ spl0_1587 ),
    inference(sat_conversion,[],[f26031]) ).

cnf(s5576,plain,
    ( spl0_336
    | spl0_1358
    | ~ spl0_2019 ),
    inference(sat_conversion,[],[f26036]) ).

cnf(s5577,plain,
    ( spl0_121
    | spl0_1358
    | ~ spl0_1589 ),
    inference(sat_conversion,[],[f26040]) ).

cnf(s5578,plain,
    ( spl0_335
    | spl0_1358
    | ~ spl0_2017 ),
    inference(sat_conversion,[],[f26045]) ).

cnf(s5579,plain,
    ( spl0_122
    | spl0_1358
    | ~ spl0_1591 ),
    inference(sat_conversion,[],[f26049]) ).

cnf(s5580,plain,
    ( spl0_334
    | spl0_1358
    | ~ spl0_2015 ),
    inference(sat_conversion,[],[f26054]) ).

cnf(s5581,plain,
    ( spl0_123
    | spl0_1358
    | ~ spl0_1593 ),
    inference(sat_conversion,[],[f26058]) ).

cnf(s5582,plain,
    ( spl0_333
    | spl0_1358
    | ~ spl0_2013 ),
    inference(sat_conversion,[],[f26063]) ).

cnf(s5583,plain,
    ( spl0_124
    | spl0_1358
    | ~ spl0_1595 ),
    inference(sat_conversion,[],[f26067]) ).

cnf(s5584,plain,
    ( spl0_332
    | spl0_1358
    | ~ spl0_2011 ),
    inference(sat_conversion,[],[f26072]) ).

cnf(s5585,plain,
    ( spl0_125
    | spl0_1358
    | ~ spl0_1597 ),
    inference(sat_conversion,[],[f26076]) ).

cnf(s5586,plain,
    ( spl0_331
    | spl0_1358
    | ~ spl0_2009 ),
    inference(sat_conversion,[],[f26081]) ).

cnf(s5587,plain,
    ( spl0_126
    | spl0_1358
    | ~ spl0_1599 ),
    inference(sat_conversion,[],[f26085]) ).

cnf(s5588,plain,
    ( spl0_330
    | spl0_1358
    | ~ spl0_2007 ),
    inference(sat_conversion,[],[f26090]) ).

cnf(s5589,plain,
    ( spl0_127
    | spl0_1358
    | ~ spl0_1601 ),
    inference(sat_conversion,[],[f26094]) ).

cnf(s5590,plain,
    ( spl0_329
    | spl0_1358
    | ~ spl0_2005 ),
    inference(sat_conversion,[],[f26099]) ).

cnf(s5591,plain,
    ( spl0_128
    | spl0_1358
    | ~ spl0_1603 ),
    inference(sat_conversion,[],[f26103]) ).

cnf(s5592,plain,
    ( spl0_328
    | spl0_1358
    | ~ spl0_2003 ),
    inference(sat_conversion,[],[f26108]) ).

cnf(s5593,plain,
    ( spl0_129
    | spl0_1358
    | ~ spl0_1605 ),
    inference(sat_conversion,[],[f26112]) ).

cnf(s5594,plain,
    ( spl0_327
    | spl0_1358
    | ~ spl0_2001 ),
    inference(sat_conversion,[],[f26117]) ).

cnf(s5595,plain,
    ( spl0_130
    | spl0_1358
    | ~ spl0_1607 ),
    inference(sat_conversion,[],[f26121]) ).

cnf(s5596,plain,
    ( spl0_326
    | spl0_1358
    | ~ spl0_1999 ),
    inference(sat_conversion,[],[f26126]) ).

cnf(s5597,plain,
    ( spl0_131
    | spl0_1358
    | ~ spl0_1609 ),
    inference(sat_conversion,[],[f26130]) ).

cnf(s5598,plain,
    ( spl0_325
    | spl0_1358
    | ~ spl0_1997 ),
    inference(sat_conversion,[],[f26135]) ).

cnf(s5599,plain,
    ( spl0_132
    | spl0_1358
    | ~ spl0_1611 ),
    inference(sat_conversion,[],[f26139]) ).

cnf(s5600,plain,
    ( spl0_324
    | spl0_1358
    | ~ spl0_1995 ),
    inference(sat_conversion,[],[f26144]) ).

cnf(s5601,plain,
    ( spl0_133
    | spl0_1358
    | ~ spl0_1613 ),
    inference(sat_conversion,[],[f26148]) ).

cnf(s5602,plain,
    ( spl0_323
    | spl0_1358
    | ~ spl0_1993 ),
    inference(sat_conversion,[],[f26153]) ).

cnf(s5603,plain,
    ( spl0_134
    | spl0_1358
    | ~ spl0_1615 ),
    inference(sat_conversion,[],[f26157]) ).

cnf(s5604,plain,
    ( spl0_322
    | spl0_1358
    | ~ spl0_1991 ),
    inference(sat_conversion,[],[f26162]) ).

cnf(s5605,plain,
    ( spl0_135
    | spl0_1358
    | ~ spl0_1617 ),
    inference(sat_conversion,[],[f26166]) ).

cnf(s5606,plain,
    ( spl0_321
    | spl0_1358
    | ~ spl0_1989 ),
    inference(sat_conversion,[],[f26171]) ).

cnf(s5607,plain,
    ( spl0_136
    | spl0_1358
    | ~ spl0_1619 ),
    inference(sat_conversion,[],[f26175]) ).

cnf(s5608,plain,
    ( spl0_320
    | spl0_1358
    | ~ spl0_1987 ),
    inference(sat_conversion,[],[f26180]) ).

cnf(s5609,plain,
    ( spl0_137
    | spl0_1358
    | ~ spl0_1621 ),
    inference(sat_conversion,[],[f26184]) ).

cnf(s5610,plain,
    ( spl0_319
    | spl0_1358
    | ~ spl0_1985 ),
    inference(sat_conversion,[],[f26189]) ).

cnf(s5611,plain,
    ( spl0_138
    | spl0_1358
    | ~ spl0_1623 ),
    inference(sat_conversion,[],[f26193]) ).

cnf(s5612,plain,
    ( spl0_318
    | spl0_1358
    | ~ spl0_1983 ),
    inference(sat_conversion,[],[f26198]) ).

cnf(s5613,plain,
    ( spl0_139
    | spl0_1358
    | ~ spl0_1625 ),
    inference(sat_conversion,[],[f26202]) ).

cnf(s5614,plain,
    ( spl0_317
    | spl0_1358
    | ~ spl0_1981 ),
    inference(sat_conversion,[],[f26207]) ).

cnf(s5615,plain,
    ( spl0_140
    | spl0_1358
    | ~ spl0_1627 ),
    inference(sat_conversion,[],[f26211]) ).

cnf(s5616,plain,
    ( spl0_316
    | spl0_1358
    | ~ spl0_1979 ),
    inference(sat_conversion,[],[f26216]) ).

cnf(s5617,plain,
    ( spl0_141
    | spl0_1358
    | ~ spl0_1629 ),
    inference(sat_conversion,[],[f26220]) ).

cnf(s5618,plain,
    ( spl0_315
    | spl0_1358
    | ~ spl0_1977 ),
    inference(sat_conversion,[],[f26225]) ).

cnf(s5619,plain,
    ( spl0_142
    | spl0_1358
    | ~ spl0_1631 ),
    inference(sat_conversion,[],[f26229]) ).

cnf(s5620,plain,
    ( spl0_314
    | spl0_1358
    | ~ spl0_1975 ),
    inference(sat_conversion,[],[f26234]) ).

cnf(s5621,plain,
    ( spl0_143
    | spl0_1358
    | ~ spl0_1633 ),
    inference(sat_conversion,[],[f26238]) ).

cnf(s5622,plain,
    ( spl0_313
    | spl0_1358
    | ~ spl0_1973 ),
    inference(sat_conversion,[],[f26243]) ).

cnf(s5623,plain,
    ( spl0_144
    | spl0_1358
    | ~ spl0_1635 ),
    inference(sat_conversion,[],[f26247]) ).

cnf(s5624,plain,
    ( spl0_312
    | spl0_1358
    | ~ spl0_1971 ),
    inference(sat_conversion,[],[f26252]) ).

cnf(s5625,plain,
    ( spl0_145
    | spl0_1358
    | ~ spl0_1637 ),
    inference(sat_conversion,[],[f26256]) ).

cnf(s5626,plain,
    ( spl0_311
    | spl0_1358
    | ~ spl0_1969 ),
    inference(sat_conversion,[],[f26261]) ).

cnf(s5627,plain,
    ( spl0_146
    | spl0_1358
    | ~ spl0_1639 ),
    inference(sat_conversion,[],[f26265]) ).

cnf(s5628,plain,
    ( spl0_310
    | spl0_1358
    | ~ spl0_1967 ),
    inference(sat_conversion,[],[f26270]) ).

cnf(s5629,plain,
    ( spl0_147
    | spl0_1358
    | ~ spl0_1641 ),
    inference(sat_conversion,[],[f26274]) ).

cnf(s5630,plain,
    ( spl0_309
    | spl0_1358
    | ~ spl0_1965 ),
    inference(sat_conversion,[],[f26279]) ).

cnf(s5631,plain,
    ( spl0_148
    | spl0_1358
    | ~ spl0_1643 ),
    inference(sat_conversion,[],[f26283]) ).

cnf(s5632,plain,
    ( spl0_308
    | spl0_1358
    | ~ spl0_1963 ),
    inference(sat_conversion,[],[f26288]) ).

cnf(s5633,plain,
    ( spl0_149
    | spl0_1358
    | ~ spl0_1645 ),
    inference(sat_conversion,[],[f26292]) ).

cnf(s5634,plain,
    ( spl0_307
    | spl0_1358
    | ~ spl0_1961 ),
    inference(sat_conversion,[],[f26297]) ).

cnf(s5635,plain,
    ( spl0_150
    | spl0_1358
    | ~ spl0_1647 ),
    inference(sat_conversion,[],[f26301]) ).

cnf(s5636,plain,
    ( spl0_306
    | spl0_1358
    | ~ spl0_1959 ),
    inference(sat_conversion,[],[f26306]) ).

cnf(s5637,plain,
    ( spl0_151
    | spl0_1358
    | ~ spl0_1649 ),
    inference(sat_conversion,[],[f26310]) ).

cnf(s5638,plain,
    ( spl0_305
    | spl0_1358
    | ~ spl0_1957 ),
    inference(sat_conversion,[],[f26315]) ).

cnf(s5639,plain,
    ( spl0_152
    | spl0_1358
    | ~ spl0_1651 ),
    inference(sat_conversion,[],[f26319]) ).

cnf(s5640,plain,
    ( spl0_304
    | spl0_1358
    | ~ spl0_1955 ),
    inference(sat_conversion,[],[f26324]) ).

cnf(s5641,plain,
    ( spl0_153
    | spl0_1358
    | ~ spl0_1653 ),
    inference(sat_conversion,[],[f26328]) ).

cnf(s5642,plain,
    ( spl0_303
    | spl0_1358
    | ~ spl0_1953 ),
    inference(sat_conversion,[],[f26333]) ).

cnf(s5643,plain,
    ( spl0_154
    | spl0_1358
    | ~ spl0_1655 ),
    inference(sat_conversion,[],[f26337]) ).

cnf(s5644,plain,
    ( spl0_302
    | spl0_1358
    | ~ spl0_1951 ),
    inference(sat_conversion,[],[f26342]) ).

cnf(s5645,plain,
    ( spl0_155
    | spl0_1358
    | ~ spl0_1657 ),
    inference(sat_conversion,[],[f26346]) ).

cnf(s5646,plain,
    ( spl0_301
    | spl0_1358
    | ~ spl0_1949 ),
    inference(sat_conversion,[],[f26351]) ).

cnf(s5647,plain,
    ( spl0_156
    | spl0_1358
    | ~ spl0_1659 ),
    inference(sat_conversion,[],[f26355]) ).

cnf(s5648,plain,
    ( spl0_300
    | spl0_1358
    | ~ spl0_1947 ),
    inference(sat_conversion,[],[f26360]) ).

cnf(s5649,plain,
    ( spl0_157
    | spl0_1358
    | ~ spl0_1661 ),
    inference(sat_conversion,[],[f26364]) ).

cnf(s5650,plain,
    ( spl0_299
    | spl0_1358
    | ~ spl0_1945 ),
    inference(sat_conversion,[],[f26369]) ).

cnf(s5651,plain,
    ( spl0_158
    | spl0_1358
    | ~ spl0_1663 ),
    inference(sat_conversion,[],[f26373]) ).

cnf(s5652,plain,
    ( spl0_298
    | spl0_1358
    | ~ spl0_1943 ),
    inference(sat_conversion,[],[f26378]) ).

cnf(s5653,plain,
    ( spl0_159
    | spl0_1358
    | ~ spl0_1665 ),
    inference(sat_conversion,[],[f26382]) ).

cnf(s5654,plain,
    ( spl0_297
    | spl0_1358
    | ~ spl0_1941 ),
    inference(sat_conversion,[],[f26387]) ).

cnf(s5655,plain,
    ( spl0_160
    | spl0_1358
    | ~ spl0_1667 ),
    inference(sat_conversion,[],[f26391]) ).

cnf(s5656,plain,
    ( spl0_296
    | spl0_1358
    | ~ spl0_1939 ),
    inference(sat_conversion,[],[f26396]) ).

cnf(s5657,plain,
    ( spl0_161
    | spl0_1358
    | ~ spl0_1669 ),
    inference(sat_conversion,[],[f26400]) ).

cnf(s5658,plain,
    ( spl0_295
    | spl0_1358
    | ~ spl0_1937 ),
    inference(sat_conversion,[],[f26405]) ).

cnf(s5659,plain,
    ( spl0_162
    | spl0_1358
    | ~ spl0_1671 ),
    inference(sat_conversion,[],[f26409]) ).

cnf(s5660,plain,
    ( spl0_294
    | spl0_1358
    | ~ spl0_1935 ),
    inference(sat_conversion,[],[f26414]) ).

cnf(s5661,plain,
    ( spl0_163
    | spl0_1358
    | ~ spl0_1673 ),
    inference(sat_conversion,[],[f26418]) ).

cnf(s5662,plain,
    ( spl0_293
    | spl0_1358
    | ~ spl0_1933 ),
    inference(sat_conversion,[],[f26423]) ).

cnf(s5663,plain,
    ( spl0_164
    | spl0_1358
    | ~ spl0_1675 ),
    inference(sat_conversion,[],[f26427]) ).

cnf(s5664,plain,
    ( spl0_292
    | spl0_1358
    | ~ spl0_1931 ),
    inference(sat_conversion,[],[f26432]) ).

cnf(s5665,plain,
    ( spl0_165
    | spl0_1358
    | ~ spl0_1677 ),
    inference(sat_conversion,[],[f26436]) ).

cnf(s5666,plain,
    ( spl0_291
    | spl0_1358
    | ~ spl0_1929 ),
    inference(sat_conversion,[],[f26441]) ).

cnf(s5667,plain,
    ( spl0_166
    | spl0_1358
    | ~ spl0_1679 ),
    inference(sat_conversion,[],[f26445]) ).

cnf(s5668,plain,
    ( spl0_290
    | spl0_1358
    | ~ spl0_1927 ),
    inference(sat_conversion,[],[f26450]) ).

cnf(s5669,plain,
    ( spl0_167
    | spl0_1358
    | ~ spl0_1681 ),
    inference(sat_conversion,[],[f26454]) ).

cnf(s5670,plain,
    ( spl0_289
    | spl0_1358
    | ~ spl0_1925 ),
    inference(sat_conversion,[],[f26459]) ).

cnf(s5671,plain,
    ( spl0_168
    | spl0_1358
    | ~ spl0_1683 ),
    inference(sat_conversion,[],[f26463]) ).

cnf(s5672,plain,
    ( spl0_288
    | spl0_1358
    | ~ spl0_1923 ),
    inference(sat_conversion,[],[f26468]) ).

cnf(s5673,plain,
    ( spl0_169
    | spl0_1358
    | ~ spl0_1685 ),
    inference(sat_conversion,[],[f26472]) ).

cnf(s5674,plain,
    ( spl0_287
    | spl0_1358
    | ~ spl0_1921 ),
    inference(sat_conversion,[],[f26477]) ).

cnf(s5675,plain,
    ( spl0_170
    | spl0_1358
    | ~ spl0_1687 ),
    inference(sat_conversion,[],[f26481]) ).

cnf(s5676,plain,
    ( spl0_286
    | spl0_1358
    | ~ spl0_1919 ),
    inference(sat_conversion,[],[f26486]) ).

cnf(s5677,plain,
    ( spl0_171
    | spl0_1358
    | ~ spl0_1689 ),
    inference(sat_conversion,[],[f26490]) ).

cnf(s5678,plain,
    ( spl0_285
    | spl0_1358
    | ~ spl0_1917 ),
    inference(sat_conversion,[],[f26495]) ).

cnf(s5679,plain,
    ( spl0_172
    | spl0_1358
    | ~ spl0_1691 ),
    inference(sat_conversion,[],[f26499]) ).

cnf(s5680,plain,
    ( spl0_284
    | spl0_1358
    | ~ spl0_1915 ),
    inference(sat_conversion,[],[f26504]) ).

cnf(s5681,plain,
    ( spl0_173
    | spl0_1358
    | ~ spl0_1693 ),
    inference(sat_conversion,[],[f26508]) ).

cnf(s5682,plain,
    ( spl0_283
    | spl0_1358
    | ~ spl0_1913 ),
    inference(sat_conversion,[],[f26513]) ).

cnf(s5683,plain,
    ( spl0_174
    | spl0_1358
    | ~ spl0_1695 ),
    inference(sat_conversion,[],[f26517]) ).

cnf(s5684,plain,
    ( spl0_282
    | spl0_1358
    | ~ spl0_1911 ),
    inference(sat_conversion,[],[f26522]) ).

cnf(s5685,plain,
    ( spl0_175
    | spl0_1358
    | ~ spl0_1697 ),
    inference(sat_conversion,[],[f26526]) ).

cnf(s5686,plain,
    ( spl0_281
    | spl0_1358
    | ~ spl0_1909 ),
    inference(sat_conversion,[],[f26531]) ).

cnf(s5687,plain,
    ( spl0_176
    | spl0_1358
    | ~ spl0_1699 ),
    inference(sat_conversion,[],[f26535]) ).

cnf(s5688,plain,
    ( spl0_280
    | spl0_1358
    | ~ spl0_1907 ),
    inference(sat_conversion,[],[f26540]) ).

cnf(s5689,plain,
    ( spl0_177
    | spl0_1358
    | ~ spl0_1701 ),
    inference(sat_conversion,[],[f26544]) ).

cnf(s5690,plain,
    ( spl0_279
    | spl0_1358
    | ~ spl0_1905 ),
    inference(sat_conversion,[],[f26549]) ).

cnf(s5691,plain,
    ( spl0_178
    | spl0_1358
    | ~ spl0_1703 ),
    inference(sat_conversion,[],[f26553]) ).

cnf(s5692,plain,
    ( spl0_278
    | spl0_1358
    | ~ spl0_1903 ),
    inference(sat_conversion,[],[f26558]) ).

cnf(s5693,plain,
    ( spl0_179
    | spl0_1358
    | ~ spl0_1705 ),
    inference(sat_conversion,[],[f26562]) ).

cnf(s5694,plain,
    ( spl0_277
    | spl0_1358
    | ~ spl0_1901 ),
    inference(sat_conversion,[],[f26567]) ).

cnf(s5695,plain,
    ( spl0_180
    | spl0_1358
    | ~ spl0_1707 ),
    inference(sat_conversion,[],[f26571]) ).

cnf(s5696,plain,
    ( spl0_276
    | spl0_1358
    | ~ spl0_1899 ),
    inference(sat_conversion,[],[f26576]) ).

cnf(s5697,plain,
    ( spl0_181
    | spl0_1358
    | ~ spl0_1709 ),
    inference(sat_conversion,[],[f26580]) ).

cnf(s5698,plain,
    ( spl0_275
    | spl0_1358
    | ~ spl0_1897 ),
    inference(sat_conversion,[],[f26585]) ).

cnf(s5699,plain,
    ( spl0_182
    | spl0_1358
    | ~ spl0_1711 ),
    inference(sat_conversion,[],[f26589]) ).

cnf(s5700,plain,
    ( spl0_274
    | spl0_1358
    | ~ spl0_1895 ),
    inference(sat_conversion,[],[f26594]) ).

cnf(s5701,plain,
    ( spl0_183
    | spl0_1358
    | ~ spl0_1713 ),
    inference(sat_conversion,[],[f26598]) ).

cnf(s5702,plain,
    ( spl0_273
    | spl0_1358
    | ~ spl0_1893 ),
    inference(sat_conversion,[],[f26603]) ).

cnf(s5703,plain,
    ( spl0_184
    | spl0_1358
    | ~ spl0_1715 ),
    inference(sat_conversion,[],[f26607]) ).

cnf(s5704,plain,
    ( spl0_272
    | spl0_1358
    | ~ spl0_1891 ),
    inference(sat_conversion,[],[f26612]) ).

cnf(s5705,plain,
    ( spl0_185
    | spl0_1358
    | ~ spl0_1717 ),
    inference(sat_conversion,[],[f26616]) ).

cnf(s5706,plain,
    ( spl0_271
    | spl0_1358
    | ~ spl0_1889 ),
    inference(sat_conversion,[],[f26621]) ).

cnf(s5707,plain,
    ( spl0_186
    | spl0_1358
    | ~ spl0_1719 ),
    inference(sat_conversion,[],[f26625]) ).

cnf(s5708,plain,
    ( spl0_270
    | spl0_1358
    | ~ spl0_1887 ),
    inference(sat_conversion,[],[f26630]) ).

cnf(s5709,plain,
    ( spl0_187
    | spl0_1358
    | ~ spl0_1721 ),
    inference(sat_conversion,[],[f26634]) ).

cnf(s5710,plain,
    ( spl0_269
    | spl0_1358
    | ~ spl0_1885 ),
    inference(sat_conversion,[],[f26639]) ).

cnf(s5711,plain,
    ( spl0_188
    | spl0_1358
    | ~ spl0_1723 ),
    inference(sat_conversion,[],[f26643]) ).

cnf(s5712,plain,
    ( spl0_268
    | spl0_1358
    | ~ spl0_1883 ),
    inference(sat_conversion,[],[f26648]) ).

cnf(s5713,plain,
    ( spl0_189
    | spl0_1358
    | ~ spl0_1725 ),
    inference(sat_conversion,[],[f26652]) ).

cnf(s5714,plain,
    ( spl0_267
    | spl0_1358
    | ~ spl0_1881 ),
    inference(sat_conversion,[],[f26657]) ).

cnf(s5715,plain,
    ( spl0_190
    | spl0_1358
    | ~ spl0_1727 ),
    inference(sat_conversion,[],[f26661]) ).

cnf(s5716,plain,
    ( spl0_266
    | spl0_1358
    | ~ spl0_1879 ),
    inference(sat_conversion,[],[f26666]) ).

cnf(s5717,plain,
    ( spl0_191
    | spl0_1358
    | ~ spl0_1729 ),
    inference(sat_conversion,[],[f26670]) ).

cnf(s5718,plain,
    ( spl0_265
    | spl0_1358
    | ~ spl0_1877 ),
    inference(sat_conversion,[],[f26675]) ).

cnf(s5719,plain,
    ( spl0_192
    | spl0_1358
    | ~ spl0_1731 ),
    inference(sat_conversion,[],[f26679]) ).

cnf(s5720,plain,
    ( spl0_264
    | spl0_1358
    | ~ spl0_1875 ),
    inference(sat_conversion,[],[f26684]) ).

cnf(s5721,plain,
    ( spl0_193
    | spl0_1358
    | ~ spl0_1733 ),
    inference(sat_conversion,[],[f26688]) ).

cnf(s5722,plain,
    ( spl0_263
    | spl0_1358
    | ~ spl0_1873 ),
    inference(sat_conversion,[],[f26693]) ).

cnf(s5723,plain,
    ( spl0_194
    | spl0_1358
    | ~ spl0_1735 ),
    inference(sat_conversion,[],[f26697]) ).

cnf(s5724,plain,
    ( spl0_262
    | spl0_1358
    | ~ spl0_1871 ),
    inference(sat_conversion,[],[f26702]) ).

cnf(s5725,plain,
    ( spl0_195
    | spl0_1358
    | ~ spl0_1737 ),
    inference(sat_conversion,[],[f26706]) ).

cnf(s5726,plain,
    ( spl0_261
    | spl0_1358
    | ~ spl0_1869 ),
    inference(sat_conversion,[],[f26711]) ).

cnf(s5727,plain,
    ( spl0_196
    | spl0_1358
    | ~ spl0_1739 ),
    inference(sat_conversion,[],[f26715]) ).

cnf(s5728,plain,
    ( spl0_260
    | spl0_1358
    | ~ spl0_1867 ),
    inference(sat_conversion,[],[f26720]) ).

cnf(s5729,plain,
    ( spl0_197
    | spl0_1358
    | ~ spl0_1741 ),
    inference(sat_conversion,[],[f26724]) ).

cnf(s5730,plain,
    ( spl0_259
    | spl0_1358
    | ~ spl0_1865 ),
    inference(sat_conversion,[],[f26729]) ).

cnf(s5731,plain,
    ( spl0_198
    | spl0_1358
    | ~ spl0_1743 ),
    inference(sat_conversion,[],[f26733]) ).

cnf(s5732,plain,
    ( spl0_258
    | spl0_1358
    | ~ spl0_1863 ),
    inference(sat_conversion,[],[f26738]) ).

cnf(s5733,plain,
    ( spl0_199
    | spl0_1358
    | ~ spl0_1745 ),
    inference(sat_conversion,[],[f26742]) ).

cnf(s5734,plain,
    ( spl0_257
    | spl0_1358
    | ~ spl0_1861 ),
    inference(sat_conversion,[],[f26747]) ).

cnf(s5735,plain,
    ( spl0_200
    | spl0_1358
    | ~ spl0_1747 ),
    inference(sat_conversion,[],[f26751]) ).

cnf(s5736,plain,
    ( spl0_256
    | spl0_1358
    | ~ spl0_1859 ),
    inference(sat_conversion,[],[f26756]) ).

cnf(s5737,plain,
    ( spl0_201
    | spl0_1358
    | ~ spl0_1749 ),
    inference(sat_conversion,[],[f26760]) ).

cnf(s5738,plain,
    ( spl0_255
    | spl0_1358
    | ~ spl0_1857 ),
    inference(sat_conversion,[],[f26765]) ).

cnf(s5739,plain,
    ( spl0_202
    | spl0_1358
    | ~ spl0_1751 ),
    inference(sat_conversion,[],[f26769]) ).

cnf(s5740,plain,
    ( spl0_254
    | spl0_1358
    | ~ spl0_1855 ),
    inference(sat_conversion,[],[f26774]) ).

cnf(s5741,plain,
    ( spl0_203
    | spl0_1358
    | ~ spl0_1753 ),
    inference(sat_conversion,[],[f26778]) ).

cnf(s5742,plain,
    ( spl0_253
    | spl0_1358
    | ~ spl0_1853 ),
    inference(sat_conversion,[],[f26783]) ).

cnf(s5743,plain,
    ( spl0_204
    | spl0_1358
    | ~ spl0_1755 ),
    inference(sat_conversion,[],[f26787]) ).

cnf(s5744,plain,
    ( spl0_252
    | spl0_1358
    | ~ spl0_1851 ),
    inference(sat_conversion,[],[f26792]) ).

cnf(s5745,plain,
    ( spl0_205
    | spl0_1358
    | ~ spl0_1757 ),
    inference(sat_conversion,[],[f26796]) ).

cnf(s5746,plain,
    ( spl0_251
    | spl0_1358
    | ~ spl0_1849 ),
    inference(sat_conversion,[],[f26801]) ).

cnf(s5747,plain,
    ( spl0_206
    | spl0_1358
    | ~ spl0_1759 ),
    inference(sat_conversion,[],[f26805]) ).

cnf(s5748,plain,
    ( spl0_250
    | spl0_1358
    | ~ spl0_1847 ),
    inference(sat_conversion,[],[f26810]) ).

cnf(s5749,plain,
    ( spl0_207
    | spl0_1358
    | ~ spl0_1761 ),
    inference(sat_conversion,[],[f26814]) ).

cnf(s5750,plain,
    ( spl0_249
    | spl0_1358
    | ~ spl0_1845 ),
    inference(sat_conversion,[],[f26819]) ).

cnf(s5751,plain,
    ( spl0_208
    | spl0_1358
    | ~ spl0_1763 ),
    inference(sat_conversion,[],[f26823]) ).

cnf(s5752,plain,
    ( spl0_248
    | spl0_1358
    | ~ spl0_1843 ),
    inference(sat_conversion,[],[f26828]) ).

cnf(s5753,plain,
    ( spl0_209
    | spl0_1358
    | ~ spl0_1765 ),
    inference(sat_conversion,[],[f26832]) ).

cnf(s5754,plain,
    ( spl0_247
    | spl0_1358
    | ~ spl0_1841 ),
    inference(sat_conversion,[],[f26837]) ).

cnf(s5755,plain,
    ( spl0_210
    | spl0_1358
    | ~ spl0_1767 ),
    inference(sat_conversion,[],[f26841]) ).

cnf(s5756,plain,
    ( spl0_246
    | spl0_1358
    | ~ spl0_1839 ),
    inference(sat_conversion,[],[f26846]) ).

cnf(s5757,plain,
    ( spl0_211
    | spl0_1358
    | ~ spl0_1769 ),
    inference(sat_conversion,[],[f26850]) ).

cnf(s5758,plain,
    ( spl0_245
    | spl0_1358
    | ~ spl0_1837 ),
    inference(sat_conversion,[],[f26855]) ).

cnf(s5759,plain,
    ( spl0_212
    | spl0_1358
    | ~ spl0_1771 ),
    inference(sat_conversion,[],[f26859]) ).

cnf(s5760,plain,
    ( spl0_244
    | spl0_1358
    | ~ spl0_1835 ),
    inference(sat_conversion,[],[f26864]) ).

cnf(s5761,plain,
    ( spl0_213
    | spl0_1358
    | ~ spl0_1773 ),
    inference(sat_conversion,[],[f26868]) ).

cnf(s5762,plain,
    ( spl0_243
    | spl0_1358
    | ~ spl0_1833 ),
    inference(sat_conversion,[],[f26873]) ).

cnf(s5763,plain,
    ( spl0_214
    | spl0_1358
    | ~ spl0_1775 ),
    inference(sat_conversion,[],[f26877]) ).

cnf(s5764,plain,
    ( spl0_242
    | spl0_1358
    | ~ spl0_1831 ),
    inference(sat_conversion,[],[f26882]) ).

cnf(s5765,plain,
    ( spl0_215
    | spl0_1358
    | ~ spl0_1777 ),
    inference(sat_conversion,[],[f26886]) ).

cnf(s5766,plain,
    ( spl0_241
    | spl0_1358
    | ~ spl0_1829 ),
    inference(sat_conversion,[],[f26891]) ).

cnf(s5767,plain,
    ( spl0_216
    | spl0_1358
    | ~ spl0_1779 ),
    inference(sat_conversion,[],[f26895]) ).

cnf(s5768,plain,
    ( spl0_240
    | spl0_1358
    | ~ spl0_1827 ),
    inference(sat_conversion,[],[f26900]) ).

cnf(s5769,plain,
    ( spl0_217
    | spl0_1358
    | ~ spl0_1781 ),
    inference(sat_conversion,[],[f26904]) ).

cnf(s5770,plain,
    ( spl0_239
    | spl0_1358
    | ~ spl0_1825 ),
    inference(sat_conversion,[],[f26909]) ).

cnf(s5771,plain,
    ( spl0_218
    | spl0_1358
    | ~ spl0_1783 ),
    inference(sat_conversion,[],[f26913]) ).

cnf(s5772,plain,
    ( spl0_238
    | spl0_1358
    | ~ spl0_1823 ),
    inference(sat_conversion,[],[f26918]) ).

cnf(s5773,plain,
    ( spl0_219
    | spl0_1358
    | ~ spl0_1785 ),
    inference(sat_conversion,[],[f26922]) ).

cnf(s5774,plain,
    ( spl0_237
    | spl0_1358
    | ~ spl0_1821 ),
    inference(sat_conversion,[],[f26927]) ).

cnf(s5775,plain,
    ( spl0_220
    | spl0_1358
    | ~ spl0_1787 ),
    inference(sat_conversion,[],[f26931]) ).

cnf(s5776,plain,
    ( spl0_236
    | spl0_1358
    | ~ spl0_1819 ),
    inference(sat_conversion,[],[f26936]) ).

cnf(s5777,plain,
    ( spl0_221
    | spl0_1358
    | ~ spl0_1789 ),
    inference(sat_conversion,[],[f26940]) ).

cnf(s5778,plain,
    ( spl0_235
    | spl0_1358
    | ~ spl0_1817 ),
    inference(sat_conversion,[],[f26945]) ).

cnf(s5779,plain,
    ( spl0_222
    | spl0_1358
    | ~ spl0_1791 ),
    inference(sat_conversion,[],[f26949]) ).

cnf(s5780,plain,
    ( spl0_234
    | spl0_1358
    | ~ spl0_1815 ),
    inference(sat_conversion,[],[f26954]) ).

cnf(s5781,plain,
    ( spl0_223
    | spl0_1358
    | ~ spl0_1793 ),
    inference(sat_conversion,[],[f26958]) ).

cnf(s5782,plain,
    ( spl0_233
    | spl0_1358
    | ~ spl0_1813 ),
    inference(sat_conversion,[],[f26963]) ).

cnf(s5783,plain,
    ( spl0_224
    | spl0_1358
    | ~ spl0_1795 ),
    inference(sat_conversion,[],[f26967]) ).

cnf(s5784,plain,
    ( spl0_232
    | spl0_1358
    | ~ spl0_1811 ),
    inference(sat_conversion,[],[f26972]) ).

cnf(s5785,plain,
    ( spl0_225
    | spl0_1358
    | ~ spl0_1797 ),
    inference(sat_conversion,[],[f26976]) ).

cnf(s5786,plain,
    ( spl0_231
    | spl0_1358
    | ~ spl0_1809 ),
    inference(sat_conversion,[],[f26981]) ).

cnf(s5787,plain,
    ( spl0_226
    | spl0_1358
    | ~ spl0_1799 ),
    inference(sat_conversion,[],[f26985]) ).

cnf(s5788,plain,
    ( spl0_230
    | spl0_1358
    | ~ spl0_1807 ),
    inference(sat_conversion,[],[f26990]) ).

cnf(s5789,plain,
    ( spl0_227
    | spl0_1358
    | ~ spl0_1801 ),
    inference(sat_conversion,[],[f26994]) ).

cnf(s5790,plain,
    ( spl0_229
    | spl0_1358
    | ~ spl0_1805 ),
    inference(sat_conversion,[],[f26999]) ).

cnf(s5791,plain,
    ( spl0_228
    | spl0_1358
    | ~ spl0_1803 ),
    inference(sat_conversion,[],[f27003]) ).

cnf(s5792,plain,
    ( spl0_6
    | ~ spl0_457
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f27032]) ).

cnf(s5793,plain,
    ( ~ spl0_1
    | spl0_456 ),
    inference(sat_conversion,[],[f27035]) ).

cnf(s5794,plain,
    ( ~ spl0_3
    | spl0_1358 ),
    inference(sat_conversion,[],[f27037]) ).

cnf(s5795,plain,
    ( spl0_453
    | spl0_1358
    | ~ spl0_2256 ),
    inference(sat_conversion,[],[f27251]) ).

cnf(s5796,plain,
    ( ~ spl0_2195
    | spl0_2197 ),
    inference(sat_conversion,[],[f27252]) ).

cnf(s5797,plain,
    ( ~ spl0_2197
    | spl0_2199 ),
    inference(sat_conversion,[],[f27253]) ).

cnf(s5798,plain,
    ( ~ spl0_2199
    | spl0_2201 ),
    inference(sat_conversion,[],[f27254]) ).

cnf(s5799,plain,
    ( ~ spl0_2201
    | spl0_2203 ),
    inference(sat_conversion,[],[f27255]) ).

cnf(s5800,plain,
    ( ~ spl0_2203
    | spl0_2205 ),
    inference(sat_conversion,[],[f27256]) ).

cnf(s5801,plain,
    ( ~ spl0_2205
    | spl0_2207 ),
    inference(sat_conversion,[],[f27257]) ).

cnf(s5802,plain,
    ( ~ spl0_2207
    | spl0_2209 ),
    inference(sat_conversion,[],[f27258]) ).

cnf(s5803,plain,
    ( ~ spl0_2209
    | spl0_2211 ),
    inference(sat_conversion,[],[f27259]) ).

cnf(s5804,plain,
    ( ~ spl0_2211
    | spl0_2213 ),
    inference(sat_conversion,[],[f27260]) ).

cnf(s5805,plain,
    ( ~ spl0_2213
    | spl0_2215 ),
    inference(sat_conversion,[],[f27261]) ).

cnf(s5806,plain,
    ( ~ spl0_2215
    | spl0_2217 ),
    inference(sat_conversion,[],[f27262]) ).

cnf(s5807,plain,
    ( ~ spl0_2217
    | spl0_2219 ),
    inference(sat_conversion,[],[f27263]) ).

cnf(s5808,plain,
    ( ~ spl0_2219
    | spl0_2221 ),
    inference(sat_conversion,[],[f27264]) ).

cnf(s5809,plain,
    ( ~ spl0_2221
    | spl0_2223 ),
    inference(sat_conversion,[],[f27265]) ).

cnf(s5810,plain,
    ( ~ spl0_2223
    | spl0_2225 ),
    inference(sat_conversion,[],[f27266]) ).

cnf(s5811,plain,
    ( ~ spl0_2225
    | spl0_2227 ),
    inference(sat_conversion,[],[f27267]) ).

cnf(s5812,plain,
    ( ~ spl0_2227
    | spl0_2229 ),
    inference(sat_conversion,[],[f27268]) ).

cnf(s5813,plain,
    ( ~ spl0_2191
    | spl0_2193 ),
    inference(sat_conversion,[],[f27269]) ).

cnf(s5814,plain,
    ( ~ spl0_2189
    | spl0_2191 ),
    inference(sat_conversion,[],[f27270]) ).

cnf(s5815,plain,
    ( ~ spl0_2187
    | spl0_2189 ),
    inference(sat_conversion,[],[f27271]) ).

cnf(s5816,plain,
    ( ~ spl0_2185
    | spl0_2187 ),
    inference(sat_conversion,[],[f27272]) ).

cnf(s5817,plain,
    ( ~ spl0_2183
    | spl0_2185 ),
    inference(sat_conversion,[],[f27273]) ).

cnf(s5818,plain,
    ( ~ spl0_2181
    | spl0_2183 ),
    inference(sat_conversion,[],[f27274]) ).

cnf(s5819,plain,
    ( ~ spl0_2179
    | spl0_2181 ),
    inference(sat_conversion,[],[f27275]) ).

cnf(s5820,plain,
    ( ~ spl0_2177
    | spl0_2179 ),
    inference(sat_conversion,[],[f27276]) ).

cnf(s5821,plain,
    ( ~ spl0_2175
    | spl0_2177 ),
    inference(sat_conversion,[],[f27277]) ).

cnf(s5822,plain,
    ( ~ spl0_2173
    | spl0_2175 ),
    inference(sat_conversion,[],[f27278]) ).

cnf(s5823,plain,
    ( ~ spl0_2171
    | spl0_2173 ),
    inference(sat_conversion,[],[f27279]) ).

cnf(s5824,plain,
    ( ~ spl0_2169
    | spl0_2171 ),
    inference(sat_conversion,[],[f27280]) ).

cnf(s5825,plain,
    ( ~ spl0_2167
    | spl0_2169 ),
    inference(sat_conversion,[],[f27281]) ).

cnf(s5826,plain,
    ( ~ spl0_2165
    | spl0_2167 ),
    inference(sat_conversion,[],[f27282]) ).

cnf(s5827,plain,
    ( ~ spl0_2163
    | spl0_2165 ),
    inference(sat_conversion,[],[f27283]) ).

cnf(s5828,plain,
    ( ~ spl0_2161
    | spl0_2163 ),
    inference(sat_conversion,[],[f27284]) ).

cnf(s5829,plain,
    ( ~ spl0_2037
    | spl0_2039 ),
    inference(sat_conversion,[],[f27285]) ).

cnf(s5830,plain,
    ( ~ spl0_2035
    | spl0_2037 ),
    inference(sat_conversion,[],[f27286]) ).

cnf(s5831,plain,
    ( ~ spl0_2033
    | spl0_2035 ),
    inference(sat_conversion,[],[f27287]) ).

cnf(s5832,plain,
    ( ~ spl0_2031
    | spl0_2033 ),
    inference(sat_conversion,[],[f27288]) ).

cnf(s5833,plain,
    ( ~ spl0_2029
    | spl0_2031 ),
    inference(sat_conversion,[],[f27289]) ).

cnf(s5834,plain,
    ( ~ spl0_1871
    | spl0_1873 ),
    inference(sat_conversion,[],[f27290]) ).

cnf(s5835,plain,
    ( ~ spl0_1845
    | spl0_1847 ),
    inference(sat_conversion,[],[f27291]) ).

cnf(s5836,plain,
    ( ~ spl0_1843
    | spl0_1845 ),
    inference(sat_conversion,[],[f27292]) ).

cnf(s5837,plain,
    ( ~ spl0_1841
    | spl0_1843 ),
    inference(sat_conversion,[],[f27293]) ).

cnf(s5838,plain,
    ( ~ spl0_1839
    | spl0_1841 ),
    inference(sat_conversion,[],[f27294]) ).

cnf(s5839,plain,
    ( ~ spl0_1837
    | spl0_1839 ),
    inference(sat_conversion,[],[f27295]) ).

cnf(s5840,plain,
    ( ~ spl0_1833
    | spl0_1835 ),
    inference(sat_conversion,[],[f27296]) ).

cnf(s5841,plain,
    ( ~ spl0_1831
    | spl0_1833 ),
    inference(sat_conversion,[],[f27297]) ).

cnf(s5842,plain,
    ( ~ spl0_1829
    | spl0_1831 ),
    inference(sat_conversion,[],[f27298]) ).

cnf(s5843,plain,
    ( ~ spl0_1827
    | spl0_1829 ),
    inference(sat_conversion,[],[f27299]) ).

cnf(s5844,plain,
    ( ~ spl0_1823
    | spl0_1825 ),
    inference(sat_conversion,[],[f27300]) ).

cnf(s5845,plain,
    ( ~ spl0_1821
    | spl0_1823 ),
    inference(sat_conversion,[],[f27301]) ).

cnf(s5846,plain,
    ( ~ spl0_1819
    | spl0_1821 ),
    inference(sat_conversion,[],[f27302]) ).

cnf(s5847,plain,
    ( ~ spl0_1817
    | spl0_1819 ),
    inference(sat_conversion,[],[f27303]) ).

cnf(s5848,plain,
    ( ~ spl0_1813
    | spl0_1815 ),
    inference(sat_conversion,[],[f27304]) ).

cnf(s5849,plain,
    ( ~ spl0_1811
    | spl0_1813 ),
    inference(sat_conversion,[],[f27305]) ).

cnf(s5850,plain,
    ( ~ spl0_1809
    | spl0_1811 ),
    inference(sat_conversion,[],[f27306]) ).

cnf(s5851,plain,
    ( ~ spl0_1807
    | spl0_1809 ),
    inference(sat_conversion,[],[f27307]) ).

cnf(s5852,plain,
    ( ~ spl0_1805
    | spl0_1807 ),
    inference(sat_conversion,[],[f27308]) ).

cnf(s5853,plain,
    ( ~ spl0_1803
    | spl0_1805 ),
    inference(sat_conversion,[],[f27309]) ).

cnf(s5854,plain,
    ( ~ spl0_1799
    | spl0_1801 ),
    inference(sat_conversion,[],[f27310]) ).

cnf(s5855,plain,
    ( ~ spl0_1797
    | spl0_1799 ),
    inference(sat_conversion,[],[f27311]) ).

cnf(s5856,plain,
    ( ~ spl0_1793
    | spl0_1795 ),
    inference(sat_conversion,[],[f27312]) ).

cnf(s5857,plain,
    ( ~ spl0_1791
    | spl0_1793 ),
    inference(sat_conversion,[],[f27313]) ).

cnf(s5858,plain,
    ( ~ spl0_1789
    | spl0_1791 ),
    inference(sat_conversion,[],[f27314]) ).

cnf(s5859,plain,
    ( ~ spl0_1787
    | spl0_1789 ),
    inference(sat_conversion,[],[f27315]) ).

cnf(s5860,plain,
    ( ~ spl0_1785
    | spl0_1787 ),
    inference(sat_conversion,[],[f27316]) ).

cnf(s5861,plain,
    ( ~ spl0_1783
    | spl0_1785 ),
    inference(sat_conversion,[],[f27317]) ).

cnf(s5862,plain,
    ( ~ spl0_1781
    | spl0_1783 ),
    inference(sat_conversion,[],[f27318]) ).

cnf(s5863,plain,
    ( ~ spl0_1779
    | spl0_1781 ),
    inference(sat_conversion,[],[f27319]) ).

cnf(s5864,plain,
    ( ~ spl0_1777
    | spl0_1779 ),
    inference(sat_conversion,[],[f27320]) ).

cnf(s5865,plain,
    ( ~ spl0_1775
    | spl0_1777 ),
    inference(sat_conversion,[],[f27321]) ).

cnf(s5866,plain,
    ( ~ spl0_1771
    | spl0_1773 ),
    inference(sat_conversion,[],[f27322]) ).

cnf(s5867,plain,
    ( ~ spl0_1769
    | spl0_1771 ),
    inference(sat_conversion,[],[f27323]) ).

cnf(s5868,plain,
    ( ~ spl0_1765
    | spl0_1767 ),
    inference(sat_conversion,[],[f27324]) ).

cnf(s5869,plain,
    ( ~ spl0_1757
    | spl0_1759 ),
    inference(sat_conversion,[],[f27325]) ).

cnf(s5870,plain,
    ( ~ spl0_1755
    | spl0_1757 ),
    inference(sat_conversion,[],[f27326]) ).

cnf(s5871,plain,
    ( ~ spl0_1751
    | spl0_1753 ),
    inference(sat_conversion,[],[f27327]) ).

cnf(s5872,plain,
    ( ~ spl0_1749
    | spl0_1751 ),
    inference(sat_conversion,[],[f27328]) ).

cnf(s5873,plain,
    ( ~ spl0_1747
    | spl0_1749 ),
    inference(sat_conversion,[],[f27329]) ).

cnf(s5874,plain,
    ( ~ spl0_1745
    | spl0_1747 ),
    inference(sat_conversion,[],[f27330]) ).

cnf(s5875,plain,
    ( ~ spl0_1741
    | spl0_1743 ),
    inference(sat_conversion,[],[f27331]) ).

cnf(s5876,plain,
    ( ~ spl0_1739
    | spl0_1741 ),
    inference(sat_conversion,[],[f27332]) ).

cnf(s5877,plain,
    ( ~ spl0_1737
    | spl0_1739 ),
    inference(sat_conversion,[],[f27333]) ).

cnf(s5878,plain,
    ( ~ spl0_1735
    | spl0_1737 ),
    inference(sat_conversion,[],[f27334]) ).

cnf(s5879,plain,
    ( ~ spl0_1731
    | spl0_1733 ),
    inference(sat_conversion,[],[f27335]) ).

cnf(s5880,plain,
    ( ~ spl0_1729
    | spl0_1731 ),
    inference(sat_conversion,[],[f27336]) ).

cnf(s5881,plain,
    ( ~ spl0_1723
    | spl0_1725 ),
    inference(sat_conversion,[],[f27337]) ).

cnf(s5882,plain,
    ( ~ spl0_1721
    | spl0_1723 ),
    inference(sat_conversion,[],[f27338]) ).

cnf(s5883,plain,
    ( ~ spl0_1719
    | spl0_1721 ),
    inference(sat_conversion,[],[f27339]) ).

cnf(s5884,plain,
    ( ~ spl0_1713
    | spl0_1715 ),
    inference(sat_conversion,[],[f27340]) ).

cnf(s5885,plain,
    ( ~ spl0_1711
    | spl0_1713 ),
    inference(sat_conversion,[],[f27341]) ).

cnf(s5886,plain,
    ( ~ spl0_1677
    | spl0_1679 ),
    inference(sat_conversion,[],[f27342]) ).

cnf(s5887,plain,
    ( ~ spl0_1675
    | spl0_1677 ),
    inference(sat_conversion,[],[f27343]) ).

cnf(s5888,plain,
    ( ~ spl0_1671
    | spl0_1673 ),
    inference(sat_conversion,[],[f27344]) ).

cnf(s5889,plain,
    ( ~ spl0_1669
    | spl0_1671 ),
    inference(sat_conversion,[],[f27345]) ).

cnf(s5890,plain,
    ( ~ spl0_1665
    | spl0_1667 ),
    inference(sat_conversion,[],[f27346]) ).

cnf(s5891,plain,
    ( ~ spl0_1663
    | spl0_1665 ),
    inference(sat_conversion,[],[f27347]) ).

cnf(s5892,plain,
    ( ~ spl0_1647
    | spl0_1649 ),
    inference(sat_conversion,[],[f27348]) ).

cnf(s5893,plain,
    ( ~ spl0_1637
    | spl0_1639 ),
    inference(sat_conversion,[],[f27349]) ).

cnf(s5894,plain,
    ( ~ spl0_1633
    | spl0_1635 ),
    inference(sat_conversion,[],[f27350]) ).

cnf(s5895,plain,
    ( ~ spl0_1631
    | spl0_1633 ),
    inference(sat_conversion,[],[f27351]) ).

cnf(s5896,plain,
    ( ~ spl0_1627
    | spl0_1629 ),
    inference(sat_conversion,[],[f27352]) ).

cnf(s5897,plain,
    ( ~ spl0_1625
    | spl0_1627 ),
    inference(sat_conversion,[],[f27353]) ).

cnf(s5898,plain,
    ( ~ spl0_1615
    | spl0_1617 ),
    inference(sat_conversion,[],[f27354]) ).

cnf(s5899,plain,
    ( ~ spl0_1613
    | spl0_1615 ),
    inference(sat_conversion,[],[f27355]) ).

cnf(s5900,plain,
    ( ~ spl0_1611
    | spl0_1613 ),
    inference(sat_conversion,[],[f27356]) ).

cnf(s5901,plain,
    ( ~ spl0_1607
    | spl0_1609 ),
    inference(sat_conversion,[],[f27357]) ).

cnf(s5902,plain,
    ( ~ spl0_1605
    | spl0_1607 ),
    inference(sat_conversion,[],[f27358]) ).

cnf(s5903,plain,
    ( ~ spl0_1601
    | spl0_1603 ),
    inference(sat_conversion,[],[f27359]) ).

cnf(s5904,plain,
    ( ~ spl0_1599
    | spl0_1601 ),
    inference(sat_conversion,[],[f27360]) ).

cnf(s5905,plain,
    ( ~ spl0_1597
    | spl0_1599 ),
    inference(sat_conversion,[],[f27361]) ).

cnf(s5906,plain,
    ( ~ spl0_1593
    | spl0_1595 ),
    inference(sat_conversion,[],[f27362]) ).

cnf(s5907,plain,
    ( ~ spl0_1591
    | spl0_1593 ),
    inference(sat_conversion,[],[f27363]) ).

cnf(s5908,plain,
    ( ~ spl0_1583
    | spl0_1585 ),
    inference(sat_conversion,[],[f27364]) ).

cnf(s5909,plain,
    ( ~ spl0_1581
    | spl0_1583 ),
    inference(sat_conversion,[],[f27365]) ).

cnf(s5910,plain,
    ( ~ spl0_1579
    | spl0_1581 ),
    inference(sat_conversion,[],[f27366]) ).

cnf(s5911,plain,
    ( ~ spl0_1577
    | spl0_1579 ),
    inference(sat_conversion,[],[f27367]) ).

cnf(s5912,plain,
    ( ~ spl0_1573
    | spl0_1575 ),
    inference(sat_conversion,[],[f27368]) ).

cnf(s5913,plain,
    ( ~ spl0_1571
    | spl0_1573 ),
    inference(sat_conversion,[],[f27369]) ).

cnf(s5914,plain,
    ( ~ spl0_1567
    | spl0_1569 ),
    inference(sat_conversion,[],[f27370]) ).

cnf(s5915,plain,
    ( ~ spl0_1565
    | spl0_1567 ),
    inference(sat_conversion,[],[f27371]) ).

cnf(s5916,plain,
    ( ~ spl0_1563
    | spl0_1565 ),
    inference(sat_conversion,[],[f27372]) ).

cnf(s5917,plain,
    ( ~ spl0_1551
    | spl0_1553 ),
    inference(sat_conversion,[],[f27373]) ).

cnf(s5918,plain,
    ( ~ spl0_1545
    | spl0_1547 ),
    inference(sat_conversion,[],[f27374]) ).

cnf(s5919,plain,
    ( ~ spl0_1541
    | spl0_1543 ),
    inference(sat_conversion,[],[f27375]) ).

cnf(s5920,plain,
    ( ~ spl0_1535
    | spl0_1537 ),
    inference(sat_conversion,[],[f27376]) ).

cnf(s5921,plain,
    ( ~ spl0_1531
    | spl0_1533 ),
    inference(sat_conversion,[],[f27377]) ).

cnf(s5922,plain,
    ( ~ spl0_1529
    | spl0_1531 ),
    inference(sat_conversion,[],[f27378]) ).

cnf(s5923,plain,
    ( ~ spl0_1527
    | spl0_1529 ),
    inference(sat_conversion,[],[f27379]) ).

cnf(s5924,plain,
    ( ~ spl0_1525
    | spl0_1527 ),
    inference(sat_conversion,[],[f27380]) ).

cnf(s5925,plain,
    ( ~ spl0_1523
    | spl0_1525 ),
    inference(sat_conversion,[],[f27381]) ).

cnf(s5926,plain,
    ( ~ spl0_1519
    | spl0_1521 ),
    inference(sat_conversion,[],[f27382]) ).

cnf(s5927,plain,
    ( ~ spl0_1515
    | spl0_1517 ),
    inference(sat_conversion,[],[f27383]) ).

cnf(s5928,plain,
    ( ~ spl0_1487
    | spl0_1489 ),
    inference(sat_conversion,[],[f27384]) ).

cnf(s5929,plain,
    ( ~ spl0_1481
    | spl0_1483 ),
    inference(sat_conversion,[],[f27385]) ).

cnf(s5930,plain,
    ( ~ spl0_1479
    | spl0_1481 ),
    inference(sat_conversion,[],[f27386]) ).

cnf(s5931,plain,
    ( ~ spl0_1475
    | spl0_1477 ),
    inference(sat_conversion,[],[f27387]) ).

cnf(s5932,plain,
    ( ~ spl0_1471
    | spl0_1473 ),
    inference(sat_conversion,[],[f27388]) ).

cnf(s5933,plain,
    ( ~ spl0_1469
    | spl0_1471 ),
    inference(sat_conversion,[],[f27389]) ).

cnf(s5934,plain,
    ( ~ spl0_1467
    | spl0_1469 ),
    inference(sat_conversion,[],[f27390]) ).

cnf(s5935,plain,
    ( ~ spl0_1445
    | spl0_1447 ),
    inference(sat_conversion,[],[f27391]) ).

cnf(s5936,plain,
    ( ~ spl0_1443
    | spl0_1445 ),
    inference(sat_conversion,[],[f27392]) ).

cnf(s5937,plain,
    ( ~ spl0_1441
    | spl0_1443 ),
    inference(sat_conversion,[],[f27393]) ).

cnf(s5938,plain,
    ( ~ spl0_1437
    | spl0_1439 ),
    inference(sat_conversion,[],[f27394]) ).

cnf(s5939,plain,
    ( ~ spl0_1435
    | spl0_1437 ),
    inference(sat_conversion,[],[f27395]) ).

cnf(s5940,plain,
    ( ~ spl0_1415
    | spl0_1417 ),
    inference(sat_conversion,[],[f27396]) ).

cnf(s5941,plain,
    ( ~ spl0_1413
    | spl0_1415 ),
    inference(sat_conversion,[],[f27397]) ).

cnf(s5942,plain,
    ( ~ spl0_1411
    | spl0_1413 ),
    inference(sat_conversion,[],[f27398]) ).

cnf(s5943,plain,
    ( ~ spl0_1409
    | spl0_1411 ),
    inference(sat_conversion,[],[f27399]) ).

cnf(s5944,plain,
    ( ~ spl0_1407
    | spl0_1409 ),
    inference(sat_conversion,[],[f27400]) ).

cnf(s5945,plain,
    ( ~ spl0_1405
    | spl0_1407 ),
    inference(sat_conversion,[],[f27401]) ).

cnf(s5946,plain,
    ( ~ spl0_1403
    | spl0_1405 ),
    inference(sat_conversion,[],[f27402]) ).

cnf(s5947,plain,
    ( ~ spl0_1401
    | spl0_1403 ),
    inference(sat_conversion,[],[f27403]) ).

cnf(s5948,plain,
    ( ~ spl0_1399
    | spl0_1401 ),
    inference(sat_conversion,[],[f27404]) ).

cnf(s5949,plain,
    ( ~ spl0_1395
    | spl0_1397 ),
    inference(sat_conversion,[],[f27405]) ).

cnf(s5950,plain,
    ( ~ spl0_1393
    | spl0_1395 ),
    inference(sat_conversion,[],[f27406]) ).

cnf(s5951,plain,
    ( ~ spl0_1391
    | spl0_1393 ),
    inference(sat_conversion,[],[f27407]) ).

cnf(s5952,plain,
    ( ~ spl0_1389
    | spl0_1391 ),
    inference(sat_conversion,[],[f27408]) ).

cnf(s5953,plain,
    ( ~ spl0_1387
    | spl0_1389 ),
    inference(sat_conversion,[],[f27409]) ).

cnf(s5954,plain,
    ( ~ spl0_1381
    | spl0_1383 ),
    inference(sat_conversion,[],[f27410]) ).

cnf(s5955,plain,
    ( ~ spl0_1379
    | spl0_1381 ),
    inference(sat_conversion,[],[f27411]) ).

cnf(s5956,plain,
    ( ~ spl0_1375
    | spl0_1377 ),
    inference(sat_conversion,[],[f27412]) ).

cnf(s5957,plain,
    ( ~ spl0_1373
    | spl0_1375 ),
    inference(sat_conversion,[],[f27413]) ).

cnf(s5958,plain,
    ( spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | ~ spl0_2699
    | ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f29949]) ).

cnf(s5959,plain,
    ( ~ spl0_1800
    | spl0_2482 ),
    inference(sat_conversion,[],[f29950]) ).

cnf(s5964,plain,
    ( ~ spl0_1436
    | spl0_2661 ),
    inference(sat_conversion,[],[f30143]) ).

cnf(s5966,plain,
    ( ~ spl0_1496
    | spl0_2618 ),
    inference(sat_conversion,[],[f30144]) ).

cnf(s5969,plain,
    ( ~ spl0_1598
    | spl0_2571 ),
    inference(sat_conversion,[],[f30150]) ).

cnf(s5972,plain,
    ( ~ spl0_1872
    | spl0_2446 ),
    inference(sat_conversion,[],[f30156]) ).

cnf(s5979,plain,
    ( ~ spl0_1720
    | spl0_2542 ),
    inference(sat_conversion,[],[f30243]) ).

cnf(s5981,plain,
    ( ~ spl0_2034
    | spl0_2365 ),
    inference(sat_conversion,[],[f30244]) ).

cnf(s5984,plain,
    ( ~ spl0_2038
    | spl0_2363 ),
    inference(sat_conversion,[],[f30250]) ).

cnf(s5989,plain,
    ( ~ spl0_2036
    | spl0_2364 ),
    inference(sat_conversion,[],[f30262]) ).

cnf(s5995,plain,
    ( ~ spl0_2030
    | spl0_2367 ),
    inference(sat_conversion,[],[f30272]) ).

cnf(s5997,plain,
    ( ~ spl0_2032
    | spl0_2366 ),
    inference(sat_conversion,[],[f30273]) ).

cnf(s6012,plain,
    ( ~ spl0_1676
    | spl0_2655 ),
    inference(sat_conversion,[],[f30464]) ).

cnf(s6014,plain,
    ( ~ spl0_1700
    | spl0_2524 ),
    inference(sat_conversion,[],[f30465]) ).

cnf(s6017,plain,
    ( ~ spl0_1730
    | spl0_2522 ),
    inference(sat_conversion,[],[f30471]) ).

cnf(s6020,plain,
    ( ~ spl0_1770
    | spl0_2505 ),
    inference(sat_conversion,[],[f30477]) ).

cnf(s6040,plain,
    ( ~ spl0_1686
    | spl0_2530 ),
    inference(sat_conversion,[],[f30532]) ).

cnf(s6052,plain,
    ( ~ spl0_1542
    | spl0_2599 ),
    inference(sat_conversion,[],[f30612]) ).

cnf(s6054,plain,
    ( ~ spl0_1592
    | spl0_2573 ),
    inference(sat_conversion,[],[f30613]) ).

cnf(s6064,plain,
    ( ~ spl0_1530
    | spl0_2604 ),
    inference(sat_conversion,[],[f30656]) ).

cnf(s6066,plain,
    ( ~ spl0_1584
    | spl0_2587 ),
    inference(sat_conversion,[],[f30657]) ).

cnf(s6074,plain,
    ( ~ spl0_1552
    | spl0_2658 ),
    inference(sat_conversion,[],[f30684]) ).

cnf(s6076,plain,
    ( ~ spl0_1572
    | spl0_2593 ),
    inference(sat_conversion,[],[f30685]) ).

cnf(s6079,plain,
    ( ~ spl0_1670
    | spl0_2545 ),
    inference(sat_conversion,[],[f30691]) ).

cnf(s6115,plain,
    ( ~ spl0_1526
    | spl0_2605 ),
    inference(sat_conversion,[],[f30777]) ).

cnf(s6123,plain,
    ( ~ spl0_1456
    | spl0_2641 ),
    inference(sat_conversion,[],[f30819]) ).

cnf(s6130,plain,
    ( ~ spl0_1390
    | spl0_2687 ),
    inference(sat_conversion,[],[f30859]) ).

cnf(s6132,plain,
    ( ~ spl0_1512
    | spl0_2612 ),
    inference(sat_conversion,[],[f30860]) ).

cnf(s6147,plain,
    ( ~ spl0_1396
    | spl0_2684 ),
    inference(sat_conversion,[],[f30929]) ).

cnf(s6149,plain,
    ( ~ spl0_1408
    | spl0_2671 ),
    inference(sat_conversion,[],[f30930]) ).

cnf(s6152,plain,
    ( ~ spl0_1482
    | spl0_2631 ),
    inference(sat_conversion,[],[f30936]) ).

cnf(s6165,plain,
    ( ~ spl0_1428
    | spl0_2665 ),
    inference(sat_conversion,[],[f30974]) ).

cnf(s6171,plain,
    ( ~ spl0_1414
    | spl0_2670 ),
    inference(sat_conversion,[],[f30987]) ).

cnf(s6181,plain,
    ( ~ spl0_1406
    | spl0_2672 ),
    inference(sat_conversion,[],[f30998]) ).

cnf(s6192,plain,
    ( ~ spl0_1376
    | spl0_2694 ),
    inference(sat_conversion,[],[f31021]) ).

cnf(s6194,plain,
    ( ~ spl0_1392
    | spl0_2686 ),
    inference(sat_conversion,[],[f31022]) ).

cnf(s6203,plain,
    ( ~ spl0_1380
    | spl0_2691 ),
    inference(sat_conversion,[],[f31039]) ).

cnf(s6210,plain,
    ( ~ spl0_1370
    | spl0_2696 ),
    inference(sat_conversion,[],[f31051]) ).

cnf(s6212,plain,
    ( ~ spl0_1388
    | spl0_2688 ),
    inference(sat_conversion,[],[f31052]) ).

cnf(s6224,plain,
    ( ~ spl0_1374
    | spl0_2695 ),
    inference(sat_conversion,[],[f31070]) ).

cnf(s6231,plain,
    ( ~ spl0_1366
    | spl0_2699 ),
    inference(sat_conversion,[],[f31081]) ).

cnf(s6233,plain,
    ( ~ spl0_2196
    | spl0_2268 ),
    inference(sat_conversion,[],[f31082]) ).

cnf(s6236,plain,
    ( ~ spl0_2198
    | spl0_2269 ),
    inference(sat_conversion,[],[f31088]) ).

cnf(s6239,plain,
    ( ~ spl0_2200
    | spl0_2270 ),
    inference(sat_conversion,[],[f31094]) ).

cnf(s6242,plain,
    ( ~ spl0_2202
    | spl0_2271 ),
    inference(sat_conversion,[],[f31100]) ).

cnf(s6245,plain,
    ( ~ spl0_2204
    | spl0_2272 ),
    inference(sat_conversion,[],[f31106]) ).

cnf(s6248,plain,
    ( ~ spl0_2206
    | spl0_2273 ),
    inference(sat_conversion,[],[f31112]) ).

cnf(s6251,plain,
    ( ~ spl0_2208
    | spl0_2274 ),
    inference(sat_conversion,[],[f31118]) ).

cnf(s6254,plain,
    ( ~ spl0_2210
    | spl0_2275 ),
    inference(sat_conversion,[],[f31124]) ).

cnf(s6257,plain,
    ( ~ spl0_2212
    | spl0_2276 ),
    inference(sat_conversion,[],[f31130]) ).

cnf(s6260,plain,
    ( ~ spl0_2214
    | spl0_2277 ),
    inference(sat_conversion,[],[f31136]) ).

cnf(s6263,plain,
    ( ~ spl0_2216
    | spl0_2278 ),
    inference(sat_conversion,[],[f31142]) ).

cnf(s6266,plain,
    ( ~ spl0_2218
    | spl0_2279 ),
    inference(sat_conversion,[],[f31148]) ).

cnf(s6269,plain,
    ( ~ spl0_2220
    | spl0_2280 ),
    inference(sat_conversion,[],[f31154]) ).

cnf(s6272,plain,
    ( ~ spl0_2222
    | spl0_2281 ),
    inference(sat_conversion,[],[f31160]) ).

cnf(s6275,plain,
    ( ~ spl0_2224
    | spl0_2282 ),
    inference(sat_conversion,[],[f31166]) ).

cnf(s6278,plain,
    ( ~ spl0_2226
    | spl0_2283 ),
    inference(sat_conversion,[],[f31172]) ).

cnf(s6281,plain,
    ( ~ spl0_2228
    | spl0_2284 ),
    inference(sat_conversion,[],[f31178]) ).

cnf(s6318,plain,
    ( ~ spl0_2162
    | spl0_2286 ),
    inference(sat_conversion,[],[f31238]) ).

cnf(s6320,plain,
    ( ~ spl0_2164
    | spl0_2287 ),
    inference(sat_conversion,[],[f31239]) ).

cnf(s6323,plain,
    ( ~ spl0_2166
    | spl0_2288 ),
    inference(sat_conversion,[],[f31245]) ).

cnf(s6326,plain,
    ( ~ spl0_2168
    | spl0_2289 ),
    inference(sat_conversion,[],[f31251]) ).

cnf(s6329,plain,
    ( ~ spl0_2170
    | spl0_2290 ),
    inference(sat_conversion,[],[f31257]) ).

cnf(s6332,plain,
    ( ~ spl0_2172
    | spl0_2291 ),
    inference(sat_conversion,[],[f31263]) ).

cnf(s6335,plain,
    ( ~ spl0_2174
    | spl0_2292 ),
    inference(sat_conversion,[],[f31269]) ).

cnf(s6338,plain,
    ( ~ spl0_2176
    | spl0_2293 ),
    inference(sat_conversion,[],[f31275]) ).

cnf(s6341,plain,
    ( ~ spl0_2178
    | spl0_2294 ),
    inference(sat_conversion,[],[f31281]) ).

cnf(s6344,plain,
    ( ~ spl0_2180
    | spl0_2295 ),
    inference(sat_conversion,[],[f31287]) ).

cnf(s6347,plain,
    ( ~ spl0_2182
    | spl0_2296 ),
    inference(sat_conversion,[],[f31293]) ).

cnf(s6350,plain,
    ( ~ spl0_2184
    | spl0_2297 ),
    inference(sat_conversion,[],[f31299]) ).

cnf(s6353,plain,
    ( ~ spl0_2186
    | spl0_2298 ),
    inference(sat_conversion,[],[f31305]) ).

cnf(s6356,plain,
    ( ~ spl0_2188
    | spl0_2299 ),
    inference(sat_conversion,[],[f31311]) ).

cnf(s6359,plain,
    ( ~ spl0_2190
    | spl0_2300 ),
    inference(sat_conversion,[],[f31317]) ).

cnf(s6362,plain,
    ( ~ spl0_2192
    | spl0_2301 ),
    inference(sat_conversion,[],[f31323]) ).

cnf(s6412,plain,
    ( ~ spl0_2132
    | spl0_2303 ),
    inference(sat_conversion,[],[f31379]) ).

cnf(s6414,plain,
    ( ~ spl0_2134
    | spl0_2304 ),
    inference(sat_conversion,[],[f31380]) ).

cnf(s6417,plain,
    ( ~ spl0_2136
    | spl0_2305 ),
    inference(sat_conversion,[],[f31386]) ).

cnf(s6420,plain,
    ( ~ spl0_2138
    | spl0_2306 ),
    inference(sat_conversion,[],[f31392]) ).

cnf(s6423,plain,
    ( ~ spl0_2140
    | spl0_2307 ),
    inference(sat_conversion,[],[f31398]) ).

cnf(s6426,plain,
    ( ~ spl0_2142
    | spl0_2308 ),
    inference(sat_conversion,[],[f31404]) ).

cnf(s6429,plain,
    ( ~ spl0_2144
    | spl0_2309 ),
    inference(sat_conversion,[],[f31410]) ).

cnf(s6432,plain,
    ( ~ spl0_2146
    | spl0_2310 ),
    inference(sat_conversion,[],[f31416]) ).

cnf(s6435,plain,
    ( ~ spl0_2148
    | spl0_2311 ),
    inference(sat_conversion,[],[f31422]) ).

cnf(s6438,plain,
    ( ~ spl0_2150
    | spl0_2312 ),
    inference(sat_conversion,[],[f31428]) ).

cnf(s6441,plain,
    ( ~ spl0_2152
    | spl0_2313 ),
    inference(sat_conversion,[],[f31434]) ).

cnf(s6444,plain,
    ( ~ spl0_2154
    | spl0_2314 ),
    inference(sat_conversion,[],[f31440]) ).

cnf(s6447,plain,
    ( ~ spl0_2156
    | spl0_2315 ),
    inference(sat_conversion,[],[f31446]) ).

cnf(s6488,plain,
    ( ~ spl0_2102
    | spl0_2318 ),
    inference(sat_conversion,[],[f31496]) ).

cnf(s6490,plain,
    ( ~ spl0_2104
    | spl0_2319 ),
    inference(sat_conversion,[],[f31497]) ).

cnf(s6493,plain,
    ( ~ spl0_2106
    | spl0_2320 ),
    inference(sat_conversion,[],[f31503]) ).

cnf(s6496,plain,
    ( ~ spl0_2108
    | spl0_2321 ),
    inference(sat_conversion,[],[f31509]) ).

cnf(s6499,plain,
    ( ~ spl0_2110
    | spl0_2322 ),
    inference(sat_conversion,[],[f31515]) ).

cnf(s6502,plain,
    ( ~ spl0_2112
    | spl0_2323 ),
    inference(sat_conversion,[],[f31521]) ).

cnf(s6505,plain,
    ( ~ spl0_2114
    | spl0_2324 ),
    inference(sat_conversion,[],[f31527]) ).

cnf(s6508,plain,
    ( ~ spl0_2116
    | spl0_2325 ),
    inference(sat_conversion,[],[f31533]) ).

cnf(s6511,plain,
    ( ~ spl0_2118
    | spl0_2326 ),
    inference(sat_conversion,[],[f31539]) ).

cnf(s6514,plain,
    ( ~ spl0_2120
    | spl0_2327 ),
    inference(sat_conversion,[],[f31545]) ).

cnf(s6517,plain,
    ( ~ spl0_2122
    | spl0_2328 ),
    inference(sat_conversion,[],[f31551]) ).

cnf(s6520,plain,
    ( ~ spl0_2124
    | spl0_2329 ),
    inference(sat_conversion,[],[f31557]) ).

cnf(s6523,plain,
    ( ~ spl0_2126
    | spl0_2330 ),
    inference(sat_conversion,[],[f31563]) ).

cnf(s6564,plain,
    ( ~ spl0_2070
    | spl0_2333 ),
    inference(sat_conversion,[],[f31614]) ).

cnf(s6566,plain,
    ( ~ spl0_2072
    | spl0_2334 ),
    inference(sat_conversion,[],[f31615]) ).

cnf(s6569,plain,
    ( ~ spl0_2074
    | spl0_2335 ),
    inference(sat_conversion,[],[f31621]) ).

cnf(s6572,plain,
    ( ~ spl0_2076
    | spl0_2336 ),
    inference(sat_conversion,[],[f31627]) ).

cnf(s6575,plain,
    ( ~ spl0_2078
    | spl0_2337 ),
    inference(sat_conversion,[],[f31633]) ).

cnf(s6578,plain,
    ( ~ spl0_2080
    | spl0_2338 ),
    inference(sat_conversion,[],[f31639]) ).

cnf(s6581,plain,
    ( ~ spl0_2082
    | spl0_2339 ),
    inference(sat_conversion,[],[f31645]) ).

cnf(s6584,plain,
    ( ~ spl0_2084
    | spl0_2340 ),
    inference(sat_conversion,[],[f31651]) ).

cnf(s6587,plain,
    ( ~ spl0_2086
    | spl0_2341 ),
    inference(sat_conversion,[],[f31657]) ).

cnf(s6590,plain,
    ( ~ spl0_2088
    | spl0_2342 ),
    inference(sat_conversion,[],[f31663]) ).

cnf(s6593,plain,
    ( ~ spl0_2090
    | spl0_2343 ),
    inference(sat_conversion,[],[f31669]) ).

cnf(s6596,plain,
    ( ~ spl0_2092
    | spl0_2344 ),
    inference(sat_conversion,[],[f31675]) ).

cnf(s6599,plain,
    ( ~ spl0_2094
    | spl0_2345 ),
    inference(sat_conversion,[],[f31681]) ).

cnf(s6602,plain,
    ( ~ spl0_2096
    | spl0_2346 ),
    inference(sat_conversion,[],[f31687]) ).

cnf(s6646,plain,
    ( ~ spl0_2054
    | spl0_2349 ),
    inference(sat_conversion,[],[f31732]) ).

cnf(s6648,plain,
    ( ~ spl0_2056
    | spl0_2350 ),
    inference(sat_conversion,[],[f31733]) ).

cnf(s6651,plain,
    ( ~ spl0_2058
    | spl0_2351 ),
    inference(sat_conversion,[],[f31739]) ).

cnf(s6654,plain,
    ( ~ spl0_2060
    | spl0_2352 ),
    inference(sat_conversion,[],[f31745]) ).

cnf(s6657,plain,
    ( ~ spl0_2062
    | spl0_2353 ),
    inference(sat_conversion,[],[f31751]) ).

cnf(s6660,plain,
    ( ~ spl0_2064
    | spl0_2354 ),
    inference(sat_conversion,[],[f31757]) ).

cnf(s6680,plain,
    ( ~ spl0_2046
    | spl0_2357 ),
    inference(sat_conversion,[],[f31782]) ).

cnf(s6682,plain,
    ( ~ spl0_2048
    | spl0_2358 ),
    inference(sat_conversion,[],[f31783]) ).

cnf(s6701,plain,
    ( ~ spl0_2006
    | spl0_2368 ),
    inference(sat_conversion,[],[f31816]) ).

cnf(s6703,plain,
    ( ~ spl0_2008
    | spl0_2369 ),
    inference(sat_conversion,[],[f31817]) ).

cnf(s6706,plain,
    ( ~ spl0_2010
    | spl0_2370 ),
    inference(sat_conversion,[],[f31823]) ).

cnf(s6709,plain,
    ( ~ spl0_2012
    | spl0_2371 ),
    inference(sat_conversion,[],[f31829]) ).

cnf(s6712,plain,
    ( ~ spl0_2014
    | spl0_2372 ),
    inference(sat_conversion,[],[f31835]) ).

cnf(s6715,plain,
    ( ~ spl0_2016
    | spl0_2373 ),
    inference(sat_conversion,[],[f31841]) ).

cnf(s6718,plain,
    ( ~ spl0_2018
    | spl0_2374 ),
    inference(sat_conversion,[],[f31847]) ).

cnf(s6721,plain,
    ( ~ spl0_2020
    | spl0_2375 ),
    inference(sat_conversion,[],[f31853]) ).

cnf(s6724,plain,
    ( ~ spl0_2022
    | spl0_2376 ),
    inference(sat_conversion,[],[f31859]) ).

cnf(s6727,plain,
    ( ~ spl0_2024
    | spl0_2377 ),
    inference(sat_conversion,[],[f31865]) ).

cnf(s6730,plain,
    ( ~ spl0_2026
    | spl0_2378 ),
    inference(sat_conversion,[],[f31871]) ).

cnf(s6776,plain,
    ( ~ spl0_1994
    | spl0_2381 ),
    inference(sat_conversion,[],[f31908]) ).

cnf(s6778,plain,
    ( ~ spl0_1996
    | spl0_2382 ),
    inference(sat_conversion,[],[f31909]) ).

cnf(s6781,plain,
    ( ~ spl0_1998
    | spl0_2383 ),
    inference(sat_conversion,[],[f31915]) ).

cnf(s6784,plain,
    ( ~ spl0_2000
    | spl0_2384 ),
    inference(sat_conversion,[],[f31921]) ).

cnf(s6802,plain,
    ( ~ spl0_1986
    | spl0_2387 ),
    inference(sat_conversion,[],[f31942]) ).

cnf(s6804,plain,
    ( ~ spl0_1988
    | spl0_2388 ),
    inference(sat_conversion,[],[f31943]) ).

cnf(s6814,plain,
    ( ~ spl0_1970
    | spl0_2391 ),
    inference(sat_conversion,[],[f31964]) ).

cnf(s6816,plain,
    ( ~ spl0_1972
    | spl0_2392 ),
    inference(sat_conversion,[],[f31965]) ).

cnf(s6819,plain,
    ( ~ spl0_1974
    | spl0_2393 ),
    inference(sat_conversion,[],[f31971]) ).

cnf(s6822,plain,
    ( ~ spl0_1976
    | spl0_2394 ),
    inference(sat_conversion,[],[f31977]) ).

cnf(s6825,plain,
    ( ~ spl0_1978
    | spl0_2395 ),
    inference(sat_conversion,[],[f31983]) ).

cnf(s6828,plain,
    ( ~ spl0_1980
    | spl0_2396 ),
    inference(sat_conversion,[],[f31989]) ).

cnf(s6854,plain,
    ( ~ spl0_1952
    | spl0_2401 ),
    inference(sat_conversion,[],[f32019]) ).

cnf(s6856,plain,
    ( ~ spl0_1954
    | spl0_2402 ),
    inference(sat_conversion,[],[f32020]) ).

cnf(s6859,plain,
    ( ~ spl0_1956
    | spl0_2403 ),
    inference(sat_conversion,[],[f32026]) ).

cnf(s6862,plain,
    ( ~ spl0_1958
    | spl0_2404 ),
    inference(sat_conversion,[],[f32032]) ).

cnf(s6865,plain,
    ( ~ spl0_1960
    | spl0_2405 ),
    inference(sat_conversion,[],[f32038]) ).

cnf(s6887,plain,
    ( ~ spl0_1938
    | spl0_2408 ),
    inference(sat_conversion,[],[f32064]) ).

cnf(s6889,plain,
    ( ~ spl0_1940
    | spl0_2409 ),
    inference(sat_conversion,[],[f32065]) ).

cnf(s6892,plain,
    ( ~ spl0_1942
    | spl0_2410 ),
    inference(sat_conversion,[],[f32071]) ).

cnf(s6895,plain,
    ( ~ spl0_1944
    | spl0_2411 ),
    inference(sat_conversion,[],[f32077]) ).

cnf(s6898,plain,
    ( ~ spl0_1946
    | spl0_2412 ),
    inference(sat_conversion,[],[f32083]) ).

cnf(s6920,plain,
    ( ~ spl0_1928
    | spl0_2415 ),
    inference(sat_conversion,[],[f32107]) ).

cnf(s6922,plain,
    ( ~ spl0_1930
    | spl0_2416 ),
    inference(sat_conversion,[],[f32108]) ).

cnf(s6925,plain,
    ( ~ spl0_1932
    | spl0_2417 ),
    inference(sat_conversion,[],[f32114]) ).

cnf(s6939,plain,
    ( ~ spl0_1906
    | spl0_2420 ),
    inference(sat_conversion,[],[f32140]) ).

cnf(s6941,plain,
    ( ~ spl0_1908
    | spl0_2421 ),
    inference(sat_conversion,[],[f32141]) ).

cnf(s6944,plain,
    ( ~ spl0_1910
    | spl0_2422 ),
    inference(sat_conversion,[],[f32147]) ).

cnf(s6947,plain,
    ( ~ spl0_1912
    | spl0_2423 ),
    inference(sat_conversion,[],[f32153]) ).

cnf(s6950,plain,
    ( ~ spl0_1914
    | spl0_2424 ),
    inference(sat_conversion,[],[f32159]) ).

cnf(s6953,plain,
    ( ~ spl0_1916
    | spl0_2425 ),
    inference(sat_conversion,[],[f32165]) ).

cnf(s6956,plain,
    ( ~ spl0_1918
    | spl0_2426 ),
    inference(sat_conversion,[],[f32171]) ).

cnf(s6959,plain,
    ( ~ spl0_1920
    | spl0_2427 ),
    inference(sat_conversion,[],[f32177]) ).

cnf(s6962,plain,
    ( ~ spl0_1922
    | spl0_2428 ),
    inference(sat_conversion,[],[f32183]) ).

cnf(s7000,plain,
    ( ~ spl0_1880
    | spl0_2431 ),
    inference(sat_conversion,[],[f32223]) ).

cnf(s7002,plain,
    ( ~ spl0_1882
    | spl0_2432 ),
    inference(sat_conversion,[],[f32224]) ).

cnf(s7005,plain,
    ( ~ spl0_1884
    | spl0_2433 ),
    inference(sat_conversion,[],[f32230]) ).

cnf(s7008,plain,
    ( ~ spl0_1886
    | spl0_2434 ),
    inference(sat_conversion,[],[f32236]) ).

cnf(s7011,plain,
    ( ~ spl0_1888
    | spl0_2435 ),
    inference(sat_conversion,[],[f32242]) ).

cnf(s7014,plain,
    ( ~ spl0_1890
    | spl0_2436 ),
    inference(sat_conversion,[],[f32248]) ).

cnf(s7017,plain,
    ( ~ spl0_1892
    | spl0_2437 ),
    inference(sat_conversion,[],[f32254]) ).

cnf(s7020,plain,
    ( ~ spl0_1894
    | spl0_2438 ),
    inference(sat_conversion,[],[f32260]) ).

cnf(s7023,plain,
    ( ~ spl0_1896
    | spl0_2439 ),
    inference(sat_conversion,[],[f32266]) ).

cnf(s7026,plain,
    ( ~ spl0_1898
    | spl0_2440 ),
    inference(sat_conversion,[],[f32272]) ).

cnf(s7029,plain,
    ( ~ spl0_1900
    | spl0_2441 ),
    inference(sat_conversion,[],[f32278]) ).

cnf(s7077,plain,
    ( ~ spl0_1862
    | spl0_2447 ),
    inference(sat_conversion,[],[f32318]) ).

cnf(s7079,plain,
    ( ~ spl0_1864
    | spl0_2448 ),
    inference(sat_conversion,[],[f32319]) ).

cnf(s7082,plain,
    ( ~ spl0_1866
    | spl0_2449 ),
    inference(sat_conversion,[],[f32325]) ).

cnf(s7085,plain,
    ( ~ spl0_1868
    | spl0_2450 ),
    inference(sat_conversion,[],[f32331]) ).

cnf(s7107,plain,
    ( ~ spl0_1850
    | spl0_2453 ),
    inference(sat_conversion,[],[f32354]) ).

cnf(s7109,plain,
    ( ~ spl0_1852
    | spl0_2454 ),
    inference(sat_conversion,[],[f32355]) ).

cnf(s7112,plain,
    ( ~ spl0_1854
    | spl0_2455 ),
    inference(sat_conversion,[],[f32361]) ).

cnf(s7115,plain,
    ( ~ spl0_1856
    | spl0_2456 ),
    inference(sat_conversion,[],[f32367]) ).

cnf(s7137,plain,
    ( ~ spl0_1838
    | spl0_2459 ),
    inference(sat_conversion,[],[f32390]) ).

cnf(s7139,plain,
    ( ~ spl0_1840
    | spl0_2460 ),
    inference(sat_conversion,[],[f32391]) ).

cnf(s7142,plain,
    ( ~ spl0_1842
    | spl0_2461 ),
    inference(sat_conversion,[],[f32397]) ).

cnf(s7145,plain,
    ( ~ spl0_1844
    | spl0_2462 ),
    inference(sat_conversion,[],[f32403]) ).

cnf(s7148,plain,
    ( ~ spl0_1846
    | spl0_2463 ),
    inference(sat_conversion,[],[f32409]) ).

cnf(s7175,plain,
    ( ~ spl0_1828
    | spl0_2465 ),
    inference(sat_conversion,[],[f32433]) ).

cnf(s7177,plain,
    ( ~ spl0_1830
    | spl0_2466 ),
    inference(sat_conversion,[],[f32434]) ).

cnf(s7180,plain,
    ( ~ spl0_1832
    | spl0_2467 ),
    inference(sat_conversion,[],[f32440]) ).

cnf(s7183,plain,
    ( ~ spl0_1834
    | spl0_2468 ),
    inference(sat_conversion,[],[f32446]) ).

cnf(s7205,plain,
    ( ~ spl0_1818
    | spl0_2470 ),
    inference(sat_conversion,[],[f32468]) ).

cnf(s7207,plain,
    ( ~ spl0_1820
    | spl0_2471 ),
    inference(sat_conversion,[],[f32469]) ).

cnf(s7210,plain,
    ( ~ spl0_1822
    | spl0_2472 ),
    inference(sat_conversion,[],[f32475]) ).

cnf(s7213,plain,
    ( ~ spl0_1824
    | spl0_2473 ),
    inference(sat_conversion,[],[f32481]) ).

cnf(s7235,plain,
    ( ~ spl0_1804
    | spl0_2475 ),
    inference(sat_conversion,[],[f32505]) ).

cnf(s7237,plain,
    ( ~ spl0_1806
    | spl0_2476 ),
    inference(sat_conversion,[],[f32506]) ).

cnf(s7240,plain,
    ( ~ spl0_1808
    | spl0_2477 ),
    inference(sat_conversion,[],[f32512]) ).

cnf(s7243,plain,
    ( ~ spl0_1810
    | spl0_2478 ),
    inference(sat_conversion,[],[f32518]) ).

cnf(s7246,plain,
    ( ~ spl0_1812
    | spl0_2479 ),
    inference(sat_conversion,[],[f32524]) ).

cnf(s7249,plain,
    ( ~ spl0_1814
    | spl0_2480 ),
    inference(sat_conversion,[],[f32530]) ).

cnf(s7283,plain,
    ( ~ spl0_1798
    | spl0_2483 ),
    inference(sat_conversion,[],[f32554]) ).

cnf(s7290,plain,
    ( ~ spl0_1776
    | spl0_2485 ),
    inference(sat_conversion,[],[f32571]) ).

cnf(s7292,plain,
    ( ~ spl0_1778
    | spl0_2486 ),
    inference(sat_conversion,[],[f32572]) ).

cnf(s7295,plain,
    ( ~ spl0_1780
    | spl0_2487 ),
    inference(sat_conversion,[],[f32578]) ).

cnf(s7298,plain,
    ( ~ spl0_1782
    | spl0_2488 ),
    inference(sat_conversion,[],[f32584]) ).

cnf(s7301,plain,
    ( ~ spl0_1788
    | spl0_2491 ),
    inference(sat_conversion,[],[f32590]) ).

cnf(s7304,plain,
    ( ~ spl0_1790
    | spl0_2492 ),
    inference(sat_conversion,[],[f32596]) ).

cnf(s7307,plain,
    ( ~ spl0_1792
    | spl0_2493 ),
    inference(sat_conversion,[],[f32602]) ).

cnf(s7310,plain,
    ( ~ spl0_1794
    | spl0_2494 ),
    inference(sat_conversion,[],[f32608]) ).

cnf(s7365,plain,
    ( ~ spl0_1756
    | spl0_2496 ),
    inference(sat_conversion,[],[f32645]) ).

cnf(s7367,plain,
    ( ~ spl0_1760
    | spl0_2498 ),
    inference(sat_conversion,[],[f32646]) ).

cnf(s7370,plain,
    ( ~ spl0_1762
    | spl0_2499 ),
    inference(sat_conversion,[],[f32652]) ).

cnf(s7373,plain,
    ( ~ spl0_1772
    | spl0_2502 ),
    inference(sat_conversion,[],[f32658]) ).

cnf(s7407,plain,
    ( ~ spl0_1746
    | spl0_2506 ),
    inference(sat_conversion,[],[f32685]) ).

cnf(s7409,plain,
    ( ~ spl0_1748
    | spl0_2507 ),
    inference(sat_conversion,[],[f32686]) ).

cnf(s7412,plain,
    ( ~ spl0_1750
    | spl0_2508 ),
    inference(sat_conversion,[],[f32692]) ).

cnf(s7415,plain,
    ( ~ spl0_1752
    | spl0_2509 ),
    inference(sat_conversion,[],[f32698]) ).

cnf(s7445,plain,
    ( ~ spl0_1736
    | spl0_2511 ),
    inference(sat_conversion,[],[f32720]) ).

cnf(s7447,plain,
    ( ~ spl0_1738
    | spl0_2512 ),
    inference(sat_conversion,[],[f32721]) ).

cnf(s7450,plain,
    ( ~ spl0_1740
    | spl0_2513 ),
    inference(sat_conversion,[],[f32727]) ).

cnf(s7453,plain,
    ( ~ spl0_1742
    | spl0_2514 ),
    inference(sat_conversion,[],[f32733]) ).

cnf(s7483,plain,
    ( ~ spl0_1732
    | spl0_2521 ),
    inference(sat_conversion,[],[f32752]) ).

cnf(s7503,plain,
    ( ~ spl0_1690
    | spl0_2531 ),
    inference(sat_conversion,[],[f32779]) ).

cnf(s7514,plain,
    ( ~ spl0_1680
    | spl0_2532 ),
    inference(sat_conversion,[],[f32790]) ).

cnf(s7516,plain,
    ( ~ spl0_1702
    | spl0_2523 ),
    inference(sat_conversion,[],[f32791]) ).

cnf(s7519,plain,
    ( ~ spl0_1704
    | spl0_2534 ),
    inference(sat_conversion,[],[f32797]) ).

cnf(s7522,plain,
    ( ~ spl0_1706
    | spl0_2535 ),
    inference(sat_conversion,[],[f32803]) ).

cnf(s7525,plain,
    ( ~ spl0_1714
    | spl0_2538 ),
    inference(sat_conversion,[],[f32809]) ).

cnf(s7528,plain,
    ( ~ spl0_1724
    | spl0_2539 ),
    inference(sat_conversion,[],[f32815]) ).

cnf(s7586,plain,
    ( ~ spl0_1672
    | spl0_2544 ),
    inference(sat_conversion,[],[f32857]) ).

cnf(s7596,plain,
    ( ~ spl0_1640
    | spl0_2556 ),
    inference(sat_conversion,[],[f32879]) ).

cnf(s7603,plain,
    ( ~ spl0_1634
    | spl0_2558 ),
    inference(sat_conversion,[],[f32888]) ).

cnf(s7610,plain,
    ( ~ spl0_1616
    | spl0_2568 ),
    inference(sat_conversion,[],[f32903]) ).

cnf(s7620,plain,
    ( ~ spl0_1594
    | spl0_2577 ),
    inference(sat_conversion,[],[f32920]) ).

cnf(s7622,plain,
    ( ~ spl0_1600
    | spl0_2578 ),
    inference(sat_conversion,[],[f32921]) ).

cnf(s7625,plain,
    ( ~ spl0_1602
    | spl0_2579 ),
    inference(sat_conversion,[],[f32927]) ).

cnf(s7628,plain,
    ( ~ spl0_1606
    | spl0_2569 ),
    inference(sat_conversion,[],[f32933]) ).

cnf(s7631,plain,
    ( ~ spl0_1626
    | spl0_2580 ),
    inference(sat_conversion,[],[f32939]) ).

cnf(s7634,plain,
    ( ~ spl0_1628
    | spl0_2581 ),
    inference(sat_conversion,[],[f32945]) ).

cnf(s7637,plain,
    ( ~ spl0_1632
    | spl0_2582 ),
    inference(sat_conversion,[],[f32951]) ).

cnf(s7640,plain,
    ( ~ spl0_1660
    | spl0_2584 ),
    inference(sat_conversion,[],[f32957]) ).

cnf(s7643,plain,
    ( ~ spl0_1664
    | spl0_2585 ),
    inference(sat_conversion,[],[f32963]) ).

cnf(s7726,plain,
    ( ~ spl0_1582
    | spl0_2589 ),
    inference(sat_conversion,[],[f33023]) ).

cnf(s7735,plain,
    ( ~ spl0_1580
    | spl0_2590 ),
    inference(sat_conversion,[],[f33030]) ).

cnf(s7744,plain,
    ( ~ spl0_1578
    | spl0_2591 ),
    inference(sat_conversion,[],[f33037]) ).

cnf(s7759,plain,
    ( ~ spl0_1566
    | spl0_2596 ),
    inference(sat_conversion,[],[f33049]) ).

cnf(s7776,plain,
    ( ~ spl0_1536
    | spl0_2602 ),
    inference(sat_conversion,[],[f33070]) ).

cnf(s7789,plain,
    ( ~ spl0_1524
    | spl0_2607 ),
    inference(sat_conversion,[],[f33082]) ).

cnf(s7795,plain,
    ( ~ spl0_1516
    | spl0_2610 ),
    inference(sat_conversion,[],[f33092]) ).

cnf(s7805,plain,
    ( ~ spl0_1498
    | spl0_2617 ),
    inference(sat_conversion,[],[f33107]) ).

cnf(s7815,plain,
    ( ~ spl0_1492
    | spl0_2621 ),
    inference(sat_conversion,[],[f33116]) ).

cnf(s7817,plain,
    ( ~ spl0_1504
    | spl0_2623 ),
    inference(sat_conversion,[],[f33117]) ).

cnf(s7820,plain,
    ( ~ spl0_1528
    | spl0_2624 ),
    inference(sat_conversion,[],[f33123]) ).

cnf(s7823,plain,
    ( ~ spl0_1532
    | spl0_2625 ),
    inference(sat_conversion,[],[f33129]) ).

cnf(s7826,plain,
    ( ~ spl0_1546
    | spl0_2626 ),
    inference(sat_conversion,[],[f33135]) ).

cnf(s7897,plain,
    ( ~ spl0_1480
    | spl0_2633 ),
    inference(sat_conversion,[],[f33183]) ).

cnf(s7905,plain,
    ( ~ spl0_1472
    | spl0_2637 ),
    inference(sat_conversion,[],[f33193]) ).

cnf(s7916,plain,
    ( ~ spl0_1450
    | spl0_2644 ),
    inference(sat_conversion,[],[f33210]) ).

cnf(s7918,plain,
    ( ~ spl0_1462
    | spl0_2645 ),
    inference(sat_conversion,[],[f33211]) ).

cnf(s7921,plain,
    ( ~ spl0_1470
    | spl0_2647 ),
    inference(sat_conversion,[],[f33217]) ).

cnf(s7924,plain,
    ( ~ spl0_1568
    | spl0_2651 ),
    inference(sat_conversion,[],[f33223]) ).

cnf(s7927,plain,
    ( ~ spl0_1574
    | spl0_2652 ),
    inference(sat_conversion,[],[f33229]) ).

cnf(s8067,plain,
    ( ~ spl0_1438
    | spl0_2660 ),
    inference(sat_conversion,[],[f33312]) ).

cnf(s8085,plain,
    ( ~ spl0_1410
    | spl0_2673 ),
    inference(sat_conversion,[],[f33332]) ).

cnf(s8087,plain,
    ( ~ spl0_1412
    | spl0_2674 ),
    inference(sat_conversion,[],[f33333]) ).

cnf(s8090,plain,
    ( ~ spl0_1422
    | spl0_2675 ),
    inference(sat_conversion,[],[f33339]) ).

cnf(s8093,plain,
    ( ~ spl0_1424
    | spl0_2676 ),
    inference(sat_conversion,[],[f33345]) ).

cnf(s8096,plain,
    ( ~ spl0_1442
    | spl0_2677 ),
    inference(sat_conversion,[],[f33351]) ).

cnf(s8099,plain,
    ( ~ spl0_1444
    | spl0_2678 ),
    inference(sat_conversion,[],[f33357]) ).

cnf(s8102,plain,
    ( ~ spl0_1446
    | spl0_2679 ),
    inference(sat_conversion,[],[f33363]) ).

cnf(s8173,plain,
    ( ~ spl0_1400
    | spl0_2680 ),
    inference(sat_conversion,[],[f33403]) ).

cnf(s8175,plain,
    ( ~ spl0_1402
    | spl0_2681 ),
    inference(sat_conversion,[],[f33404]) ).

cnf(s8178,plain,
    ( ~ spl0_1404
    | spl0_2682 ),
    inference(sat_conversion,[],[f33410]) ).

cnf(s8211,plain,
    ( ~ spl0_1384
    | spl0_2690 ),
    inference(sat_conversion,[],[f33433]) ).

cnf(s8213,plain,
    ( ~ spl0_1363
    | spl0_2701 ),
    inference(sat_conversion,[],[f33434]) ).

cnf(s8231,plain,
    ( ~ spl0_456
    | ~ spl0_1354
    | ~ spl0_2709 ),
    inference(sat_conversion,[],[f33452]) ).

cnf(s8233,plain,
    ( spl0_441
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f33454]) ).

cnf(s9170,plain,
    ( ~ spl0_1358
    | spl0_2709 ),
    inference(sat_conversion,[],[f33804]) ).

cnf(s9346,plain,
    ( ~ spl0_1541
    | spl0_2600 ),
    inference(sat_conversion,[],[f33809]) ).

cnf(s10188,plain,
    ( spl0_1361
    | ~ spl0_2705 ),
    inference(sat_conversion,[],[f33810]) ).

cnf(s10189,plain,
    ( ~ spl0_1358
    | spl0_2705 ),
    inference(sat_conversion,[],[f33811]) ).

cnf(s10192,plain,
    ( ~ spl0_1775
    | spl0_2495 ),
    inference(sat_conversion,[],[f33818]) ).

cnf(s10490,plain,
    ( ~ spl0_1561
    | spl0_2654 ),
    inference(sat_conversion,[],[f33931]) ).

cnf(s10663,plain,
    ( ~ spl0_1421
    | spl0_2667 ),
    inference(sat_conversion,[],[f34008]) ).

cnf(s10670,plain,
    ( ~ spl0_1619
    | spl0_2563 ),
    inference(sat_conversion,[],[f34009]) ).

cnf(s10853,plain,
    ( ~ spl0_1495
    | spl0_2619 ),
    inference(sat_conversion,[],[f34082]) ).

cnf(s10858,plain,
    ( ~ spl0_1501
    | spl0_2616 ),
    inference(sat_conversion,[],[f34083]) ).

cnf(s10867,plain,
    ( ~ spl0_1969
    | spl0_2398 ),
    inference(sat_conversion,[],[f34094]) ).

cnf(s10923,plain,
    ( ~ spl0_1927
    | spl0_2419 ),
    inference(sat_conversion,[],[f34121]) ).

cnf(s10926,plain,
    ( ~ spl0_2131
    | spl0_2317 ),
    inference(sat_conversion,[],[f34127]) ).

cnf(s11033,plain,
    ( ~ spl0_2041
    | spl0_2362 ),
    inference(sat_conversion,[],[f34178]) ).

cnf(s11035,plain,
    ( ~ spl0_2045
    | spl0_2360 ),
    inference(sat_conversion,[],[f34179]) ).

cnf(s11674,plain,
    ( ~ spl0_1621
    | spl0_2562 ),
    inference(sat_conversion,[],[f34404]) ).

cnf(s11677,plain,
    ( ~ spl0_2161
    | spl0_2302 ),
    inference(sat_conversion,[],[f34410]) ).

cnf(s11680,plain,
    ( ~ spl0_2195
    | spl0_2285 ),
    inference(sat_conversion,[],[f34416]) ).

cnf(s12012,plain,
    ( ~ spl0_1951
    | spl0_2407 ),
    inference(sat_conversion,[],[f34545]) ).

cnf(s12236,plain,
    ( ~ spl0_1817
    | spl0_2474 ),
    inference(sat_conversion,[],[f34618]) ).

cnf(s12506,plain,
    ( ~ spl0_1655
    | spl0_2550 ),
    inference(sat_conversion,[],[f34705]) ).

cnf(s12509,plain,
    ( ~ spl0_1663
    | spl0_2588 ),
    inference(sat_conversion,[],[f34706]) ).

cnf(s12567,plain,
    ( ~ spl0_1623
    | spl0_2561 ),
    inference(sat_conversion,[],[f34738]) ).

cnf(s12569,plain,
    ( ~ spl0_2101
    | spl0_2332 ),
    inference(sat_conversion,[],[f34739]) ).

cnf(s12719,plain,
    ( ~ spl0_1993
    | spl0_2386 ),
    inference(sat_conversion,[],[f34804]) ).

cnf(s13283,plain,
    ( ~ spl0_1659
    | spl0_2548 ),
    inference(sat_conversion,[],[f34977]) ).

cnf(s13286,plain,
    ( ~ spl0_2069
    | spl0_2348 ),
    inference(sat_conversion,[],[f34978]) ).

cnf(s14141,plain,
    ( ~ spl0_1549
    | spl0_2629 ),
    inference(sat_conversion,[],[f35252]) ).

cnf(s14149,plain,
    ( ~ spl0_1937
    | spl0_2414 ),
    inference(sat_conversion,[],[f35253]) ).

cnf(s14649,plain,
    ( ~ spl0_1657
    | spl0_2549 ),
    inference(sat_conversion,[],[f35404]) ).

cnf(s14652,plain,
    ( ~ spl0_1755
    | spl0_2504 ),
    inference(sat_conversion,[],[f35405]) ).

cnf(s14772,plain,
    ( ~ spl0_1693
    | spl0_2528 ),
    inference(sat_conversion,[],[f35447]) ).

cnf(s14775,plain,
    ( ~ spl0_1905
    | spl0_2430 ),
    inference(sat_conversion,[],[f35448]) ).

cnf(s14778,plain,
    ( ~ spl0_1965
    | spl0_2400 ),
    inference(sat_conversion,[],[f35454]) ).

cnf(s15525,plain,
    ( ~ spl0_1571
    | spl0_2594 ),
    inference(sat_conversion,[],[f35665]) ).

cnf(s15527,plain,
    ( ~ spl0_1669
    | spl0_2546 ),
    inference(sat_conversion,[],[f35666]) ).

cnf(s15669,plain,
    ( ~ spl0_1605
    | spl0_2570 ),
    inference(sat_conversion,[],[f35709]) ).

cnf(s15671,plain,
    ( ~ spl0_1875
    | spl0_2445 ),
    inference(sat_conversion,[],[f35710]) ).

cnf(s15749,plain,
    ( ~ spl0_1837
    | spl0_2464 ),
    inference(sat_conversion,[],[f35740]) ).

cnf(s16157,plain,
    ( ~ spl0_1645
    | spl0_2553 ),
    inference(sat_conversion,[],[f35842]) ).

cnf(s16160,plain,
    ( ~ spl0_1683
    | spl0_2541 ),
    inference(sat_conversion,[],[f35843]) ).

cnf(s16163,plain,
    ( ~ spl0_1711
    | spl0_2540 ),
    inference(sat_conversion,[],[f35849]) ).

cnf(s16166,plain,
    ( ~ spl0_1879
    | spl0_2443 ),
    inference(sat_conversion,[],[f35855]) ).

cnf(s16837,plain,
    ( ~ spl0_1577
    | spl0_2592 ),
    inference(sat_conversion,[],[f36021]) ).

cnf(s16839,plain,
    ( ~ spl0_1861
    | spl0_2452 ),
    inference(sat_conversion,[],[f36022]) ).

cnf(s16930,plain,
    ( ~ spl0_1827
    | spl0_2469 ),
    inference(sat_conversion,[],[f36050]) ).

cnf(s17396,plain,
    ( ~ spl0_1625
    | spl0_2560 ),
    inference(sat_conversion,[],[f36157]) ).

cnf(s17398,plain,
    ( ~ spl0_1849
    | spl0_2458 ),
    inference(sat_conversion,[],[f36158]) ).

cnf(s17813,plain,
    ( ~ spl0_1675
    | spl0_2543 ),
    inference(sat_conversion,[],[f36256]) ).

cnf(s17815,plain,
    ( ~ spl0_1797
    | spl0_2484 ),
    inference(sat_conversion,[],[f36257]) ).

cnf(s18227,plain,
    ( ~ spl0_1631
    | spl0_2559 ),
    inference(sat_conversion,[],[f36352]) ).

cnf(s18229,plain,
    ( ~ spl0_1803
    | spl0_2481 ),
    inference(sat_conversion,[],[f36353]) ).

cnf(s18337,plain,
    ( ~ spl0_1765
    | spl0_2503 ),
    inference(sat_conversion,[],[f36383]) ).

cnf(s18421,plain,
    ( ~ spl0_1745
    | spl0_2510 ),
    inference(sat_conversion,[],[f36399]) ).

cnf(s18694,plain,
    ( ~ spl0_1643
    | spl0_2554 ),
    inference(sat_conversion,[],[f36456]) ).

cnf(s18697,plain,
    ( ~ spl0_1647
    | spl0_2586 ),
    inference(sat_conversion,[],[f36457]) ).

cnf(s18700,plain,
    ( ~ spl0_1735
    | spl0_2515 ),
    inference(sat_conversion,[],[f36463]) ).

cnf(s18989,plain,
    ( ~ spl0_1637
    | spl0_2557 ),
    inference(sat_conversion,[],[f36525]) ).

cnf(s18991,plain,
    ( ~ spl0_2005
    | spl0_2380 ),
    inference(sat_conversion,[],[f36526]) ).

cnf(s19032,plain,
    ( ~ spl0_1985
    | spl0_2390 ),
    inference(sat_conversion,[],[f36547]) ).

cnf(s19034,plain,
    ( ~ spl0_2053
    | spl0_2356 ),
    inference(sat_conversion,[],[f36548]) ).

cnf(s19037,plain,
    ( ~ spl0_1539
    | spl0_2601 ),
    inference(sat_conversion,[],[f36554]) ).

cnf(s20378,plain,
    ( ~ spl0_1399
    | spl0_2683 ),
    inference(sat_conversion,[],[f36824]) ).

cnf(s20746,plain,
    ( ~ spl0_1519
    | spl0_2609 ),
    inference(sat_conversion,[],[f36903]) ).

cnf(s20854,plain,
    ( ~ spl0_1491
    | spl0_2628 ),
    inference(sat_conversion,[],[f36909]) ).

cnf(s20965,plain,
    ( ~ spl0_1479
    | spl0_2634 ),
    inference(sat_conversion,[],[f36940]) ).

cnf(s20989,plain,
    ( ~ spl0_1475
    | spl0_2636 ),
    inference(sat_conversion,[],[f36948]) ).

cnf(s21014,plain,
    ( ~ spl0_1465
    | spl0_2638 ),
    inference(sat_conversion,[],[f36959]) ).

cnf(s21043,plain,
    ( ~ spl0_1449
    | spl0_2657 ),
    inference(sat_conversion,[],[f36973]) ).

cnf(s21045,plain,
    ( ~ spl0_1467
    | spl0_2656 ),
    inference(sat_conversion,[],[f36974]) ).

cnf(s21123,plain,
    ( ~ spl0_1433
    | spl0_2663 ),
    inference(sat_conversion,[],[f37003]) ).

cnf(s21126,plain,
    ( ~ spl0_1441
    | spl0_2659 ),
    inference(sat_conversion,[],[f37004]) ).

cnf(s21129,plain,
    ( ~ spl0_1369
    | spl0_2698 ),
    inference(sat_conversion,[],[f37010]) ).

cnf(s21188,plain,
    ( spl0_441
    | ~ spl0_457
    | ~ spl0_2268
    | ~ spl0_2269
    | ~ spl0_2270
    | ~ spl0_2271
    | ~ spl0_2272
    | ~ spl0_2273
    | ~ spl0_2274
    | ~ spl0_2275
    | ~ spl0_2276
    | ~ spl0_2277
    | ~ spl0_2278
    | ~ spl0_2279
    | ~ spl0_2280
    | ~ spl0_2281
    | ~ spl0_2282
    | ~ spl0_2283
    | ~ spl0_2284
    | ~ spl0_2285
    | ~ spl0_2286
    | ~ spl0_2287
    | ~ spl0_2288
    | ~ spl0_2289
    | ~ spl0_2290
    | ~ spl0_2291
    | ~ spl0_2292
    | ~ spl0_2293
    | ~ spl0_2294
    | ~ spl0_2295
    | ~ spl0_2296
    | ~ spl0_2297
    | ~ spl0_2298
    | ~ spl0_2299
    | ~ spl0_2300
    | ~ spl0_2301
    | ~ spl0_2302
    | ~ spl0_2303
    | ~ spl0_2304
    | ~ spl0_2305
    | ~ spl0_2306
    | ~ spl0_2307
    | ~ spl0_2308
    | ~ spl0_2309
    | ~ spl0_2310
    | ~ spl0_2311
    | ~ spl0_2312
    | ~ spl0_2313
    | ~ spl0_2314
    | ~ spl0_2315
    | ~ spl0_2316
    | ~ spl0_2317
    | ~ spl0_2318
    | ~ spl0_2319
    | ~ spl0_2320
    | ~ spl0_2321
    | ~ spl0_2322
    | ~ spl0_2323
    | ~ spl0_2324
    | ~ spl0_2325
    | ~ spl0_2326
    | ~ spl0_2327
    | ~ spl0_2328
    | ~ spl0_2329
    | ~ spl0_2330
    | ~ spl0_2331
    | ~ spl0_2332
    | ~ spl0_2333
    | ~ spl0_2334
    | ~ spl0_2335
    | ~ spl0_2336
    | ~ spl0_2337
    | ~ spl0_2338
    | ~ spl0_2339
    | ~ spl0_2340
    | ~ spl0_2341
    | ~ spl0_2342
    | ~ spl0_2343
    | ~ spl0_2344
    | ~ spl0_2345
    | ~ spl0_2346
    | ~ spl0_2347
    | ~ spl0_2348
    | ~ spl0_2349
    | ~ spl0_2350
    | ~ spl0_2351
    | ~ spl0_2352
    | ~ spl0_2353
    | ~ spl0_2354
    | ~ spl0_2355
    | ~ spl0_2356
    | ~ spl0_2357
    | ~ spl0_2358
    | ~ spl0_2359
    | ~ spl0_2360
    | ~ spl0_2361
    | ~ spl0_2362
    | ~ spl0_2363
    | ~ spl0_2364
    | ~ spl0_2365
    | ~ spl0_2366
    | ~ spl0_2367
    | ~ spl0_2368
    | ~ spl0_2369
    | ~ spl0_2370
    | ~ spl0_2371
    | ~ spl0_2372
    | ~ spl0_2373
    | ~ spl0_2374
    | ~ spl0_2375
    | ~ spl0_2376
    | ~ spl0_2377
    | ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2380
    | ~ spl0_2381
    | ~ spl0_2382
    | ~ spl0_2383
    | ~ spl0_2384
    | ~ spl0_2385
    | ~ spl0_2386
    | ~ spl0_2387
    | ~ spl0_2388
    | ~ spl0_2389
    | ~ spl0_2390
    | ~ spl0_2391
    | ~ spl0_2392
    | ~ spl0_2393
    | ~ spl0_2394
    | ~ spl0_2395
    | ~ spl0_2396
    | ~ spl0_2397
    | ~ spl0_2398
    | ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2401
    | ~ spl0_2402
    | ~ spl0_2403
    | ~ spl0_2404
    | ~ spl0_2405
    | ~ spl0_2406
    | ~ spl0_2407
    | ~ spl0_2408
    | ~ spl0_2409
    | ~ spl0_2410
    | ~ spl0_2411
    | ~ spl0_2412
    | ~ spl0_2413
    | ~ spl0_2414
    | ~ spl0_2415
    | ~ spl0_2416
    | ~ spl0_2417
    | ~ spl0_2418
    | ~ spl0_2419
    | ~ spl0_2420
    | ~ spl0_2421
    | ~ spl0_2422
    | ~ spl0_2423
    | ~ spl0_2424
    | ~ spl0_2425
    | ~ spl0_2426
    | ~ spl0_2427
    | ~ spl0_2428
    | ~ spl0_2429
    | ~ spl0_2430
    | ~ spl0_2431
    | ~ spl0_2432
    | ~ spl0_2433
    | ~ spl0_2434
    | ~ spl0_2435
    | ~ spl0_2436
    | ~ spl0_2437
    | ~ spl0_2438
    | ~ spl0_2439
    | ~ spl0_2440
    | ~ spl0_2441
    | ~ spl0_2442
    | ~ spl0_2443
    | ~ spl0_2444
    | ~ spl0_2445
    | ~ spl0_2446
    | ~ spl0_2447
    | ~ spl0_2448
    | ~ spl0_2449
    | ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2452
    | ~ spl0_2453
    | ~ spl0_2454
    | ~ spl0_2455
    | ~ spl0_2456
    | ~ spl0_2457
    | ~ spl0_2458
    | ~ spl0_2459
    | ~ spl0_2460
    | ~ spl0_2461
    | ~ spl0_2462
    | ~ spl0_2463
    | ~ spl0_2464
    | ~ spl0_2465
    | ~ spl0_2466
    | ~ spl0_2467
    | ~ spl0_2468
    | ~ spl0_2469
    | ~ spl0_2470
    | ~ spl0_2471
    | ~ spl0_2472
    | ~ spl0_2473
    | ~ spl0_2474
    | ~ spl0_2475
    | ~ spl0_2476
    | ~ spl0_2477
    | ~ spl0_2478
    | ~ spl0_2479
    | ~ spl0_2480
    | ~ spl0_2481
    | ~ spl0_2482
    | ~ spl0_2483
    | ~ spl0_2484
    | ~ spl0_2485
    | ~ spl0_2486
    | ~ spl0_2487
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | ~ spl0_2491
    | ~ spl0_2492
    | ~ spl0_2493
    | ~ spl0_2494
    | ~ spl0_2495
    | ~ spl0_2496
    | ~ spl0_2497
    | ~ spl0_2498
    | ~ spl0_2499
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2502
    | ~ spl0_2503
    | ~ spl0_2504
    | ~ spl0_2505
    | ~ spl0_2506
    | ~ spl0_2507
    | ~ spl0_2508
    | ~ spl0_2509
    | ~ spl0_2510
    | ~ spl0_2511
    | ~ spl0_2512
    | ~ spl0_2513
    | ~ spl0_2514
    | ~ spl0_2515
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2518
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2521
    | ~ spl0_2522
    | ~ spl0_2523
    | ~ spl0_2524
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2529
    | ~ spl0_2530
    | ~ spl0_2531
    | ~ spl0_2532
    | ~ spl0_2533
    | ~ spl0_2534
    | ~ spl0_2535
    | ~ spl0_2536
    | ~ spl0_2537
    | ~ spl0_2538
    | ~ spl0_2539
    | ~ spl0_2540
    | ~ spl0_2541
    | ~ spl0_2542
    | ~ spl0_2543
    | ~ spl0_2544
    | ~ spl0_2545
    | ~ spl0_2546
    | ~ spl0_2547
    | ~ spl0_2548
    | ~ spl0_2549
    | ~ spl0_2550
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2553
    | ~ spl0_2554
    | ~ spl0_2555
    | ~ spl0_2556
    | ~ spl0_2557
    | ~ spl0_2558
    | ~ spl0_2559
    | ~ spl0_2560
    | ~ spl0_2561
    | ~ spl0_2562
    | ~ spl0_2563
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2568
    | ~ spl0_2569
    | ~ spl0_2570
    | ~ spl0_2571
    | ~ spl0_2572
    | ~ spl0_2573
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2577
    | ~ spl0_2578
    | ~ spl0_2579
    | ~ spl0_2580
    | ~ spl0_2581
    | ~ spl0_2582
    | ~ spl0_2583
    | ~ spl0_2584
    | ~ spl0_2585
    | ~ spl0_2586
    | ~ spl0_2587
    | ~ spl0_2588
    | ~ spl0_2589
    | ~ spl0_2590
    | ~ spl0_2591
    | ~ spl0_2592
    | ~ spl0_2593
    | ~ spl0_2594
    | ~ spl0_2595
    | ~ spl0_2596
    | ~ spl0_2597
    | ~ spl0_2598
    | ~ spl0_2599
    | ~ spl0_2600
    | ~ spl0_2601
    | ~ spl0_2602
    | ~ spl0_2603
    | ~ spl0_2604
    | ~ spl0_2605
    | ~ spl0_2606
    | ~ spl0_2607
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2610
    | ~ spl0_2611
    | ~ spl0_2612
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2616
    | ~ spl0_2617
    | ~ spl0_2618
    | ~ spl0_2619
    | ~ spl0_2620
    | ~ spl0_2621
    | ~ spl0_2622
    | ~ spl0_2623
    | ~ spl0_2624
    | ~ spl0_2625
    | ~ spl0_2626
    | ~ spl0_2627
    | ~ spl0_2628
    | ~ spl0_2629
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | ~ spl0_2633
    | ~ spl0_2634
    | ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_2637
    | ~ spl0_2638
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2645
    | ~ spl0_2646
    | ~ spl0_2647
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2650
    | ~ spl0_2651
    | ~ spl0_2652
    | ~ spl0_2653
    | ~ spl0_2654
    | ~ spl0_2655
    | ~ spl0_2656
    | ~ spl0_2657
    | ~ spl0_2658
    | ~ spl0_2659
    | ~ spl0_2660
    | ~ spl0_2661
    | ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2664
    | ~ spl0_2665
    | ~ spl0_2666
    | ~ spl0_2667
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | ~ spl0_2671
    | ~ spl0_2672
    | ~ spl0_2673
    | ~ spl0_2674
    | ~ spl0_2675
    | ~ spl0_2676
    | ~ spl0_2677
    | ~ spl0_2678
    | ~ spl0_2679
    | ~ spl0_2680
    | ~ spl0_2681
    | ~ spl0_2682
    | ~ spl0_2683
    | ~ spl0_2684
    | ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2687
    | ~ spl0_2688
    | ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2691
    | ~ spl0_2692
    | ~ spl0_2693
    | ~ spl0_2694
    | ~ spl0_2695
    | ~ spl0_2696
    | ~ spl0_2697
    | ~ spl0_2698
    | spl0_3058 ),
    inference(sat_conversion,[],[f37053]) ).

cnf(s21397,plain,
    ( spl0_266
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f37056]) ).

cnf(s21398,plain,
    ( spl0_266
    | ~ spl0_457
    | ~ spl0_2443
    | spl0_3028 ),
    inference(sat_conversion,[],[f37062]) ).

cnf(s21399,plain,
    ( ~ spl0_2283
    | spl0_2765
    | ~ spl0_2766 ),
    inference(sat_conversion,[],[f37072]) ).

cnf(s21401,plain,
    ( ~ spl0_1363
    | spl0_1365 ),
    inference(sat_conversion,[],[f37474]) ).

cnf(s21403,plain,
    ( ~ spl0_2317
    | ~ spl0_2783
    | spl0_2998 ),
    inference(sat_conversion,[],[f37610]) ).

cnf(s21404,plain,
    ( ~ spl0_2329
    | spl0_2807
    | ~ spl0_2808 ),
    inference(sat_conversion,[],[f37625]) ).

cnf(s21405,plain,
    ( ~ spl0_2328
    | spl0_2806
    | ~ spl0_2807 ),
    inference(sat_conversion,[],[f37631]) ).

cnf(s21406,plain,
    ( ~ spl0_2327
    | spl0_2805
    | ~ spl0_2806 ),
    inference(sat_conversion,[],[f37637]) ).

cnf(s21407,plain,
    ( ~ spl0_2325
    | spl0_2803
    | ~ spl0_2804 ),
    inference(sat_conversion,[],[f37647]) ).

cnf(s21408,plain,
    ( ~ spl0_2324
    | spl0_2802
    | ~ spl0_2803 ),
    inference(sat_conversion,[],[f37653]) ).

cnf(s21409,plain,
    ( ~ spl0_2322
    | spl0_2800
    | ~ spl0_2801 ),
    inference(sat_conversion,[],[f37663]) ).

cnf(s21410,plain,
    ( ~ spl0_2320
    | spl0_2798
    | ~ spl0_2799 ),
    inference(sat_conversion,[],[f37673]) ).

cnf(s21411,plain,
    ( ~ spl0_2319
    | spl0_2797
    | ~ spl0_2798 ),
    inference(sat_conversion,[],[f37679]) ).

cnf(s21412,plain,
    ( ~ spl0_2345
    | spl0_2821
    | ~ spl0_2822 ),
    inference(sat_conversion,[],[f37702]) ).

cnf(s21413,plain,
    ( ~ spl0_2343
    | spl0_2819
    | ~ spl0_2820 ),
    inference(sat_conversion,[],[f37712]) ).

cnf(s21414,plain,
    ( ~ spl0_2342
    | spl0_2818
    | ~ spl0_2819 ),
    inference(sat_conversion,[],[f37718]) ).

cnf(s21415,plain,
    ( ~ spl0_2340
    | spl0_2816
    | ~ spl0_2817 ),
    inference(sat_conversion,[],[f37728]) ).

cnf(s21416,plain,
    ( ~ spl0_2339
    | spl0_2815
    | ~ spl0_2816 ),
    inference(sat_conversion,[],[f37734]) ).

cnf(s21417,plain,
    ( ~ spl0_2334
    | spl0_2810
    | ~ spl0_2811 ),
    inference(sat_conversion,[],[f37756]) ).

cnf(s21418,plain,
    ( ~ spl0_2348
    | ~ spl0_2809
    | spl0_3012 ),
    inference(sat_conversion,[],[f37766]) ).

cnf(s21419,plain,
    ( ~ spl0_2354
    | ~ spl0_2355
    | spl0_2828
    | ~ spl0_3012 ),
    inference(sat_conversion,[],[f37777]) ).

cnf(s21420,plain,
    ( ~ spl0_2353
    | spl0_2827
    | ~ spl0_2828 ),
    inference(sat_conversion,[],[f37783]) ).

cnf(s21421,plain,
    ( ~ spl0_2351
    | spl0_2825
    | ~ spl0_2826 ),
    inference(sat_conversion,[],[f37793]) ).

cnf(s21422,plain,
    ( ~ spl0_2350
    | spl0_2824
    | ~ spl0_2825 ),
    inference(sat_conversion,[],[f37799]) ).

cnf(s21423,plain,
    ( ~ spl0_2349
    | spl0_2823
    | ~ spl0_2824 ),
    inference(sat_conversion,[],[f37805]) ).

cnf(s21424,plain,
    ( ~ spl0_2357
    | spl0_2829
    | ~ spl0_2830 ),
    inference(sat_conversion,[],[f37824]) ).

cnf(s21425,plain,
    ( ~ spl0_2360
    | ~ spl0_2829
    | spl0_3000 ),
    inference(sat_conversion,[],[f37830]) ).

cnf(s21426,plain,
    ( ~ spl0_2364
    | ~ spl0_2717
    | spl0_2718 ),
    inference(sat_conversion,[],[f37849]) ).

cnf(s21427,plain,
    ( ~ spl0_2366
    | ~ spl0_2716
    | spl0_2720 ),
    inference(sat_conversion,[],[f37859]) ).

cnf(s21428,plain,
    ( ~ spl0_2367
    | spl0_2719
    | ~ spl0_2720 ),
    inference(sat_conversion,[],[f37865]) ).

cnf(s21429,plain,
    ( ~ spl0_2378
    | ~ spl0_2379
    | ~ spl0_2719
    | spl0_2841 ),
    inference(sat_conversion,[],[f37876]) ).

cnf(s21430,plain,
    ( ~ spl0_2377
    | spl0_2840
    | ~ spl0_2841 ),
    inference(sat_conversion,[],[f37882]) ).

cnf(s21431,plain,
    ( ~ spl0_2376
    | spl0_2839
    | ~ spl0_2840 ),
    inference(sat_conversion,[],[f37888]) ).

cnf(s21432,plain,
    ( ~ spl0_2375
    | spl0_2838
    | ~ spl0_2839 ),
    inference(sat_conversion,[],[f37894]) ).

cnf(s21433,plain,
    ( ~ spl0_2373
    | spl0_2836
    | ~ spl0_2837 ),
    inference(sat_conversion,[],[f37904]) ).

cnf(s21434,plain,
    ( ~ spl0_2372
    | spl0_2835
    | ~ spl0_2836 ),
    inference(sat_conversion,[],[f37910]) ).

cnf(s21435,plain,
    ( ~ spl0_2371
    | spl0_2834
    | ~ spl0_2835 ),
    inference(sat_conversion,[],[f37916]) ).

cnf(s21436,plain,
    ( ~ spl0_2370
    | spl0_2833
    | ~ spl0_2834 ),
    inference(sat_conversion,[],[f37922]) ).

cnf(s21437,plain,
    ( ~ spl0_2384
    | ~ spl0_2385
    | spl0_2845
    | ~ spl0_3044 ),
    inference(sat_conversion,[],[f37945]) ).

cnf(s21438,plain,
    ( ~ spl0_2382
    | spl0_2843
    | ~ spl0_2844 ),
    inference(sat_conversion,[],[f37955]) ).

cnf(s21439,plain,
    ( ~ spl0_2381
    | spl0_2842
    | ~ spl0_2843 ),
    inference(sat_conversion,[],[f37961]) ).

cnf(s21440,plain,
    ( ~ spl0_2386
    | ~ spl0_2842
    | spl0_3010 ),
    inference(sat_conversion,[],[f37967]) ).

cnf(s21441,plain,
    ( ~ spl0_2390
    | ~ spl0_2846
    | spl0_3045 ),
    inference(sat_conversion,[],[f37986]) ).

cnf(s21442,plain,
    ( ~ spl0_2393
    | spl0_2850
    | ~ spl0_2851 ),
    inference(sat_conversion,[],[f38009]) ).

cnf(s21443,plain,
    ( ~ spl0_2392
    | spl0_2849
    | ~ spl0_2850 ),
    inference(sat_conversion,[],[f38015]) ).

cnf(s21444,plain,
    ( ~ spl0_2391
    | spl0_2848
    | ~ spl0_2849 ),
    inference(sat_conversion,[],[f38021]) ).

cnf(s21445,plain,
    ( ~ spl0_2398
    | ~ spl0_2848
    | spl0_2996 ),
    inference(sat_conversion,[],[f38027]) ).

cnf(s21446,plain,
    ( ~ spl0_2404
    | spl0_2857
    | ~ spl0_2858 ),
    inference(sat_conversion,[],[f38051]) ).

cnf(s21447,plain,
    ( ~ spl0_2402
    | spl0_2855
    | ~ spl0_2856 ),
    inference(sat_conversion,[],[f38061]) ).

cnf(s21448,plain,
    ( ~ spl0_2410
    | spl0_2861
    | ~ spl0_2862 ),
    inference(sat_conversion,[],[f38088]) ).

cnf(s21449,plain,
    ( ~ spl0_2409
    | spl0_2860
    | ~ spl0_2861 ),
    inference(sat_conversion,[],[f38094]) ).

cnf(s21450,plain,
    ( ~ spl0_2417
    | ~ spl0_2418
    | spl0_2866
    | ~ spl0_3014 ),
    inference(sat_conversion,[],[f38113]) ).

cnf(s21451,plain,
    ( ~ spl0_2428
    | ~ spl0_2429
    | spl0_2875
    | ~ spl0_2997 ),
    inference(sat_conversion,[],[f38136]) ).

cnf(s21452,plain,
    ( ~ spl0_2427
    | spl0_2874
    | ~ spl0_2875 ),
    inference(sat_conversion,[],[f38142]) ).

cnf(s21453,plain,
    ( ~ spl0_2425
    | spl0_2872
    | ~ spl0_2873 ),
    inference(sat_conversion,[],[f38152]) ).

cnf(s21454,plain,
    ( ~ spl0_2423
    | spl0_2870
    | ~ spl0_2871 ),
    inference(sat_conversion,[],[f38162]) ).

cnf(s21455,plain,
    ( ~ spl0_2422
    | spl0_2869
    | ~ spl0_2870 ),
    inference(sat_conversion,[],[f38168]) ).

cnf(s21456,plain,
    ( ~ spl0_2421
    | spl0_2868
    | ~ spl0_2869 ),
    inference(sat_conversion,[],[f38174]) ).

cnf(s21457,plain,
    ( ~ spl0_2430
    | ~ spl0_2867
    | spl0_3018 ),
    inference(sat_conversion,[],[f38184]) ).

cnf(s21458,plain,
    ( ~ spl0_2439
    | spl0_2884
    | ~ spl0_2885 ),
    inference(sat_conversion,[],[f38203]) ).

cnf(s21459,plain,
    ( ~ spl0_2438
    | spl0_2883
    | ~ spl0_2884 ),
    inference(sat_conversion,[],[f38209]) ).

cnf(s21460,plain,
    ( ~ spl0_2436
    | spl0_2881
    | ~ spl0_2882 ),
    inference(sat_conversion,[],[f38219]) ).

cnf(s21461,plain,
    ( ~ spl0_2433
    | spl0_2878
    | ~ spl0_2879 ),
    inference(sat_conversion,[],[f38233]) ).

cnf(s21462,plain,
    ( ~ spl0_2431
    | spl0_2876
    | ~ spl0_2877 ),
    inference(sat_conversion,[],[f38243]) ).

cnf(s21463,plain,
    ( ~ spl0_2444
    | ~ spl0_2445
    | spl0_3023
    | ~ spl0_3028 ),
    inference(sat_conversion,[],[f38257]) ).

cnf(s21464,plain,
    ( ~ spl0_2446
    | spl0_2714
    | ~ spl0_3023 ),
    inference(sat_conversion,[],[f38263]) ).

cnf(s21465,plain,
    ( ~ spl0_2448
    | spl0_2888
    | ~ spl0_2889 ),
    inference(sat_conversion,[],[f38282]) ).

cnf(s21466,plain,
    ( ~ spl0_2452
    | ~ spl0_2887
    | spl0_3030 ),
    inference(sat_conversion,[],[f38292]) ).

cnf(s21467,plain,
    ( ~ spl0_2455
    | spl0_2893
    | ~ spl0_2894 ),
    inference(sat_conversion,[],[f38307]) ).

cnf(s21468,plain,
    ( ~ spl0_2453
    | spl0_2891
    | ~ spl0_2892 ),
    inference(sat_conversion,[],[f38317]) ).

cnf(s21469,plain,
    ( ~ spl0_2462
    | spl0_2898
    | ~ spl0_2899 ),
    inference(sat_conversion,[],[f38331]) ).

cnf(s21470,plain,
    ( ~ spl0_2461
    | spl0_2897
    | ~ spl0_2898 ),
    inference(sat_conversion,[],[f38337]) ).

cnf(s21471,plain,
    ( ~ spl0_2460
    | spl0_2896
    | ~ spl0_2897 ),
    inference(sat_conversion,[],[f38343]) ).

cnf(s21472,plain,
    ( ~ spl0_2468
    | spl0_2903
    | ~ spl0_3024 ),
    inference(sat_conversion,[],[f38357]) ).

cnf(s21473,plain,
    ( ~ spl0_2467
    | spl0_2902
    | ~ spl0_2903 ),
    inference(sat_conversion,[],[f38363]) ).

cnf(s21474,plain,
    ( ~ spl0_2469
    | ~ spl0_2900
    | spl0_3031 ),
    inference(sat_conversion,[],[f38377]) ).

cnf(s21475,plain,
    ( ~ spl0_2473
    | spl0_2907
    | ~ spl0_3031 ),
    inference(sat_conversion,[],[f38383]) ).

cnf(s21476,plain,
    ( ~ spl0_2472
    | spl0_2906
    | ~ spl0_2907 ),
    inference(sat_conversion,[],[f38389]) ).

cnf(s21477,plain,
    ( ~ spl0_2470
    | spl0_2904
    | ~ spl0_2905 ),
    inference(sat_conversion,[],[f38399]) ).

cnf(s21478,plain,
    ( ~ spl0_2474
    | ~ spl0_2904
    | spl0_3005 ),
    inference(sat_conversion,[],[f38405]) ).

cnf(s21479,plain,
    ( ~ spl0_2479
    | spl0_2912
    | ~ spl0_2913 ),
    inference(sat_conversion,[],[f38415]) ).

cnf(s21480,plain,
    ( ~ spl0_2477
    | spl0_2910
    | ~ spl0_2911 ),
    inference(sat_conversion,[],[f38425]) ).

cnf(s21481,plain,
    ( ~ spl0_2476
    | spl0_2909
    | ~ spl0_2910 ),
    inference(sat_conversion,[],[f38431]) ).

cnf(s21482,plain,
    ( ~ spl0_2482
    | spl0_2710
    | ~ spl0_3037 ),
    inference(sat_conversion,[],[f38445]) ).

cnf(s21483,plain,
    ( ~ spl0_2483
    | ~ spl0_2710
    | spl0_2914 ),
    inference(sat_conversion,[],[f38451]) ).

cnf(s21484,plain,
    ( ~ spl0_2493
    | spl0_2921
    | ~ spl0_2922 ),
    inference(sat_conversion,[],[f38465]) ).

cnf(s21485,plain,
    ( ~ spl0_2491
    | spl0_2919
    | ~ spl0_2920 ),
    inference(sat_conversion,[],[f38475]) ).

cnf(s21486,plain,
    ( ~ spl0_2486
    | spl0_2916
    | ~ spl0_2917 ),
    inference(sat_conversion,[],[f38499]) ).

cnf(s21487,plain,
    ( ~ spl0_2495
    | ~ spl0_2915
    | spl0_2990 ),
    inference(sat_conversion,[],[f38509]) ).

cnf(s21488,plain,
    ( ~ spl0_2505
    | spl0_2724
    | ~ spl0_2926 ),
    inference(sat_conversion,[],[f38519]) ).

cnf(s21489,plain,
    ( ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2503
    | ~ spl0_2724
    | spl0_3038 ),
    inference(sat_conversion,[],[f38535]) ).

cnf(s21490,plain,
    ( ~ spl0_2499
    | spl0_2925
    | ~ spl0_3038 ),
    inference(sat_conversion,[],[f38541]) ).

cnf(s21491,plain,
    ( ~ spl0_2498
    | spl0_2924
    | ~ spl0_2925 ),
    inference(sat_conversion,[],[f38547]) ).

cnf(s21492,plain,
    ( ~ spl0_2496
    | ~ spl0_2497
    | spl0_2923
    | ~ spl0_2924 ),
    inference(sat_conversion,[],[f38558]) ).

cnf(s21493,plain,
    ( ~ spl0_2504
    | ~ spl0_2923
    | spl0_3016 ),
    inference(sat_conversion,[],[f38564]) ).

cnf(s21494,plain,
    ( ~ spl0_2508
    | spl0_2929
    | ~ spl0_2930 ),
    inference(sat_conversion,[],[f38574]) ).

cnf(s21495,plain,
    ( ~ spl0_2507
    | spl0_2928
    | ~ spl0_2929 ),
    inference(sat_conversion,[],[f38580]) ).

cnf(s21496,plain,
    ( ~ spl0_2506
    | spl0_2927
    | ~ spl0_2928 ),
    inference(sat_conversion,[],[f38586]) ).

cnf(s21497,plain,
    ( ~ spl0_2513
    | spl0_2933
    | ~ spl0_2934 ),
    inference(sat_conversion,[],[f38600]) ).

cnf(s21498,plain,
    ( ~ spl0_2511
    | spl0_2931
    | ~ spl0_2932 ),
    inference(sat_conversion,[],[f38610]) ).

cnf(s21499,plain,
    ( ~ spl0_2515
    | ~ spl0_2931
    | spl0_3042 ),
    inference(sat_conversion,[],[f38616]) ).

cnf(s21500,plain,
    ( ~ spl0_2521
    | spl0_2935
    | ~ spl0_3042 ),
    inference(sat_conversion,[],[f38622]) ).

cnf(s21501,plain,
    ( ~ spl0_2535
    | ~ spl0_2536
    | spl0_2940
    | ~ spl0_3027 ),
    inference(sat_conversion,[],[f38683]) ).

cnf(s21502,plain,
    ( ~ spl0_2534
    | spl0_2939
    | ~ spl0_2940 ),
    inference(sat_conversion,[],[f38689]) ).

cnf(s21503,plain,
    ( ~ spl0_2523
    | spl0_2938
    | ~ spl0_2939 ),
    inference(sat_conversion,[],[f38695]) ).

cnf(s21504,plain,
    ( ~ spl0_2524
    | spl0_2722
    | ~ spl0_2938 ),
    inference(sat_conversion,[],[f38701]) ).

cnf(s21505,plain,
    ( ~ spl0_2533
    | ~ spl0_2541
    | ~ spl0_2725
    | spl0_3026 ),
    inference(sat_conversion,[],[f38744]) ).

cnf(s21506,plain,
    ( ~ spl0_2532
    | spl0_2937
    | ~ spl0_3026 ),
    inference(sat_conversion,[],[f38750]) ).

cnf(s21507,plain,
    ( ~ spl0_2544
    | spl0_2943
    | ~ spl0_3034 ),
    inference(sat_conversion,[],[f38769]) ).

cnf(s21508,plain,
    ( ~ spl0_2588
    | ~ spl0_2955
    | spl0_3007 ),
    inference(sat_conversion,[],[f38792]) ).

cnf(s21509,plain,
    ( ~ spl0_2584
    | spl0_2954
    | ~ spl0_3007 ),
    inference(sat_conversion,[],[f38798]) ).

cnf(s21510,plain,
    ( ~ spl0_2548
    | ~ spl0_2954
    | spl0_3011 ),
    inference(sat_conversion,[],[f38804]) ).

cnf(s21511,plain,
    ( ~ spl0_2549
    | ~ spl0_3011
    | spl0_3015 ),
    inference(sat_conversion,[],[f38810]) ).

cnf(s21512,plain,
    ( ~ spl0_2554
    | ~ spl0_3025
    | spl0_3040 ),
    inference(sat_conversion,[],[f38843]) ).

cnf(s21513,plain,
    ( ~ spl0_2558
    | spl0_2945
    | ~ spl0_3043 ),
    inference(sat_conversion,[],[f38862]) ).

cnf(s21514,plain,
    ( ~ spl0_2582
    | ~ spl0_2945
    | spl0_2953 ),
    inference(sat_conversion,[],[f38868]) ).

cnf(s21515,plain,
    ( ~ spl0_2559
    | ~ spl0_2953
    | spl0_3036 ),
    inference(sat_conversion,[],[f38874]) ).

cnf(s21516,plain,
    ( ~ spl0_2581
    | spl0_2952
    | ~ spl0_3036 ),
    inference(sat_conversion,[],[f38880]) ).

cnf(s21517,plain,
    ( ~ spl0_2580
    | spl0_2951
    | ~ spl0_2952 ),
    inference(sat_conversion,[],[f38886]) ).

cnf(s21518,plain,
    ( ~ spl0_2561
    | spl0_3008
    | ~ spl0_3032 ),
    inference(sat_conversion,[],[f38896]) ).

cnf(s21519,plain,
    ( ~ spl0_2568
    | spl0_2946
    | ~ spl0_2993 ),
    inference(sat_conversion,[],[f38910]) ).

cnf(s21520,plain,
    ( ~ spl0_2570
    | ~ spl0_2950
    | spl0_3022 ),
    inference(sat_conversion,[],[f38940]) ).

cnf(s21521,plain,
    ( ~ spl0_2579
    | spl0_2949
    | ~ spl0_3022 ),
    inference(sat_conversion,[],[f38946]) ).

cnf(s21522,plain,
    ( ~ spl0_2651
    | spl0_2974
    | ~ spl0_3020 ),
    inference(sat_conversion,[],[f39020]) ).

cnf(s21523,plain,
    ( ~ spl0_2596
    | spl0_2959
    | ~ spl0_2974 ),
    inference(sat_conversion,[],[f39026]) ).

cnf(s21524,plain,
    ( ~ spl0_2626
    | spl0_2968
    | ~ spl0_3013 ),
    inference(sat_conversion,[],[f39074]) ).

cnf(s21525,plain,
    ( ~ spl0_2604
    | spl0_2728
    | ~ spl0_2967 ),
    inference(sat_conversion,[],[f39110]) ).

cnf(s21526,plain,
    ( ~ spl0_2610
    | spl0_2962
    | ~ spl0_3049 ),
    inference(sat_conversion,[],[f39142]) ).

cnf(s21527,plain,
    ( ~ spl0_2611
    | ~ spl0_2612
    | spl0_2736
    | ~ spl0_2962 ),
    inference(sat_conversion,[],[f39153]) ).

cnf(s21528,plain,
    ( ~ spl0_2616
    | ~ spl0_2622
    | ~ spl0_2965
    | spl0_2995 ),
    inference(sat_conversion,[],[f39183]) ).

cnf(s21529,plain,
    ( ~ spl0_2618
    | spl0_2712
    | ~ spl0_2963 ),
    inference(sat_conversion,[],[f39193]) ).

cnf(s21530,plain,
    ( ~ spl0_2619
    | ~ spl0_2712
    | spl0_2994 ),
    inference(sat_conversion,[],[f39199]) ).

cnf(s21531,plain,
    ( ~ spl0_2621
    | spl0_2964
    | ~ spl0_2994 ),
    inference(sat_conversion,[],[f39205]) ).

cnf(s21532,plain,
    ( ~ spl0_2633
    | ~ spl0_2739
    | spl0_2969 ),
    inference(sat_conversion,[],[f39234]) ).

cnf(s21533,plain,
    ( ~ spl0_2635
    | ~ spl0_2636
    | ~ spl0_3051
    | spl0_3052 ),
    inference(sat_conversion,[],[f39249]) ).

cnf(s21534,plain,
    ( ~ spl0_2637
    | spl0_2970
    | ~ spl0_3052 ),
    inference(sat_conversion,[],[f39255]) ).

cnf(s21535,plain,
    ( ~ spl0_2659
    | ~ spl0_2981
    | spl0_3057 ),
    inference(sat_conversion,[],[f39326]) ).

cnf(s21536,plain,
    ( ~ spl0_2660
    | spl0_2976
    | ~ spl0_3057 ),
    inference(sat_conversion,[],[f39332]) ).

cnf(s21537,plain,
    ( ~ spl0_2675
    | spl0_2979
    | ~ spl0_2980 ),
    inference(sat_conversion,[],[f39369]) ).

cnf(s21538,plain,
    ( ~ spl0_2667
    | ~ spl0_2979
    | spl0_2992 ),
    inference(sat_conversion,[],[f39375]) ).

cnf(s21539,plain,
    ( ~ spl0_2672
    | ~ spl0_2738
    | spl0_2742 ),
    inference(sat_conversion,[],[f39407]) ).

cnf(s21540,plain,
    ( ~ spl0_2682
    | ~ spl0_2742
    | spl0_2986 ),
    inference(sat_conversion,[],[f39413]) ).

cnf(s21541,plain,
    ( ~ spl0_2681
    | spl0_2985
    | ~ spl0_2986 ),
    inference(sat_conversion,[],[f39419]) ).

cnf(s21542,plain,
    ( ~ spl0_2680
    | spl0_2984
    | ~ spl0_2985 ),
    inference(sat_conversion,[],[f39425]) ).

cnf(s21543,plain,
    ( ~ spl0_2683
    | ~ spl0_2984
    | spl0_3048 ),
    inference(sat_conversion,[],[f39431]) ).

cnf(s21544,plain,
    ( ~ spl0_2684
    | spl0_2737
    | ~ spl0_3048 ),
    inference(sat_conversion,[],[f39437]) ).

cnf(s21545,plain,
    ( ~ spl0_2685
    | ~ spl0_2686
    | ~ spl0_2737
    | spl0_2744 ),
    inference(sat_conversion,[],[f39448]) ).

cnf(s21546,plain,
    ( ~ spl0_2687
    | spl0_2735
    | ~ spl0_2744 ),
    inference(sat_conversion,[],[f39454]) ).

cnf(s21547,plain,
    ( ~ spl0_2688
    | ~ spl0_2735
    | spl0_2747 ),
    inference(sat_conversion,[],[f39460]) ).

cnf(s21548,plain,
    ( ~ spl0_2689
    | ~ spl0_2690
    | ~ spl0_2747
    | spl0_2987 ),
    inference(sat_conversion,[],[f39471]) ).

cnf(s21549,plain,
    ( ~ spl0_2691
    | ~ spl0_2693
    | spl0_2745
    | ~ spl0_2987 ),
    inference(sat_conversion,[],[f39482]) ).

cnf(s21550,plain,
    ( ~ spl0_2692
    | ~ spl0_2694
    | spl0_2743
    | ~ spl0_2745 ),
    inference(sat_conversion,[],[f39493]) ).

cnf(s21551,plain,
    ( ~ spl0_2695
    | ~ spl0_2743
    | spl0_2748 ),
    inference(sat_conversion,[],[f39499]) ).

cnf(s21552,plain,
    ( ~ spl0_2696
    | ~ spl0_2697
    | spl0_2746
    | ~ spl0_2748 ),
    inference(sat_conversion,[],[f39510]) ).

cnf(s21553,plain,
    ( ~ spl0_2698
    | ~ spl0_2746
    | spl0_3058 ),
    inference(sat_conversion,[],[f39518]) ).

cnf(s21554,plain,
    ( ~ spl0_2706
    | ~ spl0_2707
    | ~ spl0_2708
    | ~ spl0_2709
    | ~ spl0_2988 ),
    inference(sat_conversion,[],[f39553]) ).

cnf(s21555,plain,
    ( ~ spl0_2700
    | ~ spl0_2701
    | ~ spl0_2749
    | spl0_2988 ),
    inference(sat_conversion,[],[f39555]) ).

cnf(s21556,plain,
    ( ~ spl0_2699
    | spl0_2749
    | ~ spl0_3058 ),
    inference(sat_conversion,[],[f39557]) ).

cnf(s21557,plain,
    ( ~ spl0_2671
    | spl0_2738
    | ~ spl0_2977 ),
    inference(sat_conversion,[],[f39559]) ).

cnf(s21558,plain,
    ( ~ spl0_2673
    | spl0_2977
    | ~ spl0_2978 ),
    inference(sat_conversion,[],[f39561]) ).

cnf(s21559,plain,
    ( ~ spl0_2674
    | ~ spl0_2741
    | spl0_2978 ),
    inference(sat_conversion,[],[f39563]) ).

cnf(s21560,plain,
    ( ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | spl0_2741
    | ~ spl0_2992 ),
    inference(sat_conversion,[],[f39565]) ).

cnf(s21561,plain,
    ( ~ spl0_2666
    | ~ spl0_2676
    | ~ spl0_2740
    | spl0_2980 ),
    inference(sat_conversion,[],[f39567]) ).

cnf(s21562,plain,
    ( ~ spl0_2664
    | ~ spl0_2665
    | spl0_2740
    | ~ spl0_3056 ),
    inference(sat_conversion,[],[f39569]) ).

cnf(s21563,plain,
    ( ~ spl0_2662
    | ~ spl0_2663
    | ~ spl0_2711
    | spl0_3056 ),
    inference(sat_conversion,[],[f39571]) ).

cnf(s21564,plain,
    ( ~ spl0_2661
    | spl0_2711
    | ~ spl0_2976 ),
    inference(sat_conversion,[],[f39573]) ).

cnf(s21565,plain,
    ( ~ spl0_2677
    | spl0_2981
    | ~ spl0_2982 ),
    inference(sat_conversion,[],[f39575]) ).

cnf(s21566,plain,
    ( ~ spl0_2678
    | spl0_2982
    | ~ spl0_2983 ),
    inference(sat_conversion,[],[f39577]) ).

cnf(s21567,plain,
    ( ~ spl0_2679
    | spl0_2983
    | ~ spl0_3054 ),
    inference(sat_conversion,[],[f39579]) ).

cnf(s21568,plain,
    ( ~ spl0_2657
    | ~ spl0_2971
    | spl0_3054 ),
    inference(sat_conversion,[],[f39581]) ).

cnf(s21569,plain,
    ( ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | ~ spl0_2734
    | spl0_2971 ),
    inference(sat_conversion,[],[f39583]) ).

cnf(s21570,plain,
    ( ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | spl0_2734
    | ~ spl0_2972 ),
    inference(sat_conversion,[],[f39585]) ).

cnf(s21571,plain,
    ( ~ spl0_2645
    | spl0_2972
    | ~ spl0_3053 ),
    inference(sat_conversion,[],[f39587]) ).

cnf(s21572,plain,
    ( ~ spl0_2638
    | spl0_3053
    | ~ spl0_3055 ),
    inference(sat_conversion,[],[f39589]) ).

cnf(s21573,plain,
    ( ~ spl0_2646
    | ~ spl0_2656
    | ~ spl0_2973
    | spl0_3055 ),
    inference(sat_conversion,[],[f39591]) ).

cnf(s21574,plain,
    ( ~ spl0_2647
    | ~ spl0_2970
    | spl0_2973 ),
    inference(sat_conversion,[],[f39593]) ).

cnf(s21575,plain,
    ( ~ spl0_2634
    | ~ spl0_2969
    | spl0_3051 ),
    inference(sat_conversion,[],[f39595]) ).

cnf(s21576,plain,
    ( ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | spl0_2739
    | ~ spl0_3050 ),
    inference(sat_conversion,[],[f39597]) ).

cnf(s21577,plain,
    ( ~ spl0_2628
    | ~ spl0_2964
    | spl0_3050 ),
    inference(sat_conversion,[],[f39599]) ).

cnf(s21578,plain,
    ( ~ spl0_2617
    | spl0_2963
    | ~ spl0_2995 ),
    inference(sat_conversion,[],[f39601]) ).

cnf(s21579,plain,
    ( ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | ~ spl0_2736
    | spl0_2965 ),
    inference(sat_conversion,[],[f39603]) ).

cnf(s21580,plain,
    ( ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2609
    | ~ spl0_2961
    | spl0_3049 ),
    inference(sat_conversion,[],[f39605]) ).

cnf(s21581,plain,
    ( ~ spl0_2607
    | ~ spl0_2733
    | spl0_2961 ),
    inference(sat_conversion,[],[f39607]) ).

cnf(s21582,plain,
    ( ~ spl0_2605
    | spl0_2733
    | ~ spl0_2966 ),
    inference(sat_conversion,[],[f39609]) ).

cnf(s21583,plain,
    ( ~ spl0_2624
    | ~ spl0_2728
    | spl0_2966 ),
    inference(sat_conversion,[],[f39611]) ).

cnf(s21584,plain,
    ( ~ spl0_2603
    | ~ spl0_2625
    | ~ spl0_2960
    | spl0_2967 ),
    inference(sat_conversion,[],[f39613]) ).

cnf(s21585,plain,
    ( ~ spl0_2602
    | spl0_2960
    | ~ spl0_3047 ),
    inference(sat_conversion,[],[f39615]) ).

cnf(s21586,plain,
    ( ~ spl0_2601
    | ~ spl0_2989
    | spl0_3047 ),
    inference(sat_conversion,[],[f39617]) ).

cnf(s21587,plain,
    ( ~ spl0_2600
    | ~ spl0_2726
    | spl0_2989 ),
    inference(sat_conversion,[],[f39619]) ).

cnf(s21588,plain,
    ( ~ spl0_2598
    | ~ spl0_2599
    | spl0_2726
    | ~ spl0_2968 ),
    inference(sat_conversion,[],[f39621]) ).

cnf(s21589,plain,
    ( ~ spl0_2627
    | ~ spl0_2629
    | ~ spl0_2730
    | spl0_3013 ),
    inference(sat_conversion,[],[f39623]) ).

cnf(s21590,plain,
    ( ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2658
    | spl0_2730
    | ~ spl0_2991 ),
    inference(sat_conversion,[],[f39625]) ).

cnf(s21591,plain,
    ( ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2654
    | ~ spl0_2959
    | spl0_2991 ),
    inference(sat_conversion,[],[f39627]) ).

cnf(s21592,plain,
    ( ~ spl0_2594
    | ~ spl0_2731
    | spl0_3020 ),
    inference(sat_conversion,[],[f39629]) ).

cnf(s21593,plain,
    ( ~ spl0_2593
    | spl0_2731
    | ~ spl0_2975 ),
    inference(sat_conversion,[],[f39631]) ).

cnf(s21594,plain,
    ( ~ spl0_2652
    | spl0_2975
    | ~ spl0_3029 ),
    inference(sat_conversion,[],[f39633]) ).

cnf(s21595,plain,
    ( ~ spl0_2592
    | ~ spl0_2958
    | spl0_3029 ),
    inference(sat_conversion,[],[f39635]) ).

cnf(s21596,plain,
    ( ~ spl0_2591
    | ~ spl0_2957
    | spl0_2958 ),
    inference(sat_conversion,[],[f39637]) ).

cnf(s21597,plain,
    ( ~ spl0_2590
    | ~ spl0_2956
    | spl0_2957 ),
    inference(sat_conversion,[],[f39639]) ).

cnf(s21598,plain,
    ( ~ spl0_2589
    | ~ spl0_2729
    | spl0_2956 ),
    inference(sat_conversion,[],[f39641]) ).

cnf(s21599,plain,
    ( ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2587
    | ~ spl0_2727
    | spl0_2729 ),
    inference(sat_conversion,[],[f39643]) ).

cnf(s21600,plain,
    ( ~ spl0_2573
    | spl0_2727
    | ~ spl0_2947 ),
    inference(sat_conversion,[],[f39645]) ).

cnf(s21601,plain,
    ( ~ spl0_2572
    | ~ spl0_2577
    | ~ spl0_2713
    | spl0_2947 ),
    inference(sat_conversion,[],[f39647]) ).

cnf(s21602,plain,
    ( ~ spl0_2571
    | spl0_2713
    | ~ spl0_2948 ),
    inference(sat_conversion,[],[f39649]) ).

cnf(s21603,plain,
    ( ~ spl0_2578
    | spl0_2948
    | ~ spl0_2949 ),
    inference(sat_conversion,[],[f39651]) ).

cnf(s21604,plain,
    ( ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569
    | ~ spl0_2946
    | spl0_2950 ),
    inference(sat_conversion,[],[f39653]) ).

cnf(s21605,plain,
    ( ~ spl0_2563
    | spl0_2993
    | ~ spl0_3001 ),
    inference(sat_conversion,[],[f39655]) ).

cnf(s21606,plain,
    ( ~ spl0_2562
    | spl0_3001
    | ~ spl0_3008 ),
    inference(sat_conversion,[],[f39657]) ).

cnf(s21607,plain,
    ( ~ spl0_2560
    | ~ spl0_2951
    | spl0_3032 ),
    inference(sat_conversion,[],[f39659]) ).

cnf(s21608,plain,
    ( ~ spl0_2555
    | ~ spl0_2557
    | ~ spl0_2944
    | spl0_3043 ),
    inference(sat_conversion,[],[f39661]) ).

cnf(s21609,plain,
    ( ~ spl0_2556
    | spl0_2944
    | ~ spl0_3040 ),
    inference(sat_conversion,[],[f39663]) ).

cnf(s21610,plain,
    ( ~ spl0_2553
    | spl0_3025
    | ~ spl0_3041 ),
    inference(sat_conversion,[],[f39665]) ).

cnf(s21611,plain,
    ( ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586
    | ~ spl0_3006
    | spl0_3041 ),
    inference(sat_conversion,[],[f39667]) ).

cnf(s21612,plain,
    ( ~ spl0_2550
    | spl0_3006
    | ~ spl0_3015 ),
    inference(sat_conversion,[],[f39669]) ).

cnf(s21613,plain,
    ( ~ spl0_2547
    | ~ spl0_2585
    | spl0_2955
    | ~ spl0_3021 ),
    inference(sat_conversion,[],[f39671]) ).

cnf(s21614,plain,
    ( ~ spl0_2546
    | ~ spl0_2732
    | spl0_3021 ),
    inference(sat_conversion,[],[f39673]) ).

cnf(s21615,plain,
    ( ~ spl0_2545
    | spl0_2732
    | ~ spl0_2943 ),
    inference(sat_conversion,[],[f39675]) ).

cnf(s21616,plain,
    ( ~ spl0_2543
    | ~ spl0_2721
    | spl0_3034 ),
    inference(sat_conversion,[],[f39677]) ).

cnf(s21617,plain,
    ( ~ spl0_2653
    | ~ spl0_2655
    | spl0_2721
    | ~ spl0_2937 ),
    inference(sat_conversion,[],[f39679]) ).

cnf(s21618,plain,
    ( ~ spl0_2529
    | ~ spl0_2530
    | spl0_2725
    | ~ spl0_2936 ),
    inference(sat_conversion,[],[f39681]) ).

cnf(s21619,plain,
    ( ~ spl0_2531
    | spl0_2936
    | ~ spl0_3017 ),
    inference(sat_conversion,[],[f39683]) ).

cnf(s21620,plain,
    ( ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | ~ spl0_2722
    | spl0_3017 ),
    inference(sat_conversion,[],[f39685]) ).

cnf(s21621,plain,
    ( ~ spl0_2537
    | ~ spl0_2540
    | ~ spl0_2941
    | spl0_3027 ),
    inference(sat_conversion,[],[f39687]) ).

cnf(s21622,plain,
    ( ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2538
    | ~ spl0_2715
    | spl0_2941 ),
    inference(sat_conversion,[],[f39689]) ).

cnf(s21623,plain,
    ( ~ spl0_2518
    | ~ spl0_2542
    | spl0_2715
    | ~ spl0_2942 ),
    inference(sat_conversion,[],[f39691]) ).

cnf(s21624,plain,
    ( ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2539
    | ~ spl0_2723
    | spl0_2942 ),
    inference(sat_conversion,[],[f39693]) ).

cnf(s21625,plain,
    ( ~ spl0_2522
    | spl0_2723
    | ~ spl0_2935 ),
    inference(sat_conversion,[],[f39695]) ).

cnf(s21626,plain,
    ( ~ spl0_2512
    | spl0_2932
    | ~ spl0_2933 ),
    inference(sat_conversion,[],[f39697]) ).

cnf(s21627,plain,
    ( ~ spl0_2514
    | spl0_2934
    | ~ spl0_3039 ),
    inference(sat_conversion,[],[f39699]) ).

cnf(s21628,plain,
    ( ~ spl0_2510
    | ~ spl0_2927
    | spl0_3039 ),
    inference(sat_conversion,[],[f39701]) ).

cnf(s21629,plain,
    ( ~ spl0_2509
    | spl0_2930
    | ~ spl0_3016 ),
    inference(sat_conversion,[],[f39703]) ).

cnf(s21630,plain,
    ( ~ spl0_2502
    | spl0_2926
    | ~ spl0_2990 ),
    inference(sat_conversion,[],[f39705]) ).

cnf(s21631,plain,
    ( ~ spl0_2485
    | spl0_2915
    | ~ spl0_2916 ),
    inference(sat_conversion,[],[f39707]) ).

cnf(s21632,plain,
    ( ~ spl0_2487
    | spl0_2917
    | ~ spl0_2918 ),
    inference(sat_conversion,[],[f39709]) ).

cnf(s21633,plain,
    ( ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | spl0_2918
    | ~ spl0_2919 ),
    inference(sat_conversion,[],[f39711]) ).

cnf(s21634,plain,
    ( ~ spl0_2492
    | spl0_2920
    | ~ spl0_2921 ),
    inference(sat_conversion,[],[f39713]) ).

cnf(s21635,plain,
    ( ~ spl0_2494
    | spl0_2922
    | ~ spl0_3035 ),
    inference(sat_conversion,[],[f39715]) ).

cnf(s21636,plain,
    ( ~ spl0_2484
    | ~ spl0_2914
    | spl0_3035 ),
    inference(sat_conversion,[],[f39717]) ).

cnf(s21637,plain,
    ( ~ spl0_2481
    | ~ spl0_2908
    | spl0_3037 ),
    inference(sat_conversion,[],[f39719]) ).

cnf(s21638,plain,
    ( ~ spl0_2475
    | spl0_2908
    | ~ spl0_2909 ),
    inference(sat_conversion,[],[f39721]) ).

cnf(s21639,plain,
    ( ~ spl0_2478
    | spl0_2911
    | ~ spl0_2912 ),
    inference(sat_conversion,[],[f39723]) ).

cnf(s21640,plain,
    ( ~ spl0_2480
    | spl0_2913
    | ~ spl0_3005 ),
    inference(sat_conversion,[],[f39725]) ).

cnf(s21641,plain,
    ( ~ spl0_2471
    | spl0_2905
    | ~ spl0_2906 ),
    inference(sat_conversion,[],[f39727]) ).

cnf(s21642,plain,
    ( ~ spl0_2465
    | spl0_2900
    | ~ spl0_2901 ),
    inference(sat_conversion,[],[f39729]) ).

cnf(s21643,plain,
    ( ~ spl0_2466
    | spl0_2901
    | ~ spl0_2902 ),
    inference(sat_conversion,[],[f39731]) ).

cnf(s21644,plain,
    ( ~ spl0_2464
    | ~ spl0_2895
    | spl0_3024 ),
    inference(sat_conversion,[],[f39733]) ).

cnf(s21645,plain,
    ( ~ spl0_2459
    | spl0_2895
    | ~ spl0_2896 ),
    inference(sat_conversion,[],[f39735]) ).

cnf(s21646,plain,
    ( ~ spl0_2463
    | spl0_2899
    | ~ spl0_3033 ),
    inference(sat_conversion,[],[f39737]) ).

cnf(s21647,plain,
    ( ~ spl0_2458
    | ~ spl0_2891
    | spl0_3033 ),
    inference(sat_conversion,[],[f39739]) ).

cnf(s21648,plain,
    ( ~ spl0_2454
    | spl0_2892
    | ~ spl0_2893 ),
    inference(sat_conversion,[],[f39741]) ).

cnf(s21649,plain,
    ( ~ spl0_2456
    | ~ spl0_2457
    | spl0_2894
    | ~ spl0_3030 ),
    inference(sat_conversion,[],[f39743]) ).

cnf(s21650,plain,
    ( ~ spl0_2447
    | spl0_2887
    | ~ spl0_2888 ),
    inference(sat_conversion,[],[f39745]) ).

cnf(s21651,plain,
    ( ~ spl0_2449
    | spl0_2889
    | ~ spl0_2890 ),
    inference(sat_conversion,[],[f39747]) ).

cnf(s21652,plain,
    ( ~ spl0_2450
    | ~ spl0_2451
    | ~ spl0_2714
    | spl0_2890 ),
    inference(sat_conversion,[],[f39749]) ).

cnf(s21653,plain,
    ( spl0_74
    | ~ spl0_457
    | ~ spl0_2619
    | spl0_2994 ),
    inference(sat_conversion,[],[f39752]) ).

cnf(s21654,plain,
    ( ~ spl0_2443
    | ~ spl0_2876
    | spl0_3028 ),
    inference(sat_conversion,[],[f39759]) ).

cnf(s21655,plain,
    ( ~ spl0_2432
    | spl0_2877
    | ~ spl0_2878 ),
    inference(sat_conversion,[],[f39761]) ).

cnf(s21656,plain,
    ( ~ spl0_2434
    | spl0_2879
    | ~ spl0_2880 ),
    inference(sat_conversion,[],[f39763]) ).

cnf(s21657,plain,
    ( ~ spl0_2435
    | spl0_2880
    | ~ spl0_2881 ),
    inference(sat_conversion,[],[f39765]) ).

cnf(s21658,plain,
    ( ~ spl0_2437
    | spl0_2882
    | ~ spl0_2883 ),
    inference(sat_conversion,[],[f39767]) ).

cnf(s21659,plain,
    ( ~ spl0_2440
    | spl0_2885
    | ~ spl0_2886 ),
    inference(sat_conversion,[],[f39769]) ).

cnf(s21660,plain,
    ( ~ spl0_2441
    | ~ spl0_2442
    | spl0_2886
    | ~ spl0_3018 ),
    inference(sat_conversion,[],[f39771]) ).

cnf(s21661,plain,
    ( ~ spl0_2420
    | spl0_2867
    | ~ spl0_2868 ),
    inference(sat_conversion,[],[f39773]) ).

cnf(s21662,plain,
    ( ~ spl0_2424
    | spl0_2871
    | ~ spl0_2872 ),
    inference(sat_conversion,[],[f39775]) ).

cnf(s21663,plain,
    ( ~ spl0_2426
    | spl0_2873
    | ~ spl0_2874 ),
    inference(sat_conversion,[],[f39777]) ).

cnf(s21664,plain,
    ( ~ spl0_2419
    | ~ spl0_2864
    | spl0_2997 ),
    inference(sat_conversion,[],[f39779]) ).

cnf(s21665,plain,
    ( ~ spl0_2415
    | spl0_2864
    | ~ spl0_2865 ),
    inference(sat_conversion,[],[f39781]) ).

cnf(s21666,plain,
    ( ~ spl0_2416
    | spl0_2865
    | ~ spl0_2866 ),
    inference(sat_conversion,[],[f39783]) ).

cnf(s21667,plain,
    ( ~ spl0_2414
    | ~ spl0_2859
    | spl0_3014 ),
    inference(sat_conversion,[],[f39785]) ).

cnf(s21668,plain,
    ( ~ spl0_2408
    | spl0_2859
    | ~ spl0_2860 ),
    inference(sat_conversion,[],[f39787]) ).

cnf(s21669,plain,
    ( ~ spl0_2411
    | spl0_2862
    | ~ spl0_2863 ),
    inference(sat_conversion,[],[f39789]) ).

cnf(s21670,plain,
    ( ~ spl0_2412
    | ~ spl0_2413
    | spl0_2863
    | ~ spl0_3004 ),
    inference(sat_conversion,[],[f39791]) ).

cnf(s21671,plain,
    ( ~ spl0_2407
    | ~ spl0_2854
    | spl0_3004 ),
    inference(sat_conversion,[],[f39793]) ).

cnf(s21672,plain,
    ( ~ spl0_2401
    | spl0_2854
    | ~ spl0_2855 ),
    inference(sat_conversion,[],[f39795]) ).

cnf(s21673,plain,
    ( ~ spl0_2403
    | spl0_2856
    | ~ spl0_2857 ),
    inference(sat_conversion,[],[f39797]) ).

cnf(s21674,plain,
    ( ~ spl0_2405
    | ~ spl0_2406
    | spl0_2858
    | ~ spl0_3019 ),
    inference(sat_conversion,[],[f39799]) ).

cnf(s21675,plain,
    ( ~ spl0_2399
    | ~ spl0_2400
    | ~ spl0_2996
    | spl0_3019 ),
    inference(sat_conversion,[],[f39801]) ).

cnf(s21676,plain,
    ( ~ spl0_2394
    | spl0_2851
    | ~ spl0_2852 ),
    inference(sat_conversion,[],[f39803]) ).

cnf(s21677,plain,
    ( ~ spl0_2395
    | spl0_2852
    | ~ spl0_2853 ),
    inference(sat_conversion,[],[f39805]) ).

cnf(s21678,plain,
    ( ~ spl0_2396
    | ~ spl0_2397
    | spl0_2853
    | ~ spl0_3045 ),
    inference(sat_conversion,[],[f39807]) ).

cnf(s21679,plain,
    ( ~ spl0_2387
    | spl0_2846
    | ~ spl0_2847 ),
    inference(sat_conversion,[],[f39809]) ).

cnf(s21680,plain,
    ( ~ spl0_2388
    | ~ spl0_2389
    | spl0_2847
    | ~ spl0_3010 ),
    inference(sat_conversion,[],[f39811]) ).

cnf(s21681,plain,
    ( ~ spl0_2383
    | spl0_2844
    | ~ spl0_2845 ),
    inference(sat_conversion,[],[f39813]) ).

cnf(s21682,plain,
    ( ~ spl0_2380
    | ~ spl0_2831
    | spl0_3044 ),
    inference(sat_conversion,[],[f39815]) ).

cnf(s21683,plain,
    ( ~ spl0_2368
    | spl0_2831
    | ~ spl0_2832 ),
    inference(sat_conversion,[],[f39817]) ).

cnf(s21684,plain,
    ( ~ spl0_2369
    | spl0_2832
    | ~ spl0_2833 ),
    inference(sat_conversion,[],[f39819]) ).

cnf(s21685,plain,
    ( ~ spl0_2374
    | spl0_2837
    | ~ spl0_2838 ),
    inference(sat_conversion,[],[f39821]) ).

cnf(s21686,plain,
    ( ~ spl0_2365
    | spl0_2716
    | ~ spl0_2718 ),
    inference(sat_conversion,[],[f39823]) ).

cnf(s21687,plain,
    ( ~ spl0_2363
    | spl0_2717
    | ~ spl0_2999 ),
    inference(sat_conversion,[],[f39825]) ).

cnf(s21688,plain,
    ( ~ spl0_2361
    | ~ spl0_2362
    | spl0_2999
    | ~ spl0_3000 ),
    inference(sat_conversion,[],[f39827]) ).

cnf(s21689,plain,
    ( ~ spl0_2358
    | ~ spl0_2359
    | spl0_2830
    | ~ spl0_3046 ),
    inference(sat_conversion,[],[f39829]) ).

cnf(s21690,plain,
    ( ~ spl0_2356
    | ~ spl0_2823
    | spl0_3046 ),
    inference(sat_conversion,[],[f39831]) ).

cnf(s21691,plain,
    ( ~ spl0_2352
    | spl0_2826
    | ~ spl0_2827 ),
    inference(sat_conversion,[],[f39833]) ).

cnf(s21692,plain,
    ( ~ spl0_2333
    | spl0_2809
    | ~ spl0_2810 ),
    inference(sat_conversion,[],[f39835]) ).

cnf(s21693,plain,
    ( ~ spl0_2335
    | spl0_2811
    | ~ spl0_2812 ),
    inference(sat_conversion,[],[f39837]) ).

cnf(s21694,plain,
    ( ~ spl0_2336
    | spl0_2812
    | ~ spl0_2813 ),
    inference(sat_conversion,[],[f39839]) ).

cnf(s21695,plain,
    ( ~ spl0_2337
    | spl0_2813
    | ~ spl0_2814 ),
    inference(sat_conversion,[],[f39841]) ).

cnf(s21696,plain,
    ( ~ spl0_2338
    | spl0_2814
    | ~ spl0_2815 ),
    inference(sat_conversion,[],[f39843]) ).

cnf(s21697,plain,
    ( ~ spl0_2341
    | spl0_2817
    | ~ spl0_2818 ),
    inference(sat_conversion,[],[f39845]) ).

cnf(s21698,plain,
    ( ~ spl0_2344
    | spl0_2820
    | ~ spl0_2821 ),
    inference(sat_conversion,[],[f39847]) ).

cnf(s21699,plain,
    ( ~ spl0_2346
    | ~ spl0_2347
    | spl0_2822
    | ~ spl0_3009 ),
    inference(sat_conversion,[],[f39849]) ).

cnf(s21700,plain,
    ( ~ spl0_2332
    | ~ spl0_2796
    | spl0_3009 ),
    inference(sat_conversion,[],[f39851]) ).

cnf(s21701,plain,
    ( ~ spl0_2318
    | spl0_2796
    | ~ spl0_2797 ),
    inference(sat_conversion,[],[f39853]) ).

cnf(s21702,plain,
    ( ~ spl0_2321
    | spl0_2799
    | ~ spl0_2800 ),
    inference(sat_conversion,[],[f39855]) ).

cnf(s21703,plain,
    ( ~ spl0_2323
    | spl0_2801
    | ~ spl0_2802 ),
    inference(sat_conversion,[],[f39857]) ).

cnf(s21704,plain,
    ( ~ spl0_2326
    | spl0_2804
    | ~ spl0_2805 ),
    inference(sat_conversion,[],[f39859]) ).

cnf(s21705,plain,
    ( ~ spl0_2330
    | ~ spl0_2331
    | spl0_2808
    | ~ spl0_2998 ),
    inference(sat_conversion,[],[f39861]) ).

cnf(s21706,plain,
    ( ~ spl0_2303
    | spl0_2783
    | ~ spl0_2784 ),
    inference(sat_conversion,[],[f39863]) ).

cnf(s21707,plain,
    ( ~ spl0_2304
    | spl0_2784
    | ~ spl0_2785 ),
    inference(sat_conversion,[],[f39865]) ).

cnf(s21708,plain,
    ( ~ spl0_2305
    | spl0_2785
    | ~ spl0_2786 ),
    inference(sat_conversion,[],[f39867]) ).

cnf(s21709,plain,
    ( ~ spl0_2306
    | spl0_2786
    | ~ spl0_2787 ),
    inference(sat_conversion,[],[f39869]) ).

cnf(s21710,plain,
    ( ~ spl0_2307
    | spl0_2787
    | ~ spl0_2788 ),
    inference(sat_conversion,[],[f39871]) ).

cnf(s21711,plain,
    ( ~ spl0_2308
    | spl0_2788
    | ~ spl0_2789 ),
    inference(sat_conversion,[],[f39873]) ).

cnf(s21712,plain,
    ( ~ spl0_2309
    | spl0_2789
    | ~ spl0_2790 ),
    inference(sat_conversion,[],[f39875]) ).

cnf(s21713,plain,
    ( ~ spl0_2310
    | spl0_2790
    | ~ spl0_2791 ),
    inference(sat_conversion,[],[f39877]) ).

cnf(s21714,plain,
    ( ~ spl0_2311
    | spl0_2791
    | ~ spl0_2792 ),
    inference(sat_conversion,[],[f39879]) ).

cnf(s21715,plain,
    ( ~ spl0_2312
    | spl0_2792
    | ~ spl0_2793 ),
    inference(sat_conversion,[],[f39881]) ).

cnf(s21716,plain,
    ( ~ spl0_2313
    | spl0_2793
    | ~ spl0_2794 ),
    inference(sat_conversion,[],[f39883]) ).

cnf(s21717,plain,
    ( ~ spl0_2314
    | spl0_2794
    | ~ spl0_2795 ),
    inference(sat_conversion,[],[f39885]) ).

cnf(s21718,plain,
    ( ~ spl0_2315
    | ~ spl0_2316
    | spl0_2795
    | ~ spl0_3002 ),
    inference(sat_conversion,[],[f39887]) ).

cnf(s21719,plain,
    ( ~ spl0_2302
    | ~ spl0_2767
    | spl0_3002 ),
    inference(sat_conversion,[],[f39889]) ).

cnf(s21720,plain,
    ( ~ spl0_2286
    | spl0_2767
    | ~ spl0_2768 ),
    inference(sat_conversion,[],[f39891]) ).

cnf(s21721,plain,
    ( ~ spl0_2287
    | spl0_2768
    | ~ spl0_2769 ),
    inference(sat_conversion,[],[f39893]) ).

cnf(s21722,plain,
    ( ~ spl0_2288
    | spl0_2769
    | ~ spl0_2770 ),
    inference(sat_conversion,[],[f39895]) ).

cnf(s21723,plain,
    ( ~ spl0_2289
    | spl0_2770
    | ~ spl0_2771 ),
    inference(sat_conversion,[],[f39897]) ).

cnf(s21724,plain,
    ( ~ spl0_2290
    | spl0_2771
    | ~ spl0_2772 ),
    inference(sat_conversion,[],[f39899]) ).

cnf(s21725,plain,
    ( ~ spl0_2291
    | spl0_2772
    | ~ spl0_2773 ),
    inference(sat_conversion,[],[f39901]) ).

cnf(s21726,plain,
    ( ~ spl0_2292
    | spl0_2773
    | ~ spl0_2774 ),
    inference(sat_conversion,[],[f39903]) ).

cnf(s21727,plain,
    ( ~ spl0_2293
    | spl0_2774
    | ~ spl0_2775 ),
    inference(sat_conversion,[],[f39905]) ).

cnf(s21728,plain,
    ( ~ spl0_2294
    | spl0_2775
    | ~ spl0_2776 ),
    inference(sat_conversion,[],[f39907]) ).

cnf(s21729,plain,
    ( ~ spl0_2295
    | spl0_2776
    | ~ spl0_2777 ),
    inference(sat_conversion,[],[f39909]) ).

cnf(s21730,plain,
    ( ~ spl0_2296
    | spl0_2777
    | ~ spl0_2778 ),
    inference(sat_conversion,[],[f39911]) ).

cnf(s21731,plain,
    ( ~ spl0_2297
    | spl0_2778
    | ~ spl0_2779 ),
    inference(sat_conversion,[],[f39913]) ).

cnf(s21732,plain,
    ( ~ spl0_2298
    | spl0_2779
    | ~ spl0_2780 ),
    inference(sat_conversion,[],[f39915]) ).

cnf(s21733,plain,
    ( ~ spl0_2299
    | spl0_2780
    | ~ spl0_2781 ),
    inference(sat_conversion,[],[f39917]) ).

cnf(s21734,plain,
    ( ~ spl0_2300
    | spl0_2781
    | ~ spl0_2782 ),
    inference(sat_conversion,[],[f39919]) ).

cnf(s21735,plain,
    ( ~ spl0_2301
    | spl0_2782
    | ~ spl0_3003 ),
    inference(sat_conversion,[],[f39921]) ).

cnf(s21736,plain,
    ( ~ spl0_2285
    | ~ spl0_2750
    | spl0_3003 ),
    inference(sat_conversion,[],[f39923]) ).

cnf(s21737,plain,
    ( ~ spl0_2268
    | spl0_2750
    | ~ spl0_2751 ),
    inference(sat_conversion,[],[f39925]) ).

cnf(s21738,plain,
    ( ~ spl0_2269
    | spl0_2751
    | ~ spl0_2752 ),
    inference(sat_conversion,[],[f39927]) ).

cnf(s21739,plain,
    ( ~ spl0_2270
    | spl0_2752
    | ~ spl0_2753 ),
    inference(sat_conversion,[],[f39929]) ).

cnf(s21740,plain,
    ( ~ spl0_2271
    | spl0_2753
    | ~ spl0_2754 ),
    inference(sat_conversion,[],[f39931]) ).

cnf(s21741,plain,
    ( ~ spl0_2272
    | spl0_2754
    | ~ spl0_2755 ),
    inference(sat_conversion,[],[f39933]) ).

cnf(s21742,plain,
    ( ~ spl0_2273
    | spl0_2755
    | ~ spl0_2756 ),
    inference(sat_conversion,[],[f39935]) ).

cnf(s21743,plain,
    ( ~ spl0_2274
    | spl0_2756
    | ~ spl0_2757 ),
    inference(sat_conversion,[],[f39937]) ).

cnf(s21744,plain,
    ( ~ spl0_2275
    | spl0_2757
    | ~ spl0_2758 ),
    inference(sat_conversion,[],[f39939]) ).

cnf(s21745,plain,
    ( ~ spl0_2276
    | spl0_2758
    | ~ spl0_2759 ),
    inference(sat_conversion,[],[f39941]) ).

cnf(s21746,plain,
    ( ~ spl0_2277
    | spl0_2759
    | ~ spl0_2760 ),
    inference(sat_conversion,[],[f39943]) ).

cnf(s21747,plain,
    ( ~ spl0_2278
    | spl0_2760
    | ~ spl0_2761 ),
    inference(sat_conversion,[],[f39945]) ).

cnf(s21748,plain,
    ( ~ spl0_2279
    | spl0_2761
    | ~ spl0_2762 ),
    inference(sat_conversion,[],[f39947]) ).

cnf(s21749,plain,
    ( ~ spl0_2280
    | spl0_2762
    | ~ spl0_2763 ),
    inference(sat_conversion,[],[f39949]) ).

cnf(s21750,plain,
    ( ~ spl0_2281
    | spl0_2763
    | ~ spl0_2764 ),
    inference(sat_conversion,[],[f39951]) ).

cnf(s21751,plain,
    ( ~ spl0_2282
    | spl0_2764
    | ~ spl0_2765 ),
    inference(sat_conversion,[],[f39953]) ).

cnf(s21752,plain,
    ( spl0_378
    | ~ spl0_457
    | ~ spl0_2318
    | spl0_2796 ),
    inference(sat_conversion,[],[f39956]) ).

cnf(s21753,plain,
    ( spl0_24
    | ~ spl0_457
    | ~ spl0_2685
    | ~ spl0_2686
    | spl0_2744 ),
    inference(sat_conversion,[],[f39967]) ).

cnf(s21754,plain,
    ( spl0_16
    | ~ spl0_457
    | ~ spl0_2692
    | ~ spl0_2694
    | spl0_2743 ),
    inference(sat_conversion,[],[f39978]) ).

cnf(s21755,plain,
    ( spl0_331
    | ~ spl0_457
    | ~ spl0_2369
    | spl0_2832 ),
    inference(sat_conversion,[],[f39982]) ).

cnf(s21756,plain,
    ( spl0_242
    | ~ spl0_457
    | ~ spl0_2466
    | spl0_2901 ),
    inference(sat_conversion,[],[f39988]) ).

cnf(s21757,plain,
    ( spl0_287
    | ~ spl0_457
    | ~ spl0_2427
    | spl0_2874 ),
    inference(sat_conversion,[],[f39992]) ).

cnf(s21758,plain,
    ( spl0_170
    | ~ spl0_457
    | ~ spl0_2530
    | spl0_2725 ),
    inference(sat_conversion,[],[f39997]) ).

cnf(s21759,plain,
    ( spl0_127
    | ~ spl0_457
    | ~ spl0_2578
    | spl0_2948 ),
    inference(sat_conversion,[],[f40000]) ).

cnf(s21760,plain,
    ( spl0_115
    | ~ spl0_457
    | ~ spl0_2592
    | spl0_3029 ),
    inference(sat_conversion,[],[f40008]) ).

cnf(s21761,plain,
    ( spl0_304
    | ~ spl0_457
    | ~ spl0_2402
    | spl0_2855 ),
    inference(sat_conversion,[],[f40014]) ).

cnf(s21762,plain,
    ( spl0_406
    | ~ spl0_457
    | ~ spl0_2315
    | ~ spl0_2316
    | spl0_2795 ),
    inference(sat_conversion,[],[f40025]) ).

cnf(s21763,plain,
    ( spl0_102
    | ~ spl0_457
    | ~ spl0_2627
    | ~ spl0_2629
    | spl0_3013 ),
    inference(sat_conversion,[],[f40036]) ).

cnf(s21764,plain,
    ( spl0_396
    | ~ spl0_457
    | ~ spl0_2306
    | spl0_2786 ),
    inference(sat_conversion,[],[f40039]) ).

cnf(s21765,plain,
    ( spl0_70
    | ~ spl0_457
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | spl0_2739 ),
    inference(sat_conversion,[],[f40056]) ).

cnf(s21766,plain,
    ( spl0_321
    | ~ spl0_457
    | ~ spl0_2388
    | spl0_2847 ),
    inference(sat_conversion,[],[f40059]) ).

cnf(s21767,plain,
    ( spl0_269
    | ~ spl0_457
    | ~ spl0_2433
    | spl0_2878 ),
    inference(sat_conversion,[],[f40063]) ).

cnf(s21768,plain,
    ( spl0_124
    | ~ spl0_457
    | ~ spl0_2577
    | spl0_2947 ),
    inference(sat_conversion,[],[f40070]) ).

cnf(s21769,plain,
    ( spl0_169
    | ~ spl0_457
    | ~ spl0_2533
    | ~ spl0_2541
    | spl0_3026 ),
    inference(sat_conversion,[],[f40081]) ).

cnf(s21770,plain,
    ( spl0_155
    | ~ spl0_457
    | ~ spl0_2549
    | spl0_3015 ),
    inference(sat_conversion,[],[f40087]) ).

cnf(s21771,plain,
    ( spl0_67
    | ~ spl0_457
    | ~ spl0_2633
    | spl0_2969 ),
    inference(sat_conversion,[],[f40090]) ).

cnf(s21772,plain,
    ( spl0_313
    | ~ spl0_457
    | ~ spl0_2392
    | spl0_2849 ),
    inference(sat_conversion,[],[f40093]) ).

cnf(s21773,plain,
    ( spl0_370
    | ~ spl0_457
    | ~ spl0_2341
    | spl0_2817 ),
    inference(sat_conversion,[],[f40098]) ).

cnf(s21774,plain,
    ( spl0_49
    | ~ spl0_457
    | ~ spl0_2678
    | spl0_2982 ),
    inference(sat_conversion,[],[f40104]) ).

cnf(s21775,plain,
    ( spl0_306
    | ~ spl0_457
    | ~ spl0_2404
    | spl0_2857 ),
    inference(sat_conversion,[],[f40110]) ).

cnf(s21776,plain,
    ( spl0_303
    | ~ spl0_457
    | ~ spl0_2401
    | spl0_2854 ),
    inference(sat_conversion,[],[f40113]) ).

cnf(s21777,plain,
    ( spl0_206
    | ~ spl0_457
    | ~ spl0_2496
    | ~ spl0_2497
    | spl0_2923 ),
    inference(sat_conversion,[],[f40126]) ).

cnf(s21778,plain,
    ( spl0_385
    | ~ spl0_457
    | ~ spl0_2325
    | spl0_2803 ),
    inference(sat_conversion,[],[f40129]) ).

cnf(s21779,plain,
    ( spl0_159
    | ~ spl0_457
    | ~ spl0_2585
    | spl0_2955 ),
    inference(sat_conversion,[],[f40134]) ).

cnf(s21780,plain,
    ( spl0_249
    | ~ spl0_457
    | ~ spl0_2462
    | spl0_2898 ),
    inference(sat_conversion,[],[f40142]) ).

cnf(s21781,plain,
    ( spl0_221
    | ~ spl0_457
    | ~ spl0_2491
    | spl0_2919 ),
    inference(sat_conversion,[],[f40145]) ).

cnf(s21782,plain,
    ( spl0_273
    | ~ spl0_457
    | ~ spl0_2437
    | spl0_2882 ),
    inference(sat_conversion,[],[f40148]) ).

cnf(s21783,plain,
    ( spl0_64
    | ~ spl0_457
    | ~ spl0_2636
    | spl0_3052 ),
    inference(sat_conversion,[],[f40153]) ).

cnf(s21784,plain,
    ( spl0_15
    | ~ spl0_457
    | ~ spl0_2694
    | spl0_2743 ),
    inference(sat_conversion,[],[f40162]) ).

cnf(s21785,plain,
    ( spl0_355
    | ~ spl0_457
    | ~ spl0_2350
    | spl0_2824 ),
    inference(sat_conversion,[],[f40166]) ).

cnf(s21786,plain,
    ( spl0_387
    | ~ spl0_457
    | ~ spl0_2327
    | spl0_2805 ),
    inference(sat_conversion,[],[f40172]) ).

cnf(s21787,plain,
    ( spl0_358
    | ~ spl0_457
    | ~ spl0_2353
    | spl0_2827 ),
    inference(sat_conversion,[],[f40178]) ).

cnf(s21788,plain,
    ( spl0_58
    | ~ spl0_457
    | ~ spl0_2645
    | spl0_2972 ),
    inference(sat_conversion,[],[f40184]) ).

cnf(s21789,plain,
    ( spl0_79
    | ~ spl0_457
    | ~ spl0_2623
    | spl0_2965 ),
    inference(sat_conversion,[],[f40190]) ).

cnf(s21790,plain,
    ( spl0_47
    | ~ spl0_457
    | ~ spl0_2659
    | spl0_3057 ),
    inference(sat_conversion,[],[f40193]) ).

cnf(s21791,plain,
    ( spl0_343
    | ~ spl0_457
    | ~ spl0_2366
    | spl0_2720 ),
    inference(sat_conversion,[],[f40196]) ).

cnf(s21792,plain,
    ( spl0_187
    | ~ spl0_457
    | ~ spl0_2542
    | spl0_2715 ),
    inference(sat_conversion,[],[f40200]) ).

cnf(s21793,plain,
    ( spl0_164
    | ~ spl0_457
    | ~ spl0_2543
    | spl0_3034 ),
    inference(sat_conversion,[],[f40204]) ).

cnf(s21794,plain,
    ( spl0_401
    | ~ spl0_457
    | ~ spl0_2311
    | spl0_2791 ),
    inference(sat_conversion,[],[f40208]) ).

cnf(s21795,plain,
    ( spl0_171
    | ~ spl0_457
    | ~ spl0_2529
    | ~ spl0_2530
    | spl0_2725 ),
    inference(sat_conversion,[],[f40221]) ).

cnf(s21796,plain,
    ( spl0_13
    | ~ spl0_457
    | ~ spl0_2696
    | ~ spl0_2697
    | spl0_2746 ),
    inference(sat_conversion,[],[f40232]) ).

cnf(s21797,plain,
    ( spl0_101
    | ~ spl0_457
    | ~ spl0_2629
    | spl0_3013 ),
    inference(sat_conversion,[],[f40235]) ).

cnf(s21798,plain,
    ( spl0_57
    | ~ spl0_457
    | ~ spl0_2639
    | ~ spl0_2640
    | ~ spl0_2641
    | spl0_2734 ),
    inference(sat_conversion,[],[f40252]) ).

cnf(s21799,plain,
    ( spl0_256
    | ~ spl0_457
    | ~ spl0_2456
    | ~ spl0_2457
    | spl0_2894 ),
    inference(sat_conversion,[],[f40263]) ).

cnf(s21800,plain,
    ( spl0_337
    | ~ spl0_457
    | ~ spl0_2375
    | spl0_2838 ),
    inference(sat_conversion,[],[f40266]) ).

cnf(s21801,plain,
    ( spl0_291
    | ~ spl0_457
    | ~ spl0_2415
    | spl0_2864 ),
    inference(sat_conversion,[],[f40269]) ).

cnf(s21802,plain,
    ( spl0_240
    | ~ spl0_457
    | ~ spl0_2469
    | spl0_3031 ),
    inference(sat_conversion,[],[f40277]) ).

cnf(s21803,plain,
    ( spl0_351
    | ~ spl0_457
    | ~ spl0_2358
    | spl0_2830 ),
    inference(sat_conversion,[],[f40280]) ).

cnf(s21804,plain,
    ( spl0_61
    | ~ spl0_457
    | ~ spl0_2646
    | ~ spl0_2656
    | spl0_3055 ),
    inference(sat_conversion,[],[f40292]) ).

cnf(s21805,plain,
    ( spl0_11
    | ~ spl0_457
    | ~ spl0_2698
    | spl0_3058 ),
    inference(sat_conversion,[],[f40298]) ).

cnf(s21806,plain,
    ( spl0_123
    | ~ spl0_457
    | ~ spl0_2573
    | spl0_2727 ),
    inference(sat_conversion,[],[f40304]) ).

cnf(s21807,plain,
    ( spl0_154
    | ~ spl0_457
    | ~ spl0_2550
    | spl0_3006 ),
    inference(sat_conversion,[],[f40310]) ).

cnf(s21808,plain,
    ( spl0_138
    | ~ spl0_457
    | ~ spl0_2561
    | spl0_3008 ),
    inference(sat_conversion,[],[f40315]) ).

cnf(s21809,plain,
    ( spl0_277
    | ~ spl0_457
    | ~ spl0_2441
    | spl0_2886 ),
    inference(sat_conversion,[],[f40320]) ).

cnf(s21810,plain,
    ( spl0_199
    | ~ spl0_457
    | ~ spl0_2510
    | spl0_3039 ),
    inference(sat_conversion,[],[f40326]) ).

cnf(s21811,plain,
    ( spl0_158
    | ~ spl0_457
    | ~ spl0_2588
    | spl0_3007 ),
    inference(sat_conversion,[],[f40329]) ).

cnf(s21812,plain,
    ( spl0_320
    | ~ spl0_457
    | ~ spl0_2387
    | spl0_2846 ),
    inference(sat_conversion,[],[f40336]) ).

cnf(s21813,plain,
    ( spl0_231
    | ~ spl0_457
    | ~ spl0_2477
    | spl0_2910 ),
    inference(sat_conversion,[],[f40342]) ).

cnf(s21814,plain,
    ( spl0_312
    | ~ spl0_457
    | ~ spl0_2391
    | spl0_2848 ),
    inference(sat_conversion,[],[f40346]) ).

cnf(s21815,plain,
    ( spl0_275
    | ~ spl0_457
    | ~ spl0_2439
    | spl0_2884 ),
    inference(sat_conversion,[],[f40352]) ).

cnf(s21816,plain,
    ( spl0_298
    | ~ spl0_457
    | ~ spl0_2410
    | spl0_2861 ),
    inference(sat_conversion,[],[f40358]) ).

cnf(s21817,plain,
    ( spl0_212
    | ~ spl0_457
    | ~ spl0_2505
    | spl0_2724 ),
    inference(sat_conversion,[],[f40361]) ).

cnf(s21818,plain,
    ( spl0_109
    | ~ spl0_457
    | ~ spl0_2595
    | ~ spl0_2650
    | ~ spl0_2654
    | spl0_2991 ),
    inference(sat_conversion,[],[f40378]) ).

cnf(s21819,plain,
    ( spl0_83
    | ~ spl0_457
    | ~ spl0_2612
    | spl0_2736 ),
    inference(sat_conversion,[],[f40384]) ).

cnf(s21820,plain,
    ( spl0_174
    | ~ spl0_457
    | ~ spl0_2527
    | ~ spl0_2528
    | spl0_3017 ),
    inference(sat_conversion,[],[f40395]) ).

cnf(s21821,plain,
    ( spl0_340
    | ~ spl0_457
    | ~ spl0_2378
    | spl0_2841 ),
    inference(sat_conversion,[],[f40399]) ).

cnf(s21822,plain,
    ( spl0_381
    | ~ spl0_457
    | ~ spl0_2321
    | spl0_2799 ),
    inference(sat_conversion,[],[f40402]) ).

cnf(s21823,plain,
    ( spl0_73
    | ~ spl0_457
    | ~ spl0_2621
    | spl0_2964 ),
    inference(sat_conversion,[],[f40405]) ).

cnf(s21824,plain,
    ( spl0_299
    | ~ spl0_457
    | ~ spl0_2411
    | spl0_2862 ),
    inference(sat_conversion,[],[f40413]) ).

cnf(s21825,plain,
    ( spl0_185
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2538
    | spl0_2941 ),
    inference(sat_conversion,[],[f40424]) ).

cnf(s21826,plain,
    ( spl0_217
    | ~ spl0_457
    | ~ spl0_2487
    | spl0_2917 ),
    inference(sat_conversion,[],[f40430]) ).

cnf(s21827,plain,
    ( spl0_352
    | ~ spl0_457
    | ~ spl0_2358
    | ~ spl0_2359
    | spl0_2830 ),
    inference(sat_conversion,[],[f40441]) ).

cnf(s21828,plain,
    ( spl0_91
    | ~ spl0_457
    | ~ spl0_2624
    | spl0_2966 ),
    inference(sat_conversion,[],[f40447]) ).

cnf(s21829,plain,
    ( spl0_218
    | ~ spl0_457
    | ~ spl0_2488
    | spl0_2918 ),
    inference(sat_conversion,[],[f40450]) ).

cnf(s21830,plain,
    ( spl0_263
    | ~ spl0_457
    | ~ spl0_2446
    | spl0_2714 ),
    inference(sat_conversion,[],[f40457]) ).

cnf(s21831,plain,
    ( spl0_162
    | ~ spl0_457
    | ~ spl0_2545
    | spl0_2732 ),
    inference(sat_conversion,[],[f40462]) ).

cnf(s21832,plain,
    ( spl0_151
    | ~ spl0_457
    | ~ spl0_2583
    | ~ spl0_2586
    | spl0_3041 ),
    inference(sat_conversion,[],[f40474]) ).

cnf(s21833,plain,
    ( spl0_88
    | ~ spl0_457
    | ~ spl0_2606
    | ~ spl0_2608
    | ~ spl0_2609
    | spl0_3049 ),
    inference(sat_conversion,[],[f40490]) ).

cnf(s21834,plain,
    ( spl0_81
    | ~ spl0_457
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | spl0_2965 ),
    inference(sat_conversion,[],[f40506]) ).

cnf(s21835,plain,
    ( spl0_254
    | ~ spl0_457
    | ~ spl0_2455
    | spl0_2893 ),
    inference(sat_conversion,[],[f40509]) ).

cnf(s21836,plain,
    ( spl0_341
    | ~ spl0_457
    | ~ spl0_2378
    | ~ spl0_2379
    | spl0_2841 ),
    inference(sat_conversion,[],[f40521]) ).

cnf(s21837,plain,
    ( spl0_167
    | ~ spl0_457
    | ~ spl0_2532
    | spl0_2937 ),
    inference(sat_conversion,[],[f40527]) ).

cnf(s21838,plain,
    ( spl0_28
    | ~ spl0_457
    | ~ spl0_2681
    | spl0_2985 ),
    inference(sat_conversion,[],[f40533]) ).

cnf(s21839,plain,
    ( spl0_280
    | ~ spl0_457
    | ~ spl0_2420
    | spl0_2867 ),
    inference(sat_conversion,[],[f40536]) ).

cnf(s21840,plain,
    ( spl0_227
    | ~ spl0_457
    | ~ spl0_2482
    | spl0_2710 ),
    inference(sat_conversion,[],[f40539]) ).

cnf(s21841,plain,
    ( spl0_18
    | ~ spl0_457
    | ~ spl0_2691
    | ~ spl0_2693
    | spl0_2745 ),
    inference(sat_conversion,[],[f40552]) ).

cnf(s21842,plain,
    ( spl0_44
    | ~ spl0_457
    | ~ spl0_2662
    | ~ spl0_2663
    | spl0_3056 ),
    inference(sat_conversion,[],[f40563]) ).

cnf(s21843,plain,
    ( spl0_366
    | ~ spl0_457
    | ~ spl0_2337
    | spl0_2813 ),
    inference(sat_conversion,[],[f40566]) ).

cnf(s21844,plain,
    ( spl0_110
    | ~ spl0_457
    | ~ spl0_2596
    | spl0_2959 ),
    inference(sat_conversion,[],[f40573]) ).

cnf(s21845,plain,
    ( spl0_204
    | ~ spl0_457
    | ~ spl0_2504
    | spl0_3016 ),
    inference(sat_conversion,[],[f40577]) ).

cnf(s21846,plain,
    ( spl0_324
    | ~ spl0_457
    | ~ spl0_2381
    | spl0_2842 ),
    inference(sat_conversion,[],[f40580]) ).

cnf(s21847,plain,
    ( spl0_95
    | ~ spl0_457
    | ~ spl0_2602
    | spl0_2960 ),
    inference(sat_conversion,[],[f40587]) ).

cnf(s21848,plain,
    ( spl0_373
    | ~ spl0_457
    | ~ spl0_2344
    | spl0_2820 ),
    inference(sat_conversion,[],[f40593]) ).

cnf(s21849,plain,
    ( spl0_148
    | ~ spl0_457
    | ~ spl0_2554
    | spl0_3040 ),
    inference(sat_conversion,[],[f40596]) ).

cnf(s21850,plain,
    ( spl0_157
    | ~ spl0_457
    | ~ spl0_2584
    | spl0_2954 ),
    inference(sat_conversion,[],[f40602]) ).

cnf(s21851,plain,
    ( spl0_117
    | ~ spl0_457
    | ~ spl0_2590
    | spl0_2957 ),
    inference(sat_conversion,[],[f40607]) ).

cnf(s21852,plain,
    ( spl0_180
    | ~ spl0_457
    | ~ spl0_2535
    | spl0_2940 ),
    inference(sat_conversion,[],[f40615]) ).

cnf(s21853,plain,
    ( spl0_106
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2649
    | ~ spl0_2658
    | spl0_2730 ),
    inference(sat_conversion,[],[f40636]) ).

cnf(s21854,plain,
    ( spl0_34
    | ~ spl0_457
    | ~ spl0_2670
    | spl0_2741 ),
    inference(sat_conversion,[],[f40642]) ).

cnf(s21855,plain,
    ( spl0_265
    | ~ spl0_457
    | ~ spl0_2444
    | ~ spl0_2445
    | spl0_3023 ),
    inference(sat_conversion,[],[f40653]) ).

cnf(s21858,plain,
    ( spl0_360
    | ~ spl0_457
    | ~ spl0_2354
    | ~ spl0_2355
    | spl0_2828 ),
    inference(sat_conversion,[],[f40676]) ).

cnf(s21859,plain,
    ( spl0_215
    | ~ spl0_457
    | ~ spl0_2485
    | spl0_2915 ),
    inference(sat_conversion,[],[f40682]) ).

cnf(s21860,plain,
    ( spl0_344
    | ~ spl0_457
    | ~ spl0_2365
    | spl0_2716 ),
    inference(sat_conversion,[],[f40685]) ).

cnf(s21861,plain,
    ( spl0_276
    | ~ spl0_457
    | ~ spl0_2440
    | spl0_2885 ),
    inference(sat_conversion,[],[f40692]) ).

cnf(s21862,plain,
    ( spl0_179
    | ~ spl0_457
    | ~ spl0_2534
    | spl0_2939 ),
    inference(sat_conversion,[],[f40697]) ).

cnf(s21863,plain,
    ( spl0_96
    | ~ spl0_457
    | ~ spl0_2601
    | spl0_3047 ),
    inference(sat_conversion,[],[f40702]) ).

cnf(s21864,plain,
    ( spl0_250
    | ~ spl0_457
    | ~ spl0_2463
    | spl0_2899 ),
    inference(sat_conversion,[],[f40707]) ).

cnf(s21865,plain,
    ( spl0_336
    | ~ spl0_457
    | ~ spl0_2374
    | spl0_2837 ),
    inference(sat_conversion,[],[f40710]) ).

cnf(s21866,plain,
    ( spl0_237
    | ~ spl0_457
    | ~ spl0_2471
    | spl0_2905 ),
    inference(sat_conversion,[],[f40716]) ).

cnf(s21867,plain,
    ( spl0_342
    | ~ spl0_457
    | ~ spl0_2367
    | spl0_2719 ),
    inference(sat_conversion,[],[f40719]) ).

cnf(s21868,plain,
    ( spl0_43
    | ~ spl0_457
    | ~ spl0_2663
    | spl0_3056 ),
    inference(sat_conversion,[],[f40722]) ).

cnf(s21869,plain,
    ( spl0_281
    | ~ spl0_457
    | ~ spl0_2421
    | spl0_2868 ),
    inference(sat_conversion,[],[f40726]) ).

cnf(s21870,plain,
    ( spl0_369
    | ~ spl0_457
    | ~ spl0_2340
    | spl0_2816 ),
    inference(sat_conversion,[],[f40733]) ).

cnf(s21872,plain,
    ( spl0_316
    | ~ spl0_457
    | ~ spl0_2395
    | spl0_2852 ),
    inference(sat_conversion,[],[f40740]) ).

cnf(s21873,plain,
    ( spl0_40
    | ~ spl0_457
    | ~ spl0_2666
    | ~ spl0_2676
    | spl0_2980 ),
    inference(sat_conversion,[],[f40754]) ).

cnf(s21874,plain,
    ( spl0_258
    | ~ spl0_457
    | ~ spl0_2447
    | spl0_2887 ),
    inference(sat_conversion,[],[f40757]) ).

cnf(s21875,plain,
    ( spl0_282
    | ~ spl0_457
    | ~ spl0_2422
    | spl0_2869 ),
    inference(sat_conversion,[],[f40762]) ).

cnf(s21876,plain,
    ( spl0_84
    | ~ spl0_457
    | ~ spl0_2611
    | ~ spl0_2612
    | spl0_2736 ),
    inference(sat_conversion,[],[f40773]) ).

cnf(s21878,plain,
    ( spl0_23
    | ~ spl0_457
    | ~ spl0_2686
    | spl0_2744 ),
    inference(sat_conversion,[],[f40784]) ).

cnf(s21879,plain,
    ( spl0_32
    | ~ spl0_457
    | ~ spl0_2673
    | spl0_2977 ),
    inference(sat_conversion,[],[f40788]) ).

cnf(s21880,plain,
    ( spl0_108
    | ~ spl0_457
    | ~ spl0_2650
    | ~ spl0_2654
    | spl0_2991 ),
    inference(sat_conversion,[],[f40799]) ).

cnf(s21881,plain,
    ( spl0_119
    | ~ spl0_457
    | ~ spl0_2587
    | spl0_2729 ),
    inference(sat_conversion,[],[f40805]) ).

cnf(s21882,plain,
    ( spl0_122
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2576
    | ~ spl0_2587
    | spl0_2729 ),
    inference(sat_conversion,[],[f40826]) ).

cnf(s21883,plain,
    ( spl0_92
    | ~ spl0_457
    | ~ spl0_2604
    | spl0_2728 ),
    inference(sat_conversion,[],[f40832]) ).

cnf(s21884,plain,
    ( spl0_178
    | ~ spl0_457
    | ~ spl0_2523
    | spl0_2938 ),
    inference(sat_conversion,[],[f40838]) ).

cnf(s21885,plain,
    ( spl0_357
    | ~ spl0_457
    | ~ spl0_2352
    | spl0_2826 ),
    inference(sat_conversion,[],[f40844]) ).

cnf(s21886,plain,
    ( spl0_116
    | ~ spl0_457
    | ~ spl0_2591
    | spl0_2958 ),
    inference(sat_conversion,[],[f40847]) ).

cnf(s21887,plain,
    ( spl0_327
    | ~ spl0_457
    | ~ spl0_2384
    | spl0_2845 ),
    inference(sat_conversion,[],[f40853]) ).

cnf(s21888,plain,
    ( spl0_103
    | ~ spl0_457
    | ~ spl0_2658
    | spl0_2730 ),
    inference(sat_conversion,[],[f40860]) ).

cnf(s21889,plain,
    ( spl0_46
    | ~ spl0_457
    | ~ spl0_2660
    | spl0_2976 ),
    inference(sat_conversion,[],[f40866]) ).

cnf(s21890,plain,
    ( spl0_195
    | ~ spl0_457
    | ~ spl0_2511
    | spl0_2931 ),
    inference(sat_conversion,[],[f40872]) ).

cnf(s21891,plain,
    ( spl0_128
    | ~ spl0_457
    | ~ spl0_2579
    | spl0_2949 ),
    inference(sat_conversion,[],[f40877]) ).

cnf(s21892,plain,
    ( spl0_213
    | ~ spl0_457
    | ~ spl0_2502
    | spl0_2926 ),
    inference(sat_conversion,[],[f40881]) ).

cnf(s21893,plain,
    ( spl0_319
    | ~ spl0_457
    | ~ spl0_2390
    | spl0_3045 ),
    inference(sat_conversion,[],[f40884]) ).

cnf(s21894,plain,
    ( spl0_230
    | ~ spl0_457
    | ~ spl0_2476
    | spl0_2909 ),
    inference(sat_conversion,[],[f40891]) ).

cnf(s21895,plain,
    ( spl0_297
    | ~ spl0_457
    | ~ spl0_2409
    | spl0_2860 ),
    inference(sat_conversion,[],[f40897]) ).

cnf(s21896,plain,
    ( spl0_346
    | ~ spl0_457
    | ~ spl0_2363
    | spl0_2717 ),
    inference(sat_conversion,[],[f40900]) ).

cnf(s21898,plain,
    ( spl0_156
    | ~ spl0_457
    | ~ spl0_2548
    | spl0_3011 ),
    inference(sat_conversion,[],[f40908]) ).

cnf(s21899,plain,
    ( spl0_189
    | ~ spl0_457
    | ~ spl0_2539
    | spl0_2942 ),
    inference(sat_conversion,[],[f40911]) ).

cnf(s21901,plain,
    ( spl0_37
    | ~ spl0_457
    | ~ spl0_2667
    | spl0_2992 ),
    inference(sat_conversion,[],[f40922]) ).

cnf(s21902,plain,
    ( spl0_125
    | ~ spl0_457
    | ~ spl0_2572
    | ~ spl0_2577
    | spl0_2947 ),
    inference(sat_conversion,[],[f40937]) ).

cnf(s21903,plain,
    ( spl0_94
    | ~ spl0_457
    | ~ spl0_2603
    | ~ spl0_2625
    | spl0_2967 ),
    inference(sat_conversion,[],[f40948]) ).

cnf(s21905,plain,
    ( spl0_41
    | ~ spl0_457
    | ~ spl0_2665
    | spl0_2740 ),
    inference(sat_conversion,[],[f40959]) ).

cnf(s21906,plain,
    ( spl0_309
    | ~ spl0_457
    | ~ spl0_2400
    | spl0_3019 ),
    inference(sat_conversion,[],[f40963]) ).

cnf(s21908,plain,
    ( spl0_12
    | ~ spl0_457
    | ~ spl0_2696
    | spl0_2746 ),
    inference(sat_conversion,[],[f40970]) ).

cnf(s21909,plain,
    ( spl0_253
    | ~ spl0_457
    | ~ spl0_2454
    | spl0_2892 ),
    inference(sat_conversion,[],[f40978]) ).

cnf(s21910,plain,
    ( spl0_131
    | ~ spl0_457
    | ~ spl0_2567
    | ~ spl0_2569
    | spl0_2950 ),
    inference(sat_conversion,[],[f40989]) ).

cnf(s21912,plain,
    ( spl0_224
    | ~ spl0_457
    | ~ spl0_2494
    | spl0_2922 ),
    inference(sat_conversion,[],[f41002]) ).

cnf(s21913,plain,
    ( spl0_104
    | ~ spl0_457
    | ~ spl0_2648
    | ~ spl0_2658
    | spl0_2730 ),
    inference(sat_conversion,[],[f41013]) ).

cnf(s21914,plain,
    ( spl0_51
    | ~ spl0_457
    | ~ spl0_2657
    | spl0_3054 ),
    inference(sat_conversion,[],[f41019]) ).

cnf(s21915,plain,
    ( spl0_25
    | ~ spl0_457
    | ~ spl0_2684
    | spl0_2737 ),
    inference(sat_conversion,[],[f41024]) ).

cnf(s21916,plain,
    ( spl0_201
    | ~ spl0_457
    | ~ spl0_2507
    | spl0_2928 ),
    inference(sat_conversion,[],[f41028]) ).

cnf(s21917,plain,
    ( spl0_143
    | ~ spl0_457
    | ~ spl0_2582
    | spl0_2953 ),
    inference(sat_conversion,[],[f41031]) ).

cnf(s21918,plain,
    ( spl0_289
    | ~ spl0_457
    | ~ spl0_2428
    | ~ spl0_2429
    | spl0_2875 ),
    inference(sat_conversion,[],[f41044]) ).

cnf(s21920,plain,
    ( spl0_255
    | ~ spl0_457
    | ~ spl0_2456
    | spl0_2894 ),
    inference(sat_conversion,[],[f41052]) ).

cnf(s21921,plain,
    ( spl0_278
    | ~ spl0_457
    | ~ spl0_2441
    | ~ spl0_2442
    | spl0_2886 ),
    inference(sat_conversion,[],[f41064]) ).

cnf(s21922,plain,
    ( spl0_82
    | ~ spl0_457
    | ~ spl0_2613
    | ~ spl0_2614
    | ~ spl0_2615
    | ~ spl0_2623
    | spl0_2965 ),
    inference(sat_conversion,[],[f41085]) ).

cnf(s21923,plain,
    ( spl0_142
    | ~ spl0_457
    | ~ spl0_2559
    | spl0_3036 ),
    inference(sat_conversion,[],[f41088]) ).

cnf(s21924,plain,
    ( spl0_252
    | ~ spl0_457
    | ~ spl0_2453
    | spl0_2891 ),
    inference(sat_conversion,[],[f41091]) ).

cnf(s21925,plain,
    ( spl0_59
    | ~ spl0_457
    | ~ spl0_2638
    | spl0_3053 ),
    inference(sat_conversion,[],[f41099]) ).

cnf(s21929,plain,
    ( spl0_176
    | ~ spl0_457
    | ~ spl0_2525
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | spl0_3017 ),
    inference(sat_conversion,[],[f41141]) ).

cnf(s21930,plain,
    ( spl0_50
    | ~ spl0_457
    | ~ spl0_2679
    | spl0_2983 ),
    inference(sat_conversion,[],[f41147]) ).

cnf(s21931,plain,
    ( spl0_36
    | ~ spl0_457
    | ~ spl0_2668
    | ~ spl0_2669
    | ~ spl0_2670
    | spl0_2741 ),
    inference(sat_conversion,[],[f41163]) ).

cnf(s21932,plain,
    ( spl0_181
    | ~ spl0_457
    | ~ spl0_2535
    | ~ spl0_2536
    | spl0_2940 ),
    inference(sat_conversion,[],[f41174]) ).

cnf(s21933,plain,
    ( spl0_262
    | ~ spl0_457
    | ~ spl0_2450
    | ~ spl0_2451
    | spl0_2890 ),
    inference(sat_conversion,[],[f41185]) ).

cnf(s21934,plain,
    ( spl0_76
    | ~ spl0_457
    | ~ spl0_2617
    | spl0_2963 ),
    inference(sat_conversion,[],[f41191]) ).

cnf(s21935,plain,
    ( spl0_172
    | ~ spl0_457
    | ~ spl0_2531
    | spl0_2936 ),
    inference(sat_conversion,[],[f41195]) ).

cnf(s21936,plain,
    ( spl0_182
    | ~ spl0_457
    | ~ spl0_2540
    | spl0_3027 ),
    inference(sat_conversion,[],[f41201]) ).

cnf(s21937,plain,
    ( spl0_72
    | ~ spl0_457
    | ~ spl0_2628
    | spl0_3050 ),
    inference(sat_conversion,[],[f41207]) ).

cnf(s21940,plain,
    ( spl0_210
    | ~ spl0_457
    | ~ spl0_2501
    | ~ spl0_2503
    | spl0_3038 ),
    inference(sat_conversion,[],[f41230]) ).

cnf(s21941,plain,
    ( spl0_241
    | ~ spl0_457
    | ~ spl0_2465
    | spl0_2900 ),
    inference(sat_conversion,[],[f41233]) ).

cnf(s21943,plain,
    ( spl0_205
    | ~ spl0_457
    | ~ spl0_2496
    | spl0_2923 ),
    inference(sat_conversion,[],[f41244]) ).

cnf(s21944,plain,
    ( spl0_146
    | ~ spl0_457
    | ~ spl0_2555
    | ~ spl0_2557
    | spl0_3043 ),
    inference(sat_conversion,[],[f41256]) ).

cnf(s21945,plain,
    ( spl0_234
    | ~ spl0_457
    | ~ spl0_2480
    | spl0_2913 ),
    inference(sat_conversion,[],[f41260]) ).

cnf(s21946,plain,
    ( spl0_283
    | ~ spl0_457
    | ~ spl0_2423
    | spl0_2870 ),
    inference(sat_conversion,[],[f41266]) ).

cnf(s21947,plain,
    ( spl0_175
    | ~ spl0_457
    | ~ spl0_2526
    | ~ spl0_2527
    | ~ spl0_2528
    | spl0_3017 ),
    inference(sat_conversion,[],[f41282]) ).

cnf(s21948,plain,
    ( spl0_232
    | ~ spl0_457
    | ~ spl0_2478
    | spl0_2911 ),
    inference(sat_conversion,[],[f41285]) ).

cnf(s21949,plain,
    ( spl0_160
    | ~ spl0_457
    | ~ spl0_2547
    | ~ spl0_2585
    | spl0_2955 ),
    inference(sat_conversion,[],[f41297]) ).

cnf(s21953,plain,
    ( spl0_66
    | ~ spl0_457
    | ~ spl0_2634
    | spl0_3051 ),
    inference(sat_conversion,[],[f41315]) ).

cnf(s21955,plain,
    ( spl0_149
    | ~ spl0_457
    | ~ spl0_2553
    | spl0_3025 ),
    inference(sat_conversion,[],[f41333]) ).

cnf(s21956,plain,
    ( spl0_235
    | ~ spl0_457
    | ~ spl0_2474
    | spl0_3005 ),
    inference(sat_conversion,[],[f41340]) ).

cnf(s21957,plain,
    ( spl0_33
    | ~ spl0_457
    | ~ spl0_2674
    | spl0_2978 ),
    inference(sat_conversion,[],[f41346]) ).

cnf(s21961,plain,
    ( spl0_236
    | ~ spl0_457
    | ~ spl0_2470
    | spl0_2904 ),
    inference(sat_conversion,[],[f41376]) ).

cnf(s21962,plain,
    ( spl0_166
    | ~ spl0_457
    | ~ spl0_2653
    | ~ spl0_2655
    | spl0_2721 ),
    inference(sat_conversion,[],[f41387]) ).

cnf(s21963,plain,
    ( spl0_203
    | ~ spl0_457
    | ~ spl0_2509
    | spl0_2930 ),
    inference(sat_conversion,[],[f41390]) ).

cnf(s21965,plain,
    ( spl0_153
    | ~ spl0_457
    | ~ spl0_2551
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586
    | spl0_3041 ),
    inference(sat_conversion,[],[f41417]) ).

cnf(s21966,plain,
    ( spl0_129
    | ~ spl0_457
    | ~ spl0_2570
    | spl0_3022 ),
    inference(sat_conversion,[],[f41423]) ).

cnf(s21967,plain,
    ( spl0_99
    | ~ spl0_457
    | ~ spl0_2598
    | ~ spl0_2599
    | spl0_2726 ),
    inference(sat_conversion,[],[f41434]) ).

cnf(s21969,plain,
    ( spl0_177
    | ~ spl0_457
    | ~ spl0_2524
    | spl0_2722 ),
    inference(sat_conversion,[],[f41445]) ).

cnf(s21972,plain,
    ( spl0_228
    | ~ spl0_457
    | ~ spl0_2481
    | spl0_3037 ),
    inference(sat_conversion,[],[f41465]) ).

cnf(s21973,plain,
    ( spl0_27
    | ~ spl0_457
    | ~ spl0_2680
    | spl0_2984 ),
    inference(sat_conversion,[],[f41468]) ).

cnf(s21974,plain,
    ( spl0_197
    | ~ spl0_457
    | ~ spl0_2513
    | spl0_2933 ),
    inference(sat_conversion,[],[f41475]) ).

cnf(s21975,plain,
    ( spl0_132
    | ~ spl0_457
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569
    | spl0_2950 ),
    inference(sat_conversion,[],[f41491]) ).

cnf(s21977,plain,
    ( spl0_223
    | ~ spl0_457
    | ~ spl0_2493
    | spl0_2921 ),
    inference(sat_conversion,[],[f41501]) ).

cnf(s21979,plain,
    ( spl0_188
    | ~ spl0_457
    | ~ spl0_2518
    | ~ spl0_2542
    | spl0_2715 ),
    inference(sat_conversion,[],[f41518]) ).

cnf(s21980,plain,
    ( spl0_134
    | ~ spl0_457
    | ~ spl0_2564
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569
    | spl0_2950 ),
    inference(sat_conversion,[],[f41544]) ).

cnf(s21981,plain,
    ( spl0_147
    | ~ spl0_457
    | ~ spl0_2556
    | spl0_2944 ),
    inference(sat_conversion,[],[f41550]) ).

cnf(s21983,plain,
    ( spl0_114
    | ~ spl0_457
    | ~ spl0_2652
    | spl0_2975 ),
    inference(sat_conversion,[],[f41563]) ).

cnf(s21984,plain,
    ( spl0_251
    | ~ spl0_457
    | ~ spl0_2458
    | spl0_3033 ),
    inference(sat_conversion,[],[f41566]) ).

cnf(s21986,plain,
    ( spl0_259
    | ~ spl0_457
    | ~ spl0_2448
    | spl0_2888 ),
    inference(sat_conversion,[],[f41575]) ).

cnf(s21987,plain,
    ( spl0_173
    | ~ spl0_457
    | ~ spl0_2528
    | spl0_3017 ),
    inference(sat_conversion,[],[f41578]) ).

cnf(s21990,plain,
    ( spl0_45
    | ~ spl0_457
    | ~ spl0_2661
    | spl0_2711 ),
    inference(sat_conversion,[],[f41591]) ).

cnf(s21991,plain,
    ( spl0_130
    | ~ spl0_457
    | ~ spl0_2569
    | spl0_2950 ),
    inference(sat_conversion,[],[f41594]) ).

cnf(s21993,plain,
    ( spl0_144
    | ~ spl0_457
    | ~ spl0_2558
    | spl0_2945 ),
    inference(sat_conversion,[],[f41607]) ).

cnf(s21995,plain,
    ( spl0_48
    | ~ spl0_457
    | ~ spl0_2677
    | spl0_2981 ),
    inference(sat_conversion,[],[f41617]) ).

cnf(s21996,plain,
    ( spl0_30
    | ~ spl0_457
    | ~ spl0_2672
    | spl0_2742 ),
    inference(sat_conversion,[],[f41622]) ).

cnf(s22001,plain,
    ( spl0_233
    | ~ spl0_457
    | ~ spl0_2479
    | spl0_2912 ),
    inference(sat_conversion,[],[f41653]) ).

cnf(s22003,plain,
    ( spl0_63
    | ~ spl0_457
    | ~ spl0_2637
    | spl0_2970 ),
    inference(sat_conversion,[],[f41672]) ).

cnf(s22004,plain,
    ( spl0_62
    | ~ spl0_457
    | ~ spl0_2647
    | spl0_2973 ),
    inference(sat_conversion,[],[f41675]) ).

cnf(s22008,plain,
    ( spl0_200
    | ~ spl0_457
    | ~ spl0_2506
    | spl0_2927 ),
    inference(sat_conversion,[],[f41696]) ).

cnf(s22010,plain,
    ( spl0_65
    | ~ spl0_457
    | ~ spl0_2635
    | ~ spl0_2636
    | spl0_3052 ),
    inference(sat_conversion,[],[f41715]) ).

cnf(s22011,plain,
    ( spl0_22
    | ~ spl0_457
    | ~ spl0_2687
    | spl0_2735 ),
    inference(sat_conversion,[],[f41721]) ).

cnf(s22012,plain,
    ( spl0_184
    | ~ spl0_457
    | ~ spl0_2538
    | spl0_2941 ),
    inference(sat_conversion,[],[f41727]) ).

cnf(s22013,plain,
    ( spl0_150
    | ~ spl0_457
    | ~ spl0_2586
    | spl0_3041 ),
    inference(sat_conversion,[],[f41733]) ).

cnf(s22014,plain,
    ( spl0_55
    | ~ spl0_457
    | ~ spl0_2641
    | spl0_2734 ),
    inference(sat_conversion,[],[f41739]) ).

cnf(s22015,plain,
    ( spl0_246
    | ~ spl0_457
    | ~ spl0_2459
    | spl0_2895 ),
    inference(sat_conversion,[],[f41745]) ).

cnf(s22016,plain,
    ( spl0_196
    | ~ spl0_457
    | ~ spl0_2512
    | spl0_2932 ),
    inference(sat_conversion,[],[f41751]) ).

cnf(s22017,plain,
    ( spl0_139
    | ~ spl0_457
    | ~ spl0_2560
    | spl0_3032 ),
    inference(sat_conversion,[],[f41754]) ).

cnf(s22018,plain,
    ( spl0_239
    | ~ spl0_457
    | ~ spl0_2473
    | spl0_2907 ),
    inference(sat_conversion,[],[f41761]) ).

cnf(s22019,plain,
    ( spl0_152
    | ~ spl0_457
    | ~ spl0_2552
    | ~ spl0_2583
    | ~ spl0_2586
    | spl0_3041 ),
    inference(sat_conversion,[],[f41777]) ).

cnf(s22020,plain,
    ( spl0_19
    | ~ spl0_457
    | ~ spl0_2690
    | spl0_2987 ),
    inference(sat_conversion,[],[f41783]) ).

cnf(s22021,plain,
    ( spl0_126
    | ~ spl0_457
    | ~ spl0_2571
    | spl0_2713 ),
    inference(sat_conversion,[],[f41789]) ).

cnf(s22022,plain,
    ( spl0_78
    | ~ spl0_457
    | ~ spl0_2616
    | ~ spl0_2622
    | spl0_2995 ),
    inference(sat_conversion,[],[f41800]) ).

cnf(s22024,plain,
    ( spl0_165
    | ~ spl0_457
    | ~ spl0_2655
    | spl0_2721 ),
    inference(sat_conversion,[],[f41811]) ).

cnf(s22026,plain,
    ( spl0_53
    | ~ spl0_457
    | ~ spl0_2643
    | ~ spl0_2644
    | spl0_2971 ),
    inference(sat_conversion,[],[f41827]) ).

cnf(s22027,plain,
    ( spl0_68
    | ~ spl0_457
    | ~ spl0_2631
    | spl0_2739 ),
    inference(sat_conversion,[],[f41833]) ).

cnf(s22030,plain,
    ( spl0_222
    | ~ spl0_457
    | ~ spl0_2492
    | spl0_2920 ),
    inference(sat_conversion,[],[f41856]) ).

cnf(s22031,plain,
    ( spl0_209
    | ~ spl0_457
    | ~ spl0_2503
    | spl0_3038 ),
    inference(sat_conversion,[],[f41859]) ).

cnf(s22032,plain,
    ( spl0_202
    | ~ spl0_457
    | ~ spl0_2508
    | spl0_2929 ),
    inference(sat_conversion,[],[f41866]) ).

cnf(s22033,plain,
    ( spl0_97
    | ~ spl0_457
    | ~ spl0_2600
    | spl0_2989 ),
    inference(sat_conversion,[],[f41872]) ).

cnf(s22034,plain,
    ( spl0_17
    | ~ spl0_457
    | ~ spl0_2691
    | spl0_2745 ),
    inference(sat_conversion,[],[f41877]) ).

cnf(s22035,plain,
    ( spl0_247
    | ~ spl0_457
    | ~ spl0_2460
    | spl0_2896 ),
    inference(sat_conversion,[],[f41882]) ).

cnf(s22036,plain,
    ( spl0_10
    | ~ spl0_457
    | ~ spl0_2699
    | spl0_2749 ),
    inference(sat_conversion,[],[f41888]) ).

cnf(s22038,plain,
    ( spl0_190
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2539
    | spl0_2942 ),
    inference(sat_conversion,[],[f41911]) ).

cnf(s22039,plain,
    ( spl0_100
    | ~ spl0_457
    | ~ spl0_2626
    | spl0_2968 ),
    inference(sat_conversion,[],[f41916]) ).

cnf(s22042,plain,
    ( spl0_39
    | ~ spl0_457
    | ~ spl0_2676
    | spl0_2980 ),
    inference(sat_conversion,[],[f41929]) ).

cnf(s22044,plain,
    ( spl0_26
    | ~ spl0_457
    | ~ spl0_2683
    | spl0_3048 ),
    inference(sat_conversion,[],[f41938]) ).

cnf(s22048,plain,
    ( spl0_191
    | ~ spl0_457
    | ~ spl0_2519
    | ~ spl0_2520
    | ~ spl0_2539
    | spl0_2942 ),
    inference(sat_conversion,[],[f41977]) ).

cnf(s22049,plain,
    ( spl0_86
    | ~ spl0_457
    | ~ spl0_2609
    | spl0_3049 ),
    inference(sat_conversion,[],[f41980]) ).

cnf(s22050,plain,
    ( spl0_75
    | ~ spl0_457
    | ~ spl0_2618
    | spl0_2712 ),
    inference(sat_conversion,[],[f41983]) ).

cnf(s22051,plain,
    ( spl0_31
    | ~ spl0_457
    | ~ spl0_2671
    | spl0_2738 ),
    inference(sat_conversion,[],[f41991]) ).

cnf(s22053,plain,
    ( spl0_183
    | ~ spl0_457
    | ~ spl0_2537
    | ~ spl0_2540
    | spl0_3027 ),
    inference(sat_conversion,[],[f42007]) ).

cnf(s22056,plain,
    ( spl0_208
    | ~ spl0_457
    | ~ spl0_2499
    | spl0_2925 ),
    inference(sat_conversion,[],[f42025]) ).

cnf(s22057,plain,
    ( spl0_161
    | ~ spl0_457
    | ~ spl0_2546
    | spl0_3021 ),
    inference(sat_conversion,[],[f42031]) ).

cnf(s22060,plain,
    ( spl0_220
    | ~ spl0_457
    | ~ spl0_2488
    | ~ spl0_2489
    | ~ spl0_2490
    | spl0_2918 ),
    inference(sat_conversion,[],[f42061]) ).

cnf(s22061,plain,
    ( spl0_20
    | ~ spl0_457
    | ~ spl0_2689
    | ~ spl0_2690
    | spl0_2987 ),
    inference(sat_conversion,[],[f42072]) ).

cnf(s22062,plain,
    ( spl0_225
    | ~ spl0_457
    | ~ spl0_2484
    | spl0_3035 ),
    inference(sat_conversion,[],[f42078]) ).

cnf(s22064,plain,
    ( spl0_60
    | ~ spl0_457
    | ~ spl0_2656
    | spl0_3055 ),
    inference(sat_conversion,[],[f42093]) ).

cnf(s22065,plain,
    ( spl0_90
    | ~ spl0_457
    | ~ spl0_2605
    | spl0_2733 ),
    inference(sat_conversion,[],[f42097]) ).

cnf(s22068,plain,
    ( spl0_89
    | ~ spl0_457
    | ~ spl0_2607
    | spl0_2961 ),
    inference(sat_conversion,[],[f42111]) ).

cnf(s22070,plain,
    ( spl0_186
    | ~ spl0_457
    | ~ spl0_2516
    | ~ spl0_2517
    | ~ spl0_2538
    | spl0_2941 ),
    inference(sat_conversion,[],[f42133]) ).

cnf(s22071,plain,
    ( spl0_38
    | ~ spl0_457
    | ~ spl0_2675
    | spl0_2979 ),
    inference(sat_conversion,[],[f42138]) ).

cnf(s22073,plain,
    ( spl0_198
    | ~ spl0_457
    | ~ spl0_2514
    | spl0_2934 ),
    inference(sat_conversion,[],[f42152]) ).

cnf(s22075,plain,
    ( spl0_207
    | ~ spl0_457
    | ~ spl0_2498
    | spl0_2924 ),
    inference(sat_conversion,[],[f42159]) ).

cnf(s22076,plain,
    ( spl0_194
    | ~ spl0_457
    | ~ spl0_2515
    | spl0_3042 ),
    inference(sat_conversion,[],[f42162]) ).

cnf(s22078,plain,
    ( spl0_120
    | ~ spl0_457
    | ~ spl0_2575
    | ~ spl0_2587
    | spl0_2729 ),
    inference(sat_conversion,[],[f42181]) ).

cnf(s22082,plain,
    ( spl0_107
    | ~ spl0_457
    | ~ spl0_2654
    | spl0_2991 ),
    inference(sat_conversion,[],[f42205]) ).

cnf(s22083,plain,
    ( spl0_14
    | ~ spl0_457
    | ~ spl0_2695
    | spl0_2748 ),
    inference(sat_conversion,[],[f42211]) ).

cnf(s22084,plain,
    ( spl0_113
    | ~ spl0_457
    | ~ spl0_2593
    | spl0_2731 ),
    inference(sat_conversion,[],[f42215]) ).

cnf(s22085,plain,
    ( spl0_136
    | ~ spl0_457
    | ~ spl0_2563
    | spl0_2993 ),
    inference(sat_conversion,[],[f42222]) ).

cnf(s22087,plain,
    ( spl0_93
    | ~ spl0_457
    | ~ spl0_2625
    | spl0_2967 ),
    inference(sat_conversion,[],[f42235]) ).

cnf(s22088,plain,
    ( spl0_35
    | ~ spl0_457
    | ~ spl0_2669
    | ~ spl0_2670
    | spl0_2741 ),
    inference(sat_conversion,[],[f42246]) ).

cnf(s22089,plain,
    ( spl0_21
    | ~ spl0_457
    | ~ spl0_2688
    | spl0_2747 ),
    inference(sat_conversion,[],[f42252]) ).

cnf(s22092,plain,
    ( spl0_112
    | ~ spl0_457
    | ~ spl0_2594
    | spl0_3020 ),
    inference(sat_conversion,[],[f42271]) ).

cnf(s22098,plain,
    ( spl0_98
    | ~ spl0_457
    | ~ spl0_2599
    | spl0_2726 ),
    inference(sat_conversion,[],[f42312]) ).

cnf(s22101,plain,
    ( spl0_85
    | ~ spl0_457
    | ~ spl0_2610
    | spl0_2962 ),
    inference(sat_conversion,[],[f42327]) ).

cnf(s22103,plain,
    ( spl0_54
    | ~ spl0_457
    | ~ spl0_2642
    | ~ spl0_2643
    | ~ spl0_2644
    | spl0_2971 ),
    inference(sat_conversion,[],[f42351]) ).

cnf(s22104,plain,
    ( spl0_133
    | ~ spl0_457
    | ~ spl0_2565
    | ~ spl0_2566
    | ~ spl0_2567
    | ~ spl0_2569
    | spl0_2950 ),
    inference(sat_conversion,[],[f42372]) ).

cnf(s22107,plain,
    ( spl0_52
    | ~ spl0_457
    | ~ spl0_2644
    | spl0_2971 ),
    inference(sat_conversion,[],[f42399]) ).

cnf(s22112,plain,
    ( spl0_69
    | ~ spl0_457
    | ~ spl0_2631
    | ~ spl0_2632
    | spl0_2739 ),
    inference(sat_conversion,[],[f42440]) ).

cnf(s22116,plain,
    ( spl0_141
    | ~ spl0_457
    | ~ spl0_2581
    | spl0_2952 ),
    inference(sat_conversion,[],[f42467]) ).

cnf(s22121,plain,
    ( spl0_163
    | ~ spl0_457
    | ~ spl0_2544
    | spl0_2943 ),
    inference(sat_conversion,[],[f42505]) ).

cnf(s22122,plain,
    ( spl0_80
    | ~ spl0_457
    | ~ spl0_2615
    | ~ spl0_2623
    | spl0_2965 ),
    inference(sat_conversion,[],[f42518]) ).

cnf(s22125,plain,
    ( spl0_145
    | ~ spl0_457
    | ~ spl0_2557
    | spl0_3043 ),
    inference(sat_conversion,[],[f42543]) ).

cnf(s22126,plain,
    ( spl0_29
    | ~ spl0_457
    | ~ spl0_2682
    | spl0_2986 ),
    inference(sat_conversion,[],[f42549]) ).

cnf(s22130,plain,
    ( spl0_111
    | ~ spl0_457
    | ~ spl0_2651
    | spl0_2974 ),
    inference(sat_conversion,[],[f42574]) ).

cnf(s22135,plain,
    ( spl0_42
    | ~ spl0_457
    | ~ spl0_2664
    | ~ spl0_2665
    | spl0_2740 ),
    inference(sat_conversion,[],[f42605]) ).

cnf(s22136,plain,
    ( spl0_71
    | ~ spl0_457
    | ~ spl0_2620
    | ~ spl0_2630
    | ~ spl0_2631
    | ~ spl0_2632
    | spl0_2739 ),
    inference(sat_conversion,[],[f42626]) ).

cnf(s22137,plain,
    ( spl0_56
    | ~ spl0_457
    | ~ spl0_2640
    | ~ spl0_2641
    | spl0_2734 ),
    inference(sat_conversion,[],[f42637]) ).

cnf(s22138,plain,
    ( spl0_121
    | ~ spl0_457
    | ~ spl0_2574
    | ~ spl0_2575
    | ~ spl0_2587
    | spl0_2729 ),
    inference(sat_conversion,[],[f42653]) ).

cnf(s22139,plain,
    ( spl0_140
    | ~ spl0_457
    | ~ spl0_2580
    | spl0_2951 ),
    inference(sat_conversion,[],[f42659]) ).

cnf(s22140,plain,
    ( spl0_87
    | ~ spl0_457
    | ~ spl0_2608
    | ~ spl0_2609
    | spl0_3049 ),
    inference(sat_conversion,[],[f42670]) ).

cnf(s22141,plain,
    ( spl0_77
    | ~ spl0_457
    | ~ spl0_2616
    | spl0_2995 ),
    inference(sat_conversion,[],[f42676]) ).

cnf(s22142,plain,
    ( spl0_118
    | ~ spl0_457
    | ~ spl0_2589
    | spl0_2956 ),
    inference(sat_conversion,[],[f42682]) ).

cnf(s22143,plain,
    ( spl0_135
    | ~ spl0_457
    | ~ spl0_2568
    | spl0_2946 ),
    inference(sat_conversion,[],[f42688]) ).

cnf(s22144,plain,
    ( spl0_105
    | ~ spl0_457
    | ~ spl0_2597
    | ~ spl0_2648
    | ~ spl0_2658
    | spl0_2730 ),
    inference(sat_conversion,[],[f42704]) ).

cnf(s22145,plain,
    ( spl0_137
    | ~ spl0_457
    | ~ spl0_2562
    | spl0_3001 ),
    inference(sat_conversion,[],[f42710]) ).

cnf(s22825,plain,
    ( spl0_423
    | ~ spl0_457
    | ~ spl0_2301
    | spl0_2782 ),
    inference(sat_conversion,[],[f43235]) ).

cnf(s22826,plain,
    ( spl0_423
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43236]) ).

cnf(s22828,plain,
    ( spl0_252
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43239]) ).

cnf(s22831,plain,
    ( spl0_180
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43243]) ).

cnf(s22834,plain,
    ( spl0_410
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43246]) ).

cnf(s22835,plain,
    ( spl0_410
    | ~ spl0_457
    | ~ spl0_2288
    | spl0_2769 ),
    inference(sat_conversion,[],[f43247]) ).

cnf(s22836,plain,
    ( spl0_284
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43251]) ).

cnf(s22838,plain,
    ( spl0_284
    | ~ spl0_457
    | ~ spl0_2424
    | spl0_2871 ),
    inference(sat_conversion,[],[f43252]) ).

cnf(s22840,plain,
    ( spl0_106
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43259]) ).

cnf(s22843,plain,
    ( spl0_408
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43262]) ).

cnf(s22844,plain,
    ( spl0_408
    | ~ spl0_457
    | ~ spl0_2286
    | spl0_2767 ),
    inference(sat_conversion,[],[f43263]) ).

cnf(s22846,plain,
    ( spl0_217
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43267]) ).

cnf(s22850,plain,
    ( spl0_312
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43270]) ).

cnf(s22852,plain,
    ( spl0_380
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43274]) ).

cnf(s22854,plain,
    ( spl0_380
    | ~ spl0_457
    | ~ spl0_2320
    | spl0_2798 ),
    inference(sat_conversion,[],[f43275]) ).

cnf(s22856,plain,
    ( spl0_178
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43279]) ).

cnf(s22860,plain,
    ( spl0_306
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43283]) ).

cnf(s22864,plain,
    ( spl0_42
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43288]) ).

cnf(s22867,plain,
    ( spl0_349
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43291]) ).

cnf(s22868,plain,
    ( spl0_349
    | ~ spl0_457
    | ~ spl0_2360
    | spl0_3000 ),
    inference(sat_conversion,[],[f43292]) ).

cnf(s22869,plain,
    ( spl0_219
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43297]) ).

cnf(s22871,plain,
    ( spl0_219
    | ~ spl0_457
    | ~ spl0_2488
    | ~ spl0_2489
    | spl0_2918 ),
    inference(sat_conversion,[],[f43298]) ).

cnf(s22873,plain,
    ( spl0_131
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43303]) ).

cnf(s22877,plain,
    ( spl0_89
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43306]) ).

cnf(s22880,plain,
    ( spl0_174
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43311]) ).

cnf(s22883,plain,
    ( spl0_411
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43314]) ).

cnf(s22884,plain,
    ( spl0_411
    | ~ spl0_457
    | ~ spl0_2289
    | spl0_2770 ),
    inference(sat_conversion,[],[f43315]) ).

cnf(s22886,plain,
    ( spl0_11
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43319]) ).

cnf(s22890,plain,
    ( spl0_88
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43325]) ).

cnf(s22893,plain,
    ( spl0_365
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43328]) ).

cnf(s22894,plain,
    ( spl0_365
    | ~ spl0_457
    | ~ spl0_2336
    | spl0_2812 ),
    inference(sat_conversion,[],[f43329]) ).

cnf(s22896,plain,
    ( spl0_128
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43333]) ).

cnf(s22900,plain,
    ( spl0_175
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43339]) ).

cnf(s22904,plain,
    ( spl0_39
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43343]) ).

cnf(s22908,plain,
    ( spl0_56
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43348]) ).

cnf(s22912,plain,
    ( spl0_139
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43351]) ).

cnf(s22915,plain,
    ( spl0_183
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43356]) ).

cnf(s22919,plain,
    ( spl0_86
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43359]) ).

cnf(s22922,plain,
    ( spl0_331
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43362]) ).

cnf(s22925,plain,
    ( spl0_36
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43368]) ).

cnf(s22929,plain,
    ( spl0_204
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43371]) ).

cnf(s22932,plain,
    ( spl0_170
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43375]) ).

cnf(s22936,plain,
    ( spl0_119
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43379]) ).

cnf(s22940,plain,
    ( spl0_355
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43382]) ).

cnf(s22942,plain,
    ( spl0_398
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43386]) ).

cnf(s22944,plain,
    ( spl0_398
    | ~ spl0_457
    | ~ spl0_2308
    | spl0_2788 ),
    inference(sat_conversion,[],[f43387]) ).

cnf(s22946,plain,
    ( spl0_117
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43391]) ).

cnf(s22950,plain,
    ( spl0_50
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43395]) ).

cnf(s22953,plain,
    ( spl0_413
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43399]) ).

cnf(s22955,plain,
    ( spl0_413
    | ~ spl0_457
    | ~ spl0_2291
    | spl0_2772 ),
    inference(sat_conversion,[],[f43400]) ).

cnf(s22956,plain,
    ( spl0_421
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43403]) ).

cnf(s22957,plain,
    ( spl0_421
    | ~ spl0_457
    | ~ spl0_2299
    | spl0_2780 ),
    inference(sat_conversion,[],[f43404]) ).

cnf(s22959,plain,
    ( spl0_198
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43408]) ).

cnf(s22962,plain,
    ( spl0_286
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43411]) ).

cnf(s22963,plain,
    ( spl0_286
    | ~ spl0_457
    | ~ spl0_2426
    | spl0_2873 ),
    inference(sat_conversion,[],[f43412]) ).

cnf(s22965,plain,
    ( spl0_177
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43416]) ).

cnf(s22969,plain,
    ( spl0_138
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43420]) ).

cnf(s22973,plain,
    ( spl0_127
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43423]) ).

cnf(s22975,plain,
    ( spl0_395
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43426]) ).

cnf(s22976,plain,
    ( spl0_395
    | ~ spl0_457
    | ~ spl0_2305
    | spl0_2785 ),
    inference(sat_conversion,[],[f43427]) ).

cnf(s22978,plain,
    ( spl0_253
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43431]) ).

cnf(s22982,plain,
    ( spl0_143
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43434]) ).

cnf(s22985,plain,
    ( spl0_23
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43438]) ).

cnf(s22989,plain,
    ( spl0_186
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43444]) ).

cnf(s22993,plain,
    ( spl0_197
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43448]) ).

cnf(s22996,plain,
    ( spl0_390
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43452]) ).

cnf(s22998,plain,
    ( spl0_390
    | ~ spl0_457
    | ~ spl0_2330
    | spl0_2808 ),
    inference(sat_conversion,[],[f43453]) ).

cnf(s23000,plain,
    ( spl0_6
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43459]) ).

cnf(s23002,plain,
    ( spl0_422
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43462]) ).

cnf(s23003,plain,
    ( spl0_422
    | ~ spl0_457
    | ~ spl0_2300
    | spl0_2781 ),
    inference(sat_conversion,[],[f43463]) ).

cnf(s23005,plain,
    ( spl0_291
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43466]) ).

cnf(s23008,plain,
    ( spl0_98
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43469]) ).

cnf(s23010,plain,
    ( spl0_372
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43472]) ).

cnf(s23011,plain,
    ( spl0_372
    | ~ spl0_457
    | ~ spl0_2343
    | spl0_2819 ),
    inference(sat_conversion,[],[f43473]) ).

cnf(s23012,plain,
    ( spl0_293
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43477]) ).

cnf(s23014,plain,
    ( spl0_293
    | ~ spl0_457
    | ~ spl0_2417
    | spl0_2866 ),
    inference(sat_conversion,[],[f43478]) ).

cnf(s23016,plain,
    ( spl0_282
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43481]) ).

cnf(s23019,plain,
    ( spl0_289
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43486]) ).

cnf(s23023,plain,
    ( spl0_189
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43489]) ).

cnf(s23026,plain,
    ( spl0_65
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43494]) ).

cnf(s23030,plain,
    ( spl0_277
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43497]) ).

cnf(s23032,plain,
    ( spl0_318
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43502]) ).

cnf(s23034,plain,
    ( spl0_318
    | ~ spl0_457
    | ~ spl0_2396
    | ~ spl0_2397
    | spl0_2853 ),
    inference(sat_conversion,[],[f43503]) ).

cnf(s23036,plain,
    ( spl0_147
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43507]) ).

cnf(s23039,plain,
    ( spl0_379
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43510]) ).

cnf(s23040,plain,
    ( spl0_379
    | ~ spl0_457
    | ~ spl0_2319
    | spl0_2797 ),
    inference(sat_conversion,[],[f43511]) ).

cnf(s23041,plain,
    ( spl0_393
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43514]) ).

cnf(s23042,plain,
    ( spl0_393
    | ~ spl0_457
    | ~ spl0_2303
    | spl0_2783 ),
    inference(sat_conversion,[],[f43515]) ).

cnf(s23044,plain,
    ( spl0_357
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43519]) ).

cnf(s23048,plain,
    ( spl0_159
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43523]) ).

cnf(s23052,plain,
    ( spl0_49
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43527]) ).

cnf(s23055,plain,
    ( spl0_260
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43530]) ).

cnf(s23056,plain,
    ( spl0_260
    | ~ spl0_457
    | ~ spl0_2449
    | spl0_2889 ),
    inference(sat_conversion,[],[f43531]) ).

cnf(s23057,plain,
    ( spl0_274
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43534]) ).

cnf(s23058,plain,
    ( spl0_274
    | ~ spl0_457
    | ~ spl0_2438
    | spl0_2883 ),
    inference(sat_conversion,[],[f43535]) ).

cnf(s23060,plain,
    ( spl0_59
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43539]) ).

cnf(s23064,plain,
    ( spl0_265
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43544]) ).

cnf(s23068,plain,
    ( spl0_82
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43551]) ).

cnf(s23072,plain,
    ( spl0_239
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43555]) ).

cnf(s23075,plain,
    ( spl0_392
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43558]) ).

cnf(s23076,plain,
    ( spl0_392
    | ~ spl0_457
    | ~ spl0_2317
    | spl0_2998 ),
    inference(sat_conversion,[],[f43559]) ).

cnf(s23077,plain,
    ( spl0_386
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43562]) ).

cnf(s23078,plain,
    ( spl0_386
    | ~ spl0_457
    | ~ spl0_2326
    | spl0_2804 ),
    inference(sat_conversion,[],[f43563]) ).

cnf(s23080,plain,
    ( spl0_80
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43568]) ).

cnf(s23083,plain,
    ( spl0_193
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43572]) ).

cnf(s23085,plain,
    ( spl0_193
    | ~ spl0_457
    | ~ spl0_2521
    | spl0_2935 ),
    inference(sat_conversion,[],[f43573]) ).

cnf(s23087,plain,
    ( spl0_231
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43577]) ).

cnf(s23090,plain,
    ( spl0_368
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43580]) ).

cnf(s23091,plain,
    ( spl0_368
    | ~ spl0_457
    | ~ spl0_2339
    | spl0_2815 ),
    inference(sat_conversion,[],[f43581]) ).

cnf(s23093,plain,
    ( spl0_48
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43585]) ).

cnf(s23096,plain,
    ( spl0_295
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43588]) ).

cnf(s23097,plain,
    ( spl0_295
    | ~ spl0_457
    | ~ spl0_2414
    | spl0_3014 ),
    inference(sat_conversion,[],[f43589]) ).

cnf(s23099,plain,
    ( spl0_191
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43595]) ).

cnf(s23102,plain,
    ( spl0_399
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43598]) ).

cnf(s23103,plain,
    ( spl0_399
    | ~ spl0_457
    | ~ spl0_2309
    | spl0_2789 ),
    inference(sat_conversion,[],[f43599]) ).

cnf(s23105,plain,
    ( spl0_118
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43603]) ).

cnf(s23108,plain,
    ( spl0_317
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43606]) ).

cnf(s23109,plain,
    ( spl0_317
    | ~ spl0_457
    | ~ spl0_2396
    | spl0_2853 ),
    inference(sat_conversion,[],[f43607]) ).

cnf(s23111,plain,
    ( spl0_150
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43611]) ).

cnf(s23115,plain,
    ( spl0_12
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43614]) ).

cnf(s23118,plain,
    ( spl0_79
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43618]) ).

cnf(s23122,plain,
    ( spl0_95
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43622]) ).

cnf(s23126,plain,
    ( spl0_14
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43626]) ).

cnf(s23130,plain,
    ( spl0_169
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43631]) ).

cnf(s23134,plain,
    ( spl0_341
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43636]) ).

cnf(s23138,plain,
    ( spl0_208
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43640]) ).

cnf(s23142,plain,
    ( spl0_25
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43644]) ).

cnf(s23146,plain,
    ( spl0_360
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43649]) ).

cnf(s23149,plain,
    ( spl0_415
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43652]) ).

cnf(s23150,plain,
    ( spl0_415
    | ~ spl0_457
    | ~ spl0_2293
    | spl0_2774 ),
    inference(sat_conversion,[],[f43653]) ).

cnf(s23151,plain,
    ( spl0_412
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43657]) ).

cnf(s23153,plain,
    ( spl0_412
    | ~ spl0_457
    | ~ spl0_2290
    | spl0_2771 ),
    inference(sat_conversion,[],[f43658]) ).

cnf(s23155,plain,
    ( spl0_134
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43666]) ).

cnf(s23158,plain,
    ( spl0_350
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43669]) ).

cnf(s23159,plain,
    ( spl0_350
    | ~ spl0_457
    | ~ spl0_2357
    | spl0_2829 ),
    inference(sat_conversion,[],[f43670]) ).

cnf(s23161,plain,
    ( spl0_55
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43674]) ).

cnf(s23165,plain,
    ( spl0_161
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43678]) ).

cnf(s23168,plain,
    ( spl0_338
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43681]) ).

cnf(s23169,plain,
    ( spl0_338
    | ~ spl0_457
    | ~ spl0_2376
    | spl0_2839 ),
    inference(sat_conversion,[],[f43682]) ).

cnf(s23171,plain,
    ( spl0_68
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43686]) ).

cnf(s23175,plain,
    ( spl0_396
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43689]) ).

cnf(s23177,plain,
    ( spl0_285
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43693]) ).

cnf(s23179,plain,
    ( spl0_285
    | ~ spl0_457
    | ~ spl0_2425
    | spl0_2872 ),
    inference(sat_conversion,[],[f43694]) ).

cnf(s23181,plain,
    ( spl0_77
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43698]) ).

cnf(s23184,plain,
    ( spl0_271
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43701]) ).

cnf(s23185,plain,
    ( spl0_271
    | ~ spl0_457
    | ~ spl0_2435
    | spl0_2880 ),
    inference(sat_conversion,[],[f43702]) ).

cnf(s23186,plain,
    ( spl0_292
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43706]) ).

cnf(s23188,plain,
    ( spl0_292
    | ~ spl0_457
    | ~ spl0_2416
    | spl0_2865 ),
    inference(sat_conversion,[],[f43707]) ).

cnf(s23190,plain,
    ( spl0_84
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43712]) ).

cnf(s23193,plain,
    ( spl0_382
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43716]) ).

cnf(s23195,plain,
    ( spl0_382
    | ~ spl0_457
    | ~ spl0_2322
    | spl0_2800 ),
    inference(sat_conversion,[],[f43717]) ).

cnf(s23197,plain,
    ( spl0_109
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43723]) ).

cnf(s23200,plain,
    ( spl0_325
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43726]) ).

cnf(s23201,plain,
    ( spl0_325
    | ~ spl0_457
    | ~ spl0_2382
    | spl0_2843 ),
    inference(sat_conversion,[],[f43727]) ).

cnf(s23202,plain,
    ( spl0_288
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43730]) ).

cnf(s23203,plain,
    ( spl0_288
    | ~ spl0_457
    | ~ spl0_2428
    | spl0_2875 ),
    inference(sat_conversion,[],[f43731]) ).

cnf(s23204,plain,
    ( spl0_267
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43735]) ).

cnf(s23206,plain,
    ( spl0_267
    | ~ spl0_457
    | ~ spl0_2431
    | spl0_2876 ),
    inference(sat_conversion,[],[f43736]) ).

cnf(s23207,plain,
    ( spl0_294
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43741]) ).

cnf(s23209,plain,
    ( spl0_294
    | ~ spl0_457
    | ~ spl0_2417
    | ~ spl0_2418
    | spl0_2866 ),
    inference(sat_conversion,[],[f43742]) ).

cnf(s23210,plain,
    ( spl0_388
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43746]) ).

cnf(s23212,plain,
    ( spl0_388
    | ~ spl0_457
    | ~ spl0_2328
    | spl0_2806 ),
    inference(sat_conversion,[],[f43747]) ).

cnf(s23214,plain,
    ( spl0_190
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43752]) ).

cnf(s23217,plain,
    ( spl0_345
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43756]) ).

cnf(s23219,plain,
    ( spl0_345
    | ~ spl0_457
    | ~ spl0_2364
    | spl0_2718 ),
    inference(sat_conversion,[],[f43757]) ).

cnf(s23220,plain,
    ( spl0_354
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43761]) ).

cnf(s23222,plain,
    ( spl0_354
    | ~ spl0_457
    | ~ spl0_2349
    | spl0_2823 ),
    inference(sat_conversion,[],[f43762]) ).

cnf(s23224,plain,
    ( spl0_297
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43766]) ).

cnf(s23228,plain,
    ( spl0_62
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43769]) ).

cnf(s23231,plain,
    ( spl0_63
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43773]) ).

cnf(s23234,plain,
    ( spl0_407
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43777]) ).

cnf(s23236,plain,
    ( spl0_407
    | ~ spl0_457
    | ~ spl0_2302
    | spl0_3002 ),
    inference(sat_conversion,[],[f43778]) ).

cnf(s23238,plain,
    ( spl0_126
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43782]) ).

cnf(s23242,plain,
    ( spl0_378
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43786]) ).

cnf(s23246,plain,
    ( spl0_352
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43791]) ).

cnf(s23250,plain,
    ( spl0_70
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43797]) ).

cnf(s23254,plain,
    ( spl0_129
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43801]) ).

cnf(s23258,plain,
    ( spl0_181
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43806]) ).

cnf(s23261,plain,
    ( spl0_367
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43809]) ).

cnf(s23262,plain,
    ( spl0_367
    | ~ spl0_457
    | ~ spl0_2338
    | spl0_2814 ),
    inference(sat_conversion,[],[f43810]) ).

cnf(s23264,plain,
    ( spl0_188
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43815]) ).

cnf(s23268,plain,
    ( spl0_167
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43819]) ).

cnf(s23271,plain,
    ( spl0_404
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43822]) ).

cnf(s23272,plain,
    ( spl0_404
    | ~ spl0_457
    | ~ spl0_2314
    | spl0_2794 ),
    inference(sat_conversion,[],[f43823]) ).

cnf(s23274,plain,
    ( spl0_115
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43827]) ).

cnf(s23278,plain,
    ( spl0_340
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43830]) ).

cnf(s23281,plain,
    ( spl0_53
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43835]) ).

cnf(s23285,plain,
    ( spl0_324
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43838]) ).

cnf(s23288,plain,
    ( spl0_72
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43842]) ).

cnf(s23291,plain,
    ( spl0_400
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43845]) ).

cnf(s23292,plain,
    ( spl0_400
    | ~ spl0_457
    | ~ spl0_2310
    | spl0_2790 ),
    inference(sat_conversion,[],[f43846]) ).

cnf(s23294,plain,
    ( spl0_236
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43850]) ).

cnf(s23297,plain,
    ( spl0_330
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43853]) ).

cnf(s23298,plain,
    ( spl0_330
    | ~ spl0_457
    | ~ spl0_2368
    | spl0_2831 ),
    inference(sat_conversion,[],[f43854]) ).

cnf(s23299,plain,
    ( spl0_334
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43858]) ).

cnf(s23301,plain,
    ( spl0_334
    | ~ spl0_457
    | ~ spl0_2372
    | spl0_2835 ),
    inference(sat_conversion,[],[f43859]) ).

cnf(s23302,plain,
    ( spl0_257
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43862]) ).

cnf(s23303,plain,
    ( spl0_257
    | ~ spl0_457
    | ~ spl0_2452
    | spl0_3030 ),
    inference(sat_conversion,[],[f43863]) ).

cnf(s23305,plain,
    ( spl0_110
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43867]) ).

cnf(s23309,plain,
    ( spl0_269
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43870]) ).

cnf(s23312,plain,
    ( spl0_16
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43875]) ).

cnf(s23316,plain,
    ( spl0_76
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43879]) ).

cnf(s23319,plain,
    ( spl0_332
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43883]) ).

cnf(s23321,plain,
    ( spl0_332
    | ~ spl0_457
    | ~ spl0_2370
    | spl0_2833 ),
    inference(sat_conversion,[],[f43884]) ).

cnf(s23322,plain,
    ( spl0_419
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43887]) ).

cnf(s23323,plain,
    ( spl0_419
    | ~ spl0_457
    | ~ spl0_2297
    | spl0_2778 ),
    inference(sat_conversion,[],[f43888]) ).

cnf(s23325,plain,
    ( spl0_202
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43892]) ).

cnf(s23328,plain,
    ( spl0_296
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43896]) ).

cnf(s23330,plain,
    ( spl0_296
    | ~ spl0_457
    | ~ spl0_2408
    | spl0_2859 ),
    inference(sat_conversion,[],[f43897]) ).

cnf(s23332,plain,
    ( spl0_281
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43900]) ).

cnf(s23335,plain,
    ( spl0_234
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43903]) ).

cnf(s23337,plain,
    ( spl0_300
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43907]) ).

cnf(s23339,plain,
    ( spl0_300
    | ~ spl0_457
    | ~ spl0_2412
    | spl0_2863 ),
    inference(sat_conversion,[],[f43908]) ).

cnf(s23340,plain,
    ( spl0_353
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43911]) ).

cnf(s23341,plain,
    ( spl0_353
    | ~ spl0_457
    | ~ spl0_2356
    | spl0_3046 ),
    inference(sat_conversion,[],[f43912]) ).

cnf(s23343,plain,
    ( spl0_31
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43916]) ).

cnf(s23347,plain,
    ( spl0_275
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43920]) ).

cnf(s23350,plain,
    ( spl0_348
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43925]) ).

cnf(s23352,plain,
    ( spl0_348
    | ~ spl0_457
    | ~ spl0_2361
    | ~ spl0_2362
    | spl0_2999 ),
    inference(sat_conversion,[],[f43926]) ).

cnf(s23354,plain,
    ( spl0_18
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43931]) ).

cnf(s23358,plain,
    ( spl0_163
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43934]) ).

cnf(s23361,plain,
    ( spl0_240
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43938]) ).

cnf(s23364,plain,
    ( spl0_314
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43941]) ).

cnf(s23365,plain,
    ( spl0_314
    | ~ spl0_457
    | ~ spl0_2393
    | spl0_2850 ),
    inference(sat_conversion,[],[f43942]) ).

cnf(s23367,plain,
    ( spl0_35
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43947]) ).

cnf(s23371,plain,
    ( spl0_52
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43950]) ).

cnf(s23374,plain,
    ( spl0_230
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43954]) ).

cnf(s23378,plain,
    ( spl0_385
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43957]) ).

cnf(s23381,plain,
    ( spl0_73
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43960]) ).

cnf(s23384,plain,
    ( spl0_225
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43964]) ).

cnf(s23388,plain,
    ( spl0_327
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43968]) ).

cnf(s23392,plain,
    ( spl0_44
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43973]) ).

cnf(s23396,plain,
    ( spl0_256
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43978]) ).

cnf(s23399,plain,
    ( spl0_361
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43981]) ).

cnf(s23400,plain,
    ( spl0_361
    | ~ spl0_457
    | ~ spl0_2348
    | spl0_3012 ),
    inference(sat_conversion,[],[f43982]) ).

cnf(s23401,plain,
    ( spl0_414
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43985]) ).

cnf(s23402,plain,
    ( spl0_414
    | ~ spl0_457
    | ~ spl0_2292
    | spl0_2773 ),
    inference(sat_conversion,[],[f43986]) ).

cnf(s23404,plain,
    ( spl0_220
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43992]) ).

cnf(s23407,plain,
    ( spl0_308
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f43997]) ).

cnf(s23409,plain,
    ( spl0_308
    | ~ spl0_457
    | ~ spl0_2405
    | ~ spl0_2406
    | spl0_2858 ),
    inference(sat_conversion,[],[f43998]) ).

cnf(s23411,plain,
    ( spl0_141
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44002]) ).

cnf(s23415,plain,
    ( spl0_22
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44006]) ).

cnf(s23419,plain,
    ( spl0_369
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44009]) ).

cnf(s23422,plain,
    ( spl0_194
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44012]) ).

cnf(s23424,plain,
    ( spl0_405
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44016]) ).

cnf(s23426,plain,
    ( spl0_405
    | ~ spl0_457
    | ~ spl0_2315
    | spl0_2795 ),
    inference(sat_conversion,[],[f44017]) ).

cnf(s23428,plain,
    ( spl0_298
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44021]) ).

cnf(s23432,plain,
    ( spl0_249
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44025]) ).

cnf(s23436,plain,
    ( spl0_343
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44028]) ).

cnf(s23439,plain,
    ( spl0_263
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44032]) ).

cnf(s23443,plain,
    ( spl0_26
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44036]) ).

cnf(s23447,plain,
    ( spl0_346
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44039]) ).

cnf(s23450,plain,
    ( spl0_75
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44042]) ).

cnf(s23453,plain,
    ( spl0_254
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44045]) ).

cnf(s23456,plain,
    ( spl0_210
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44050]) ).

cnf(s23460,plain,
    ( spl0_85
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44054]) ).

cnf(s23464,plain,
    ( spl0_151
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44059]) ).

cnf(s23467,plain,
    ( spl0_216
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44062]) ).

cnf(s23468,plain,
    ( spl0_216
    | ~ spl0_457
    | ~ spl0_2486
    | spl0_2916 ),
    inference(sat_conversion,[],[f44063]) ).

cnf(s23470,plain,
    ( spl0_58
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44067]) ).

cnf(s23474,plain,
    ( spl0_173
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44070]) ).

cnf(s23477,plain,
    ( spl0_74
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44073]) ).

cnf(s23480,plain,
    ( spl0_92
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44077]) ).

cnf(s23483,plain,
    ( spl0_310
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44082]) ).

cnf(s23485,plain,
    ( spl0_310
    | ~ spl0_457
    | ~ spl0_2399
    | ~ spl0_2400
    | spl0_3019 ),
    inference(sat_conversion,[],[f44083]) ).

cnf(s23487,plain,
    ( spl0_32
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44086]) ).

cnf(s23489,plain,
    ( spl0_238
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44089]) ).

cnf(s23490,plain,
    ( spl0_238
    | ~ spl0_457
    | ~ spl0_2472
    | spl0_2906 ),
    inference(sat_conversion,[],[f44090]) ).

cnf(s23491,plain,
    ( spl0_359
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44094]) ).

cnf(s23493,plain,
    ( spl0_359
    | ~ spl0_457
    | ~ spl0_2354
    | spl0_2828 ),
    inference(sat_conversion,[],[f44095]) ).

cnf(s23495,plain,
    ( spl0_69
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44100]) ).

cnf(s23499,plain,
    ( spl0_247
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44103]) ).

cnf(s23502,plain,
    ( spl0_221
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44106]) ).

cnf(s23505,plain,
    ( spl0_196
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44110]) ).

cnf(s23509,plain,
    ( spl0_262
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44115]) ).

cnf(s23513,plain,
    ( spl0_152
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44121]) ).

cnf(s23517,plain,
    ( spl0_406
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44126]) ).

cnf(s23520,plain,
    ( spl0_243
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44129]) ).

cnf(s23521,plain,
    ( spl0_243
    | ~ spl0_457
    | ~ spl0_2467
    | spl0_2902 ),
    inference(sat_conversion,[],[f44130]) ).

cnf(s23523,plain,
    ( spl0_7
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44136]) ).

cnf(s23525,plain,
    ( spl0_21
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44140]) ).

cnf(s23530,plain,
    ( spl0_8
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44148]) ).

cnf(s23533,plain,
    ( spl0_218
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44151]) ).

cnf(s23535,plain,
    ( spl0_329
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44155]) ).

cnf(s23537,plain,
    ( spl0_329
    | ~ spl0_457
    | ~ spl0_2380
    | spl0_3044 ),
    inference(sat_conversion,[],[f44156]) ).

cnf(s23539,plain,
    ( spl0_132
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44162]) ).

cnf(s23542,plain,
    ( spl0_211
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44168]) ).

cnf(s23544,plain,
    ( spl0_211
    | ~ spl0_457
    | ~ spl0_2500
    | ~ spl0_2501
    | ~ spl0_2503
    | spl0_3038 ),
    inference(sat_conversion,[],[f44169]) ).

cnf(s23546,plain,
    ( spl0_176
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44176]) ).

cnf(s23550,plain,
    ( spl0_41
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44180]) ).

cnf(s23553,plain,
    ( spl0_268
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44183]) ).

cnf(s23554,plain,
    ( spl0_268
    | ~ spl0_457
    | ~ spl0_2432
    | spl0_2877 ),
    inference(sat_conversion,[],[f44184]) ).

cnf(s23556,plain,
    ( spl0_276
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44188]) ).

cnf(s23560,plain,
    ( spl0_259
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44191]) ).

cnf(s23562,plain,
    ( spl0_279
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44194]) ).

cnf(s23563,plain,
    ( spl0_279
    | ~ spl0_457
    | ~ spl0_2430
    | spl0_3018 ),
    inference(sat_conversion,[],[f44195]) ).

cnf(s23565,plain,
    ( spl0_94
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44200]) ).

cnf(s23568,plain,
    ( spl0_339
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44204]) ).

cnf(s23570,plain,
    ( spl0_339
    | ~ spl0_457
    | ~ spl0_2377
    | spl0_2840 ),
    inference(sat_conversion,[],[f44205]) ).

cnf(s23572,plain,
    ( spl0_337
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44208]) ).

cnf(s23575,plain,
    ( spl0_107
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44212]) ).

cnf(s23578,plain,
    ( spl0_409
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44215]) ).

cnf(s23579,plain,
    ( spl0_409
    | ~ spl0_457
    | ~ spl0_2287
    | spl0_2768 ),
    inference(sat_conversion,[],[f44216]) ).

cnf(s23581,plain,
    ( spl0_205
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44220]) ).

cnf(s23584,plain,
    ( spl0_270
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44223]) ).

cnf(s23585,plain,
    ( spl0_270
    | ~ spl0_457
    | ~ spl0_2434
    | spl0_2879 ),
    inference(sat_conversion,[],[f44224]) ).

cnf(s23586,plain,
    ( spl0_376
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44229]) ).

cnf(s23588,plain,
    ( spl0_376
    | ~ spl0_457
    | ~ spl0_2346
    | ~ spl0_2347
    | spl0_2822 ),
    inference(sat_conversion,[],[f44230]) ).

cnf(s23590,plain,
    ( spl0_373
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44234]) ).

cnf(s23594,plain,
    ( spl0_246
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44238]) ).

cnf(s23598,plain,
    ( spl0_164
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44241]) ).

cnf(s23601,plain,
    ( spl0_99
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44246]) ).

cnf(s23604,plain,
    ( spl0_333
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44249]) ).

cnf(s23605,plain,
    ( spl0_333
    | ~ spl0_457
    | ~ spl0_2371
    | spl0_2834 ),
    inference(sat_conversion,[],[f44250]) ).

cnf(s23607,plain,
    ( spl0_104
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44255]) ).

cnf(s23610,plain,
    ( spl0_347
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44258]) ).

cnf(s23611,plain,
    ( spl0_347
    | ~ spl0_457
    | ~ spl0_2362
    | spl0_2999 ),
    inference(sat_conversion,[],[f44259]) ).

cnf(s23613,plain,
    ( spl0_47
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44262]) ).

cnf(s23615,plain,
    ( spl0_261
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44265]) ).

cnf(s23616,plain,
    ( spl0_261
    | ~ spl0_457
    | ~ spl0_2450
    | spl0_2890 ),
    inference(sat_conversion,[],[f44266]) ).

cnf(s23618,plain,
    ( spl0_199
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44270]) ).

cnf(s23622,plain,
    ( spl0_27
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44273]) ).

cnf(s23624,plain,
    ( spl0_383
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44277]) ).

cnf(s23626,plain,
    ( spl0_383
    | ~ spl0_457
    | ~ spl0_2323
    | spl0_2801 ),
    inference(sat_conversion,[],[f44278]) ).

cnf(s23628,plain,
    ( spl0_223
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44281]) ).

cnf(s23630,plain,
    ( spl0_384
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44285]) ).

cnf(s23632,plain,
    ( spl0_384
    | ~ spl0_457
    | ~ spl0_2324
    | spl0_2802 ),
    inference(sat_conversion,[],[f44286]) ).

cnf(s23634,plain,
    ( spl0_187
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44289]) ).

cnf(s23637,plain,
    ( spl0_116
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44292]) ).

cnf(s23640,plain,
    ( spl0_133
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44299]) ).

cnf(s23643,plain,
    ( spl0_335
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44302]) ).

cnf(s23644,plain,
    ( spl0_335
    | ~ spl0_457
    | ~ spl0_2373
    | spl0_2836 ),
    inference(sat_conversion,[],[f44303]) ).

cnf(s23646,plain,
    ( spl0_124
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44307]) ).

cnf(s23650,plain,
    ( spl0_13
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44312]) ).

cnf(s23654,plain,
    ( spl0_303
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44315]) ).

cnf(s23657,plain,
    ( spl0_342
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44318]) ).

cnf(s23660,plain,
    ( spl0_179
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44322]) ).

cnf(s23663,plain,
    ( spl0_402
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44325]) ).

cnf(s23664,plain,
    ( spl0_402
    | ~ spl0_457
    | ~ spl0_2312
    | spl0_2792 ),
    inference(sat_conversion,[],[f44326]) ).

cnf(s23665,plain,
    ( spl0_356
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44330]) ).

cnf(s23667,plain,
    ( spl0_356
    | ~ spl0_457
    | ~ spl0_2351
    | spl0_2825 ),
    inference(sat_conversion,[],[f44331]) ).

cnf(s23669,plain,
    ( spl0_235
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44335]) ).

cnf(s23673,plain,
    ( spl0_165
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44339]) ).

cnf(s23677,plain,
    ( spl0_166
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44344]) ).

cnf(s23681,plain,
    ( spl0_344
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44347]) ).

cnf(s23683,plain,
    ( spl0_226
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44350]) ).

cnf(s23684,plain,
    ( spl0_226
    | ~ spl0_457
    | ~ spl0_2483
    | spl0_2914 ),
    inference(sat_conversion,[],[f44351]) ).

cnf(s23686,plain,
    ( spl0_209
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44354]) ).

cnf(s23689,plain,
    ( spl0_24
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44359]) ).

cnf(s23692,plain,
    ( spl0_311
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44363]) ).

cnf(s23694,plain,
    ( spl0_311
    | ~ spl0_457
    | ~ spl0_2398
    | spl0_2996 ),
    inference(sat_conversion,[],[f44364]) ).

cnf(s23696,plain,
    ( spl0_304
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44368]) ).

cnf(s23700,plain,
    ( spl0_227
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44371]) ).

cnf(s23703,plain,
    ( spl0_100
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44375]) ).

cnf(s23707,plain,
    ( spl0_66
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44379]) ).

cnf(s23711,plain,
    ( spl0_93
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44383]) ).

cnf(s23715,plain,
    ( spl0_20
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44388]) ).

cnf(s23718,plain,
    ( spl0_302
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44391]) ).

cnf(s23719,plain,
    ( spl0_302
    | ~ spl0_457
    | ~ spl0_2407
    | spl0_3004 ),
    inference(sat_conversion,[],[f44392]) ).

cnf(s23720,plain,
    ( spl0_417
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44396]) ).

cnf(s23722,plain,
    ( spl0_417
    | ~ spl0_457
    | ~ spl0_2295
    | spl0_2776 ),
    inference(sat_conversion,[],[f44397]) ).

cnf(s23724,plain,
    ( spl0_19
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44401]) ).

cnf(s23728,plain,
    ( spl0_171
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44406]) ).

cnf(s23732,plain,
    ( spl0_61
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44411]) ).

cnf(s23737,plain,
    ( spl0_9
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44420]) ).

cnf(s23740,plain,
    ( spl0_144
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44424]) ).

cnf(s23744,plain,
    ( spl0_81
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44430]) ).

cnf(s23748,plain,
    ( spl0_17
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44434]) ).

cnf(s23752,plain,
    ( spl0_149
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44437]) ).

cnf(s23755,plain,
    ( spl0_185
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44442]) ).

cnf(s23758,plain,
    ( spl0_244
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44446]) ).

cnf(s23760,plain,
    ( spl0_244
    | ~ spl0_457
    | ~ spl0_2468
    | spl0_2903 ),
    inference(sat_conversion,[],[f44447]) ).

cnf(s23761,plain,
    ( spl0_371
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44451]) ).

cnf(s23763,plain,
    ( spl0_371
    | ~ spl0_457
    | ~ spl0_2342
    | spl0_2818 ),
    inference(sat_conversion,[],[f44452]) ).

cnf(s23765,plain,
    ( spl0_287
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44455]) ).

cnf(s23767,plain,
    ( spl0_397
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44459]) ).

cnf(s23769,plain,
    ( spl0_397
    | ~ spl0_457
    | ~ spl0_2307
    | spl0_2787 ),
    inference(sat_conversion,[],[f44460]) ).

cnf(s23771,plain,
    ( spl0_87
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44465]) ).

cnf(s23775,plain,
    ( spl0_103
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44469]) ).

cnf(s23778,plain,
    ( spl0_363
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44472]) ).

cnf(s23779,plain,
    ( spl0_363
    | ~ spl0_457
    | ~ spl0_2334
    | spl0_2810 ),
    inference(sat_conversion,[],[f44473]) ).

cnf(s23781,plain,
    ( spl0_137
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44477]) ).

cnf(s23785,plain,
    ( spl0_200
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44481]) ).

cnf(s23789,plain,
    ( spl0_96
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44485]) ).

cnf(s23793,plain,
    ( spl0_90
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44488]) ).

cnf(s23795,plain,
    ( spl0_168
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44492]) ).

cnf(s23797,plain,
    ( spl0_168
    | ~ spl0_457
    | ~ spl0_2541
    | spl0_3026 ),
    inference(sat_conversion,[],[f44493]) ).

cnf(s23799,plain,
    ( spl0_33
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44497]) ).

cnf(s23803,plain,
    ( spl0_278
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44502]) ).

cnf(s23807,plain,
    ( spl0_316
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44505]) ).

cnf(s23810,plain,
    ( spl0_78
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44510]) ).

cnf(s23813,plain,
    ( spl0_301
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44515]) ).

cnf(s23815,plain,
    ( spl0_301
    | ~ spl0_457
    | ~ spl0_2412
    | ~ spl0_2413
    | spl0_2863 ),
    inference(sat_conversion,[],[f44516]) ).

cnf(s23817,plain,
    ( spl0_154
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44520]) ).

cnf(s23821,plain,
    ( spl0_30
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44524]) ).

cnf(s23825,plain,
    ( spl0_203
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44527]) ).

cnf(s23828,plain,
    ( spl0_83
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44531]) ).

cnf(s23832,plain,
    ( spl0_122
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44538]) ).

cnf(s23835,plain,
    ( spl0_391
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44543]) ).

cnf(s23837,plain,
    ( spl0_391
    | ~ spl0_457
    | ~ spl0_2330
    | ~ spl0_2331
    | spl0_2808 ),
    inference(sat_conversion,[],[f44544]) ).

cnf(s23839,plain,
    ( spl0_105
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44550]) ).

cnf(s23842,plain,
    ( spl0_362
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44553]) ).

cnf(s23843,plain,
    ( spl0_362
    | ~ spl0_457
    | ~ spl0_2333
    | spl0_2809 ),
    inference(sat_conversion,[],[f44554]) ).

cnf(s23845,plain,
    ( spl0_255
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44557]) ).

cnf(s23848,plain,
    ( spl0_401
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44560]) ).

cnf(s23851,plain,
    ( spl0_182
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44564]) ).

cnf(s23855,plain,
    ( spl0_5
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44568]) ).

cnf(s23856,plain,
    ( spl0_315
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44571]) ).

cnf(s23857,plain,
    ( spl0_315
    | ~ spl0_457
    | ~ spl0_2394
    | spl0_2851 ),
    inference(sat_conversion,[],[f44572]) ).

cnf(s23859,plain,
    ( spl0_273
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44575]) ).

cnf(s23862,plain,
    ( spl0_319
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44578]) ).

cnf(s23864,plain,
    ( spl0_420
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44581]) ).

cnf(s23865,plain,
    ( spl0_420
    | ~ spl0_457
    | ~ spl0_2298
    | spl0_2779 ),
    inference(sat_conversion,[],[f44582]) ).

cnf(s23867,plain,
    ( spl0_313
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44585]) ).

cnf(s23870,plain,
    ( spl0_148
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44588]) ).

cnf(s23873,plain,
    ( spl0_54
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44594]) ).

cnf(s23877,plain,
    ( spl0_51
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44598]) ).

cnf(s23881,plain,
    ( spl0_158
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44601]) ).

cnf(s23884,plain,
    ( spl0_201
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44604]) ).

cnf(s23887,plain,
    ( spl0_123
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44608]) ).

cnf(s23890,plain,
    ( spl0_326
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44611]) ).

cnf(s23891,plain,
    ( spl0_326
    | ~ spl0_457
    | ~ spl0_2383
    | spl0_2844 ),
    inference(sat_conversion,[],[f44612]) ).

cnf(s23893,plain,
    ( spl0_136
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44616]) ).

cnf(s23897,plain,
    ( spl0_222
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44620]) ).

cnf(s23901,plain,
    ( spl0_299
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44624]) ).

cnf(s23905,plain,
    ( spl0_112
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44628]) ).

cnf(s23908,plain,
    ( spl0_323
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44631]) ).

cnf(s23909,plain,
    ( spl0_323
    | ~ spl0_457
    | ~ spl0_2386
    | spl0_3010 ),
    inference(sat_conversion,[],[f44632]) ).

cnf(s23911,plain,
    ( spl0_224
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44636]) ).

cnf(s23915,plain,
    ( spl0_102
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44641]) ).

cnf(s23919,plain,
    ( spl0_67
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44644]) ).

cnf(s23921,plain,
    ( spl0_322
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44649]) ).

cnf(s23923,plain,
    ( spl0_322
    | ~ spl0_457
    | ~ spl0_2388
    | ~ spl0_2389
    | spl0_2847 ),
    inference(sat_conversion,[],[f44650]) ).

cnf(s23925,plain,
    ( spl0_172
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44653]) ).

cnf(s23927,plain,
    ( spl0_192
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44657]) ).

cnf(s23929,plain,
    ( spl0_192
    | ~ spl0_457
    | ~ spl0_2522
    | spl0_2723 ),
    inference(sat_conversion,[],[f44658]) ).

cnf(s23930,plain,
    ( spl0_305
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44661]) ).

cnf(s23931,plain,
    ( spl0_305
    | ~ spl0_457
    | ~ spl0_2403
    | spl0_2856 ),
    inference(sat_conversion,[],[f44662]) ).

cnf(s23933,plain,
    ( spl0_113
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44665]) ).

cnf(s23936,plain,
    ( spl0_10
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44669]) ).

cnf(s23939,plain,
    ( spl0_214
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44673]) ).

cnf(s23941,plain,
    ( spl0_214
    | ~ spl0_457
    | ~ spl0_2495
    | spl0_2990 ),
    inference(sat_conversion,[],[f44674]) ).

cnf(s23942,plain,
    ( spl0_229
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44678]) ).

cnf(s23944,plain,
    ( spl0_229
    | ~ spl0_457
    | ~ spl0_2475
    | spl0_2908 ),
    inference(sat_conversion,[],[f44679]) ).

cnf(s23946,plain,
    ( spl0_358
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44683]) ).

cnf(s23950,plain,
    ( spl0_64
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44687]) ).

cnf(s23953,plain,
    ( spl0_394
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44690]) ).

cnf(s23954,plain,
    ( spl0_394
    | ~ spl0_457
    | ~ spl0_2304
    | spl0_2784 ),
    inference(sat_conversion,[],[f44691]) ).

cnf(s23956,plain,
    ( spl0_213
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44694]) ).

cnf(s23959,plain,
    ( spl0_280
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44697]) ).

cnf(s23962,plain,
    ( spl0_38
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44701]) ).

cnf(s23966,plain,
    ( spl0_46
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44705]) ).

cnf(s23970,plain,
    ( spl0_366
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44708]) ).

cnf(s23973,plain,
    ( spl0_140
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44712]) ).

cnf(s23977,plain,
    ( spl0_309
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44715]) ).

cnf(s23980,plain,
    ( spl0_250
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44718]) ).

cnf(s23982,plain,
    ( spl0_364
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44721]) ).

cnf(s23983,plain,
    ( spl0_364
    | ~ spl0_457
    | ~ spl0_2335
    | spl0_2811 ),
    inference(sat_conversion,[],[f44722]) ).

cnf(s23985,plain,
    ( spl0_228
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44726]) ).

cnf(s23989,plain,
    ( spl0_142
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44729]) ).

cnf(s23992,plain,
    ( spl0_258
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44732]) ).

cnf(s23995,plain,
    ( spl0_60
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44735]) ).

cnf(s23998,plain,
    ( spl0_45
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44738]) ).

cnf(s24001,plain,
    ( spl0_111
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44742]) ).

cnf(s24004,plain,
    ( spl0_403
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44745]) ).

cnf(s24005,plain,
    ( spl0_403
    | ~ spl0_457
    | ~ spl0_2313
    | spl0_2793 ),
    inference(sat_conversion,[],[f44746]) ).

cnf(s24007,plain,
    ( spl0_40
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44751]) ).

cnf(s24011,plain,
    ( spl0_320
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44755]) ).

cnf(s24015,plain,
    ( spl0_15
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44759]) ).

cnf(s24019,plain,
    ( spl0_251
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44762]) ).

cnf(s24022,plain,
    ( spl0_232
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44765]) ).

cnf(s24025,plain,
    ( spl0_125
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44770]) ).

cnf(s24029,plain,
    ( spl0_34
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44774]) ).

cnf(s24032,plain,
    ( spl0_272
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44778]) ).

cnf(s24034,plain,
    ( spl0_272
    | ~ spl0_457
    | ~ spl0_2436
    | spl0_2881 ),
    inference(sat_conversion,[],[f44779]) ).

cnf(s24036,plain,
    ( spl0_336
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44782]) ).

cnf(s24039,plain,
    ( spl0_283
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44786]) ).

cnf(s24043,plain,
    ( spl0_162
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44790]) ).

cnf(s24047,plain,
    ( spl0_233
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44793]) ).

cnf(s24050,plain,
    ( spl0_215
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44797]) ).

cnf(s24053,plain,
    ( spl0_245
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44800]) ).

cnf(s24054,plain,
    ( spl0_245
    | ~ spl0_457
    | ~ spl0_2464
    | spl0_3024 ),
    inference(sat_conversion,[],[f44801]) ).

cnf(s24055,plain,
    ( spl0_389
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44804]) ).

cnf(s24056,plain,
    ( spl0_389
    | ~ spl0_457
    | ~ spl0_2329
    | spl0_2807 ),
    inference(sat_conversion,[],[f44805]) ).

cnf(s24058,plain,
    ( spl0_195
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44809]) ).

cnf(s24062,plain,
    ( spl0_237
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44813]) ).

cnf(s24066,plain,
    ( spl0_57
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44819]) ).

cnf(s24070,plain,
    ( spl0_381
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44822]) ).

cnf(s24073,plain,
    ( spl0_351
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44825]) ).

cnf(s24076,plain,
    ( spl0_43
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44828]) ).

cnf(s24078,plain,
    ( spl0_374
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44832]) ).

cnf(s24080,plain,
    ( spl0_374
    | ~ spl0_457
    | ~ spl0_2345
    | spl0_2821 ),
    inference(sat_conversion,[],[f44833]) ).

cnf(s24082,plain,
    ( spl0_71
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44840]) ).

cnf(s24086,plain,
    ( spl0_120
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44845]) ).

cnf(s24090,plain,
    ( spl0_156
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44848]) ).

cnf(s24093,plain,
    ( spl0_155
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44852]) ).

cnf(s24096,plain,
    ( spl0_375
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44855]) ).

cnf(s24097,plain,
    ( spl0_375
    | ~ spl0_457
    | ~ spl0_2346
    | spl0_2822 ),
    inference(sat_conversion,[],[f44856]) ).

cnf(s24098,plain,
    ( spl0_248
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44860]) ).

cnf(s24100,plain,
    ( spl0_248
    | ~ spl0_457
    | ~ spl0_2461
    | spl0_2897 ),
    inference(sat_conversion,[],[f44861]) ).

cnf(s24102,plain,
    ( spl0_37
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44865]) ).

cnf(s24106,plain,
    ( spl0_157
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44869]) ).

cnf(s24109,plain,
    ( spl0_416
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44873]) ).

cnf(s24111,plain,
    ( spl0_416
    | ~ spl0_457
    | ~ spl0_2294
    | spl0_2775 ),
    inference(sat_conversion,[],[f44874]) ).

cnf(s24113,plain,
    ( spl0_108
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44879]) ).

cnf(s24117,plain,
    ( spl0_101
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44882]) ).

cnf(s24119,plain,
    ( spl0_328
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44887]) ).

cnf(s24121,plain,
    ( spl0_328
    | ~ spl0_457
    | ~ spl0_2384
    | ~ spl0_2385
    | spl0_2845 ),
    inference(sat_conversion,[],[f44888]) ).

cnf(s24123,plain,
    ( spl0_184
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44892]) ).

cnf(s24127,plain,
    ( spl0_207
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44895]) ).

cnf(s24130,plain,
    ( spl0_160
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44900]) ).

cnf(s24134,plain,
    ( spl0_28
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44904]) ).

cnf(s24137,plain,
    ( spl0_307
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44907]) ).

cnf(s24138,plain,
    ( spl0_307
    | ~ spl0_457
    | ~ spl0_2405
    | spl0_2858 ),
    inference(sat_conversion,[],[f44908]) ).

cnf(s24140,plain,
    ( spl0_121
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44914]) ).

cnf(s24144,plain,
    ( spl0_97
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44918]) ).

cnf(s24148,plain,
    ( spl0_212
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44921]) ).

cnf(s24151,plain,
    ( spl0_242
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44925]) ).

cnf(s24154,plain,
    ( spl0_264
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44929]) ).

cnf(s24156,plain,
    ( spl0_264
    | ~ spl0_457
    | ~ spl0_2445
    | spl0_3023 ),
    inference(sat_conversion,[],[f44930]) ).

cnf(s24158,plain,
    ( spl0_153
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44937]) ).

cnf(s24162,plain,
    ( spl0_114
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44941]) ).

cnf(s24166,plain,
    ( spl0_130
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44944]) ).

cnf(s24169,plain,
    ( spl0_321
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44947]) ).

cnf(s24172,plain,
    ( spl0_387
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44951]) ).

cnf(s24176,plain,
    ( spl0_146
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44956]) ).

cnf(s24180,plain,
    ( spl0_145
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44960]) ).

cnf(s24183,plain,
    ( spl0_290
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44963]) ).

cnf(s24184,plain,
    ( spl0_290
    | ~ spl0_457
    | ~ spl0_2419
    | spl0_2997 ),
    inference(sat_conversion,[],[f44964]) ).

cnf(s24186,plain,
    ( spl0_135
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44968]) ).

cnf(s24190,plain,
    ( spl0_370
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44971]) ).

cnf(s24192,plain,
    ( spl0_418
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44975]) ).

cnf(s24194,plain,
    ( spl0_418
    | ~ spl0_457
    | ~ spl0_2296
    | spl0_2777 ),
    inference(sat_conversion,[],[f44976]) ).

cnf(s24196,plain,
    ( spl0_91
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44980]) ).

cnf(s24200,plain,
    ( spl0_29
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44984]) ).

cnf(s24204,plain,
    ( spl0_206
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44989]) ).

cnf(s24208,plain,
    ( spl0_241
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44992]) ).

cnf(s24210,plain,
    ( spl0_377
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44995]) ).

cnf(s24211,plain,
    ( spl0_377
    | ~ spl0_457
    | ~ spl0_2332
    | spl0_3009 ),
    inference(sat_conversion,[],[f44996]) ).

cnf(s24212,plain,
    ( spl0_424
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f44998]) ).

cnf(s24213,plain,
    ( spl0_425
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45000]) ).

cnf(s24214,plain,
    ( spl0_426
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45002]) ).

cnf(s24215,plain,
    ( spl0_427
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45004]) ).

cnf(s24216,plain,
    ( spl0_428
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45006]) ).

cnf(s24217,plain,
    ( spl0_429
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45008]) ).

cnf(s24218,plain,
    ( spl0_430
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45010]) ).

cnf(s24219,plain,
    ( spl0_431
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45012]) ).

cnf(s24220,plain,
    ( spl0_432
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45014]) ).

cnf(s24221,plain,
    ( spl0_433
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45016]) ).

cnf(s24222,plain,
    ( spl0_434
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45018]) ).

cnf(s24223,plain,
    ( spl0_435
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45020]) ).

cnf(s24224,plain,
    ( spl0_436
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45022]) ).

cnf(s24225,plain,
    ( spl0_437
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45024]) ).

cnf(s24226,plain,
    ( spl0_438
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45026]) ).

cnf(s24227,plain,
    ( spl0_439
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45028]) ).

cnf(s24228,plain,
    ( spl0_440
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45030]) ).

cnf(s24229,plain,
    ( spl0_442
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45032]) ).

cnf(s24230,plain,
    ( spl0_443
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45034]) ).

cnf(s24231,plain,
    ( spl0_444
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45036]) ).

cnf(s24232,plain,
    ( spl0_445
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45038]) ).

cnf(s24233,plain,
    ( spl0_446
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45040]) ).

cnf(s24234,plain,
    ( spl0_447
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45042]) ).

cnf(s24235,plain,
    ( spl0_448
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45044]) ).

cnf(s24236,plain,
    ( spl0_449
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45046]) ).

cnf(s24238,plain,
    ( spl0_451
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45053]) ).

cnf(s24245,plain,
    ( spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766 ),
    inference(sat_conversion,[],[f45544]) ).

cnf(s24246,plain,
    ( ~ spl0_2232
    | spl0_2259 ),
    inference(sat_conversion,[],[f45545]) ).

cnf(s24248,plain,
    ( spl0_447
    | ~ spl0_457
    | ~ spl0_2259
    | ~ spl0_2260
    | ~ spl0_2261
    | ~ spl0_2262
    | ~ spl0_2263
    | spl0_3060 ),
    inference(sat_conversion,[],[f45550]) ).

cnf(s24249,plain,
    ( ~ spl0_2234
    | spl0_2260 ),
    inference(sat_conversion,[],[f45551]) ).

cnf(s24252,plain,
    ( ~ spl0_2236
    | spl0_2261 ),
    inference(sat_conversion,[],[f45557]) ).

cnf(s24255,plain,
    ( ~ spl0_2238
    | spl0_2262 ),
    inference(sat_conversion,[],[f45563]) ).

cnf(s24258,plain,
    ( ~ spl0_2240
    | spl0_2263 ),
    inference(sat_conversion,[],[f45569]) ).

cnf(s24261,plain,
    ( spl0_443
    | ~ spl0_457
    | ~ spl0_2259
    | spl0_3060 ),
    inference(sat_conversion,[],[f45580]) ).

cnf(s24262,plain,
    ( ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766
    | ~ spl0_3060 ),
    inference(sat_conversion,[],[f45592]) ).

cnf(s24263,plain,
    ( spl0_449
    | ~ spl0_457
    | ~ spl0_2263
    | ~ spl0_2264
    | ~ spl0_2265
    | spl0_3064 ),
    inference(sat_conversion,[],[f45608]) ).

cnf(s24264,plain,
    ( ~ spl0_2262
    | spl0_3063
    | ~ spl0_3064 ),
    inference(sat_conversion,[],[f45614]) ).

cnf(s24265,plain,
    ( ~ spl0_2261
    | spl0_3062
    | ~ spl0_3063 ),
    inference(sat_conversion,[],[f45620]) ).

cnf(s24266,plain,
    ( ~ spl0_2260
    | spl0_3061
    | ~ spl0_3062 ),
    inference(sat_conversion,[],[f45626]) ).

cnf(s24268,plain,
    ( ~ spl0_2242
    | spl0_2264 ),
    inference(sat_conversion,[],[f45634]) ).

cnf(s24271,plain,
    ( ~ spl0_2244
    | spl0_2265 ),
    inference(sat_conversion,[],[f45640]) ).

cnf(s24275,plain,
    ( spl0_451
    | ~ spl0_457
    | ~ spl0_2258
    | ~ spl0_2265
    | ~ spl0_2266
    | spl0_3066 ),
    inference(sat_conversion,[],[f45649]) ).

cnf(s24277,plain,
    ( ~ spl0_2264
    | spl0_3065
    | ~ spl0_3066 ),
    inference(sat_conversion,[],[f45668]) ).

cnf(s24279,plain,
    ( ~ spl0_2246
    | spl0_2266 ),
    inference(sat_conversion,[],[f45677]) ).

cnf(s24283,plain,
    ( spl0_442
    | ~ spl0_457
    | ~ spl0_2267
    | ~ spl0_2284
    | spl0_2766 ),
    inference(sat_conversion,[],[f45695]) ).

cnf(s24284,plain,
    ( spl0_444
    | ~ spl0_457
    | ~ spl0_2260
    | spl0_3061 ),
    inference(sat_conversion,[],[f45699]) ).

cnf(s24285,plain,
    ( spl0_450
    | ~ spl0_457
    | ~ spl0_2266
    | spl0_3067 ),
    inference(sat_conversion,[],[f45702]) ).

cnf(s24287,plain,
    ( spl0_446
    | ~ spl0_457
    | ~ spl0_2262
    | spl0_3063 ),
    inference(sat_conversion,[],[f45720]) ).

cnf(s24288,plain,
    ( spl0_452
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | ~ spl0_2266
    | spl0_3067 ),
    inference(sat_conversion,[],[f45739]) ).

cnf(s24289,plain,
    ( spl0_453
    | ~ spl0_454
    | ~ spl0_457
    | ~ spl0_2257
    | ~ spl0_2258
    | ~ spl0_2266
    | spl0_3067 ),
    inference(sat_conversion,[],[f45761]) ).

cnf(s24290,plain,
    ( spl0_445
    | ~ spl0_457
    | ~ spl0_2261
    | spl0_3062 ),
    inference(sat_conversion,[],[f45767]) ).

cnf(s24291,plain,
    ( spl0_448
    | ~ spl0_457
    | ~ spl0_2264
    | spl0_3065 ),
    inference(sat_conversion,[],[f45774]) ).

cnf(s24308,plain,
    ( spl0_439
    | ~ spl0_457
    | ~ spl0_2282
    | spl0_2764 ),
    inference(sat_conversion,[],[f45778]) ).

cnf(s24309,plain,
    ( spl0_438
    | ~ spl0_457
    | ~ spl0_2281
    | spl0_2763 ),
    inference(sat_conversion,[],[f45782]) ).

cnf(s24310,plain,
    ( spl0_432
    | ~ spl0_457
    | ~ spl0_2275
    | spl0_2757 ),
    inference(sat_conversion,[],[f45786]) ).

cnf(s24311,plain,
    ( spl0_436
    | ~ spl0_457
    | ~ spl0_2279
    | spl0_2761 ),
    inference(sat_conversion,[],[f45791]) ).

cnf(s24312,plain,
    ( spl0_426
    | ~ spl0_457
    | ~ spl0_2269
    | spl0_2751 ),
    inference(sat_conversion,[],[f45795]) ).

cnf(s24313,plain,
    ( spl0_424
    | ~ spl0_457
    | ~ spl0_2285
    | spl0_3003 ),
    inference(sat_conversion,[],[f45806]) ).

cnf(s24314,plain,
    ( spl0_437
    | ~ spl0_457
    | ~ spl0_2280
    | spl0_2762 ),
    inference(sat_conversion,[],[f45811]) ).

cnf(s24315,plain,
    ( spl0_433
    | ~ spl0_457
    | ~ spl0_2276
    | spl0_2758 ),
    inference(sat_conversion,[],[f45819]) ).

cnf(s24316,plain,
    ( spl0_428
    | ~ spl0_457
    | ~ spl0_2271
    | spl0_2753 ),
    inference(sat_conversion,[],[f45826]) ).

cnf(s24317,plain,
    ( spl0_435
    | ~ spl0_457
    | ~ spl0_2278
    | spl0_2760 ),
    inference(sat_conversion,[],[f45831]) ).

cnf(s24318,plain,
    ( spl0_429
    | ~ spl0_457
    | ~ spl0_2272
    | spl0_2754 ),
    inference(sat_conversion,[],[f45837]) ).

cnf(s24319,plain,
    ( spl0_425
    | ~ spl0_457
    | ~ spl0_2268
    | spl0_2750 ),
    inference(sat_conversion,[],[f45841]) ).

cnf(s24320,plain,
    ( spl0_427
    | ~ spl0_457
    | ~ spl0_2270
    | spl0_2752 ),
    inference(sat_conversion,[],[f45848]) ).

cnf(s24321,plain,
    ( spl0_434
    | ~ spl0_457
    | ~ spl0_2277
    | spl0_2759 ),
    inference(sat_conversion,[],[f45852]) ).

cnf(s24322,plain,
    ( spl0_431
    | ~ spl0_457
    | ~ spl0_2274
    | spl0_2756 ),
    inference(sat_conversion,[],[f45862]) ).

cnf(s24323,plain,
    ( spl0_440
    | ~ spl0_457
    | ~ spl0_2283
    | spl0_2765 ),
    inference(sat_conversion,[],[f45869]) ).

cnf(s24324,plain,
    ( spl0_430
    | ~ spl0_457
    | ~ spl0_2273
    | spl0_2755 ),
    inference(sat_conversion,[],[f45876]) ).

cnf(s24329,plain,
    ( spl0_452
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45884]) ).

cnf(s24333,plain,
    ( ~ spl0_1361
    | spl0_1363 ),
    inference(sat_conversion,[],[f45885]) ).

cnf(s24335,plain,
    ( ~ spl0_1365
    | spl0_1367 ),
    inference(sat_conversion,[],[f45886]) ).

cnf(s24976,plain,
    ( ~ spl0_2251
    | spl0_2257 ),
    inference(sat_conversion,[],[f45887]) ).

cnf(s24982,plain,
    ( ~ spl0_2249
    | spl0_2258 ),
    inference(sat_conversion,[],[f45895]) ).

cnf(s24988,plain,
    ( spl0_450
    | spl0_1358
    | spl0_1359 ),
    inference(sat_conversion,[],[f45898]) ).

cnf(s24994,plain,
    ( ~ spl0_2231
    | spl0_2267 ),
    inference(sat_conversion,[],[f45911]) ).

cnf(s24997,plain,
    ( ~ spl0_2259
    | spl0_3060
    | ~ spl0_3061 ),
    inference(sat_conversion,[],[f45912]) ).

cnf(s25001,plain,
    ( ~ spl0_2263
    | spl0_3064
    | ~ spl0_3065 ),
    inference(sat_conversion,[],[f45913]) ).

cnf(s25003,plain,
    ( ~ spl0_2265
    | spl0_3066
    | ~ spl0_3067 ),
    inference(sat_conversion,[],[f45914]) ).

cnf(s25004,plain,
    spl0_454,
    inference(rat,[],[s914,s458,s983]) ).

cnf(s25005,plain,
    ~ spl0_455,
    inference(rat,[],[s4,s25004]) ).

cnf(s25006,plain,
    spl0_458,
    inference(rat,[],[s6,s25005]) ).

cnf(s25007,plain,
    ( spl0_2709
    | spl0_4 ),
    inference(rat,[],[s460,s4824,s9170]) ).

cnf(s25010,plain,
    ~ spl0_459,
    inference(rat,[],[s906,s907,s918,s25006]) ).

cnf(s25011,plain,
    spl0_460,
    inference(rat,[],[s7,s25010]) ).

cnf(s25012,plain,
    ~ spl0_461,
    inference(rat,[],[s905,s922,s923,s25011]) ).

cnf(s25013,plain,
    spl0_462,
    inference(rat,[],[s8,s25012]) ).

cnf(s25014,plain,
    ~ spl0_463,
    inference(rat,[],[s904,s976,s926,s972,s25013]) ).

cnf(s25015,plain,
    spl0_464,
    inference(rat,[],[s9,s25014]) ).

cnf(s25016,plain,
    ~ spl0_465,
    inference(rat,[],[s903,s970,s928,s968,s25015]) ).

cnf(s25017,plain,
    spl0_466,
    inference(rat,[],[s10,s25016]) ).

cnf(s25018,plain,
    ~ spl0_467,
    inference(rat,[],[s902,s966,s930,s964,s25017]) ).

cnf(s25019,plain,
    spl0_468,
    inference(rat,[],[s11,s25018]) ).

cnf(s25020,plain,
    ~ spl0_469,
    inference(rat,[],[s901,s962,s932,s960,s25019]) ).

cnf(s25021,plain,
    spl0_470,
    inference(rat,[],[s12,s25020]) ).

cnf(s25022,plain,
    ~ spl0_471,
    inference(rat,[],[s900,s958,s934,s956,s25021]) ).

cnf(s25023,plain,
    spl0_472,
    inference(rat,[],[s13,s25022]) ).

cnf(s25024,plain,
    ~ spl0_473,
    inference(rat,[],[s899,s954,s936,s952,s25023]) ).

cnf(s25025,plain,
    spl0_474,
    inference(rat,[],[s14,s25024]) ).

cnf(s25026,plain,
    ~ spl0_475,
    inference(rat,[],[s898,s950,s938,s948,s25025]) ).

cnf(s25027,plain,
    spl0_476,
    inference(rat,[],[s15,s25026]) ).

cnf(s25028,plain,
    ~ spl0_477,
    inference(rat,[],[s897,s946,s940,s944,s25027]) ).

cnf(s25029,plain,
    spl0_478,
    inference(rat,[],[s16,s25028]) ).

cnf(s25030,plain,
    ~ spl0_479,
    inference(rat,[],[s896,s941,s942,s25029]) ).

cnf(s25031,plain,
    spl0_480,
    inference(rat,[],[s17,s25030]) ).

cnf(s25032,plain,
    ~ spl0_481,
    inference(rat,[],[s895,s1113,s1010,s1110,s25031]) ).

cnf(s25033,plain,
    spl0_482,
    inference(rat,[],[s18,s25032]) ).

cnf(s25034,plain,
    ~ spl0_483,
    inference(rat,[],[s894,s1108,s1012,s1106,s25033]) ).

cnf(s25035,plain,
    spl0_484,
    inference(rat,[],[s19,s25034]) ).

cnf(s25036,plain,
    ~ spl0_485,
    inference(rat,[],[s893,s1104,s1014,s1102,s25035]) ).

cnf(s25037,plain,
    spl0_486,
    inference(rat,[],[s20,s25036]) ).

cnf(s25038,plain,
    ~ spl0_487,
    inference(rat,[],[s892,s1100,s1016,s1098,s25037]) ).

cnf(s25039,plain,
    spl0_488,
    inference(rat,[],[s21,s25038]) ).

cnf(s25040,plain,
    ~ spl0_489,
    inference(rat,[],[s891,s1096,s1018,s1094,s25039]) ).

cnf(s25041,plain,
    spl0_490,
    inference(rat,[],[s22,s25040]) ).

cnf(s25042,plain,
    ~ spl0_491,
    inference(rat,[],[s890,s1092,s1020,s1090,s25041]) ).

cnf(s25043,plain,
    spl0_492,
    inference(rat,[],[s23,s25042]) ).

cnf(s25044,plain,
    ~ spl0_493,
    inference(rat,[],[s889,s1088,s1022,s1086,s25043]) ).

cnf(s25045,plain,
    spl0_494,
    inference(rat,[],[s24,s25044]) ).

cnf(s25046,plain,
    ~ spl0_495,
    inference(rat,[],[s888,s1084,s1024,s1082,s25045]) ).

cnf(s25047,plain,
    spl0_496,
    inference(rat,[],[s25,s25046]) ).

cnf(s25048,plain,
    ~ spl0_497,
    inference(rat,[],[s887,s1080,s1026,s1078,s25047]) ).

cnf(s25049,plain,
    spl0_498,
    inference(rat,[],[s26,s25048]) ).

cnf(s25050,plain,
    ~ spl0_499,
    inference(rat,[],[s886,s1076,s1028,s1074,s25049]) ).

cnf(s25051,plain,
    spl0_500,
    inference(rat,[],[s27,s25050]) ).

cnf(s25052,plain,
    ~ spl0_501,
    inference(rat,[],[s885,s1072,s1030,s1070,s25051]) ).

cnf(s25053,plain,
    spl0_502,
    inference(rat,[],[s28,s25052]) ).

cnf(s25054,plain,
    ~ spl0_503,
    inference(rat,[],[s884,s1068,s1032,s1066,s25053]) ).

cnf(s25055,plain,
    spl0_504,
    inference(rat,[],[s29,s25054]) ).

cnf(s25056,plain,
    ~ spl0_505,
    inference(rat,[],[s883,s1064,s1034,s1062,s25055]) ).

cnf(s25057,plain,
    spl0_506,
    inference(rat,[],[s30,s25056]) ).

cnf(s25058,plain,
    ~ spl0_507,
    inference(rat,[],[s882,s1060,s1036,s1058,s25057]) ).

cnf(s25059,plain,
    spl0_508,
    inference(rat,[],[s31,s25058]) ).

cnf(s25060,plain,
    ~ spl0_509,
    inference(rat,[],[s881,s1056,s1038,s1054,s25059]) ).

cnf(s25061,plain,
    spl0_510,
    inference(rat,[],[s32,s25060]) ).

cnf(s25062,plain,
    ~ spl0_511,
    inference(rat,[],[s880,s1052,s1040,s1050,s25061]) ).

cnf(s25063,plain,
    spl0_512,
    inference(rat,[],[s33,s25062]) ).

cnf(s25064,plain,
    ~ spl0_513,
    inference(rat,[],[s879,s1048,s1042,s1046,s25063]) ).

cnf(s25065,plain,
    spl0_514,
    inference(rat,[],[s34,s25064]) ).

cnf(s25066,plain,
    ~ spl0_515,
    inference(rat,[],[s878,s1043,s1044,s25065]) ).

cnf(s25067,plain,
    spl0_516,
    inference(rat,[],[s35,s25066]) ).

cnf(s25068,plain,
    ~ spl0_517,
    inference(rat,[],[s877,s1245,s1148,s1242,s25067]) ).

cnf(s25069,plain,
    spl0_518,
    inference(rat,[],[s36,s25068]) ).

cnf(s25070,plain,
    ~ spl0_519,
    inference(rat,[],[s876,s1240,s1150,s1238,s25069]) ).

cnf(s25071,plain,
    spl0_520,
    inference(rat,[],[s37,s25070]) ).

cnf(s25072,plain,
    ~ spl0_521,
    inference(rat,[],[s875,s1236,s1152,s1234,s25071]) ).

cnf(s25073,plain,
    spl0_522,
    inference(rat,[],[s38,s25072]) ).

cnf(s25074,plain,
    ~ spl0_523,
    inference(rat,[],[s874,s1232,s1154,s1230,s25073]) ).

cnf(s25075,plain,
    spl0_524,
    inference(rat,[],[s39,s25074]) ).

cnf(s25076,plain,
    ~ spl0_525,
    inference(rat,[],[s873,s1228,s1156,s1226,s25075]) ).

cnf(s25077,plain,
    spl0_526,
    inference(rat,[],[s40,s25076]) ).

cnf(s25078,plain,
    ~ spl0_527,
    inference(rat,[],[s872,s1224,s1158,s1222,s25077]) ).

cnf(s25079,plain,
    spl0_528,
    inference(rat,[],[s41,s25078]) ).

cnf(s25080,plain,
    ~ spl0_529,
    inference(rat,[],[s871,s1220,s1160,s1218,s25079]) ).

cnf(s25081,plain,
    spl0_530,
    inference(rat,[],[s42,s25080]) ).

cnf(s25082,plain,
    ~ spl0_531,
    inference(rat,[],[s870,s1216,s1162,s1214,s25081]) ).

cnf(s25083,plain,
    spl0_532,
    inference(rat,[],[s43,s25082]) ).

cnf(s25084,plain,
    ~ spl0_533,
    inference(rat,[],[s869,s1212,s1164,s1210,s25083]) ).

cnf(s25085,plain,
    spl0_534,
    inference(rat,[],[s44,s25084]) ).

cnf(s25086,plain,
    ~ spl0_535,
    inference(rat,[],[s868,s1208,s1166,s1206,s25085]) ).

cnf(s25087,plain,
    spl0_536,
    inference(rat,[],[s45,s25086]) ).

cnf(s25088,plain,
    ~ spl0_537,
    inference(rat,[],[s867,s1204,s1168,s1202,s25087]) ).

cnf(s25089,plain,
    spl0_538,
    inference(rat,[],[s46,s25088]) ).

cnf(s25090,plain,
    ~ spl0_539,
    inference(rat,[],[s866,s1200,s1170,s1198,s25089]) ).

cnf(s25091,plain,
    spl0_540,
    inference(rat,[],[s47,s25090]) ).

cnf(s25092,plain,
    ~ spl0_541,
    inference(rat,[],[s865,s1196,s1172,s1194,s25091]) ).

cnf(s25093,plain,
    spl0_542,
    inference(rat,[],[s48,s25092]) ).

cnf(s25094,plain,
    ~ spl0_543,
    inference(rat,[],[s864,s1192,s1174,s1190,s25093]) ).

cnf(s25095,plain,
    spl0_544,
    inference(rat,[],[s49,s25094]) ).

cnf(s25096,plain,
    ~ spl0_545,
    inference(rat,[],[s863,s1188,s1176,s1186,s25095]) ).

cnf(s25097,plain,
    spl0_546,
    inference(rat,[],[s50,s25096]) ).

cnf(s25098,plain,
    ~ spl0_547,
    inference(rat,[],[s862,s1184,s1178,s1182,s25097]) ).

cnf(s25099,plain,
    spl0_548,
    inference(rat,[],[s51,s25098]) ).

cnf(s25100,plain,
    ~ spl0_549,
    inference(rat,[],[s861,s1179,s1180,s25099]) ).

cnf(s25101,plain,
    spl0_550,
    inference(rat,[],[s52,s25100]) ).

cnf(s25102,plain,
    ~ spl0_551,
    inference(rat,[],[s860,s1361,s1278,s1360,s25101]) ).

cnf(s25103,plain,
    spl0_552,
    inference(rat,[],[s53,s25102]) ).

cnf(s25104,plain,
    ~ spl0_553,
    inference(rat,[],[s859,s1358,s1280,s1356,s25103]) ).

cnf(s25105,plain,
    spl0_554,
    inference(rat,[],[s54,s25104]) ).

cnf(s25106,plain,
    ~ spl0_555,
    inference(rat,[],[s858,s1354,s1282,s1352,s25105]) ).

cnf(s25107,plain,
    spl0_556,
    inference(rat,[],[s55,s25106]) ).

cnf(s25108,plain,
    ~ spl0_557,
    inference(rat,[],[s857,s1350,s1284,s1348,s25107]) ).

cnf(s25109,plain,
    spl0_558,
    inference(rat,[],[s56,s25108]) ).

cnf(s25110,plain,
    ~ spl0_559,
    inference(rat,[],[s856,s1346,s1286,s1344,s25109]) ).

cnf(s25111,plain,
    spl0_560,
    inference(rat,[],[s57,s25110]) ).

cnf(s25112,plain,
    ~ spl0_561,
    inference(rat,[],[s855,s1342,s1288,s1340,s25111]) ).

cnf(s25113,plain,
    spl0_562,
    inference(rat,[],[s58,s25112]) ).

cnf(s25114,plain,
    ~ spl0_563,
    inference(rat,[],[s854,s1338,s1290,s1336,s25113]) ).

cnf(s25115,plain,
    spl0_564,
    inference(rat,[],[s59,s25114]) ).

cnf(s25116,plain,
    ~ spl0_565,
    inference(rat,[],[s853,s1334,s1292,s1332,s25115]) ).

cnf(s25117,plain,
    spl0_566,
    inference(rat,[],[s60,s25116]) ).

cnf(s25118,plain,
    ~ spl0_567,
    inference(rat,[],[s852,s1330,s1294,s1328,s25117]) ).

cnf(s25119,plain,
    spl0_568,
    inference(rat,[],[s61,s25118]) ).

cnf(s25120,plain,
    ~ spl0_569,
    inference(rat,[],[s851,s1326,s1296,s1324,s25119]) ).

cnf(s25121,plain,
    spl0_570,
    inference(rat,[],[s62,s25120]) ).

cnf(s25122,plain,
    ~ spl0_571,
    inference(rat,[],[s850,s1322,s1298,s1320,s25121]) ).

cnf(s25123,plain,
    spl0_572,
    inference(rat,[],[s63,s25122]) ).

cnf(s25124,plain,
    ~ spl0_573,
    inference(rat,[],[s849,s1318,s1300,s1316,s25123]) ).

cnf(s25125,plain,
    spl0_574,
    inference(rat,[],[s64,s25124]) ).

cnf(s25126,plain,
    ~ spl0_575,
    inference(rat,[],[s848,s1314,s1302,s1312,s25125]) ).

cnf(s25127,plain,
    spl0_576,
    inference(rat,[],[s65,s25126]) ).

cnf(s25128,plain,
    ~ spl0_577,
    inference(rat,[],[s847,s1310,s1304,s1308,s25127]) ).

cnf(s25129,plain,
    spl0_578,
    inference(rat,[],[s66,s25128]) ).

cnf(s25130,plain,
    ~ spl0_579,
    inference(rat,[],[s846,s1305,s1306,s25129]) ).

cnf(s25131,plain,
    spl0_580,
    inference(rat,[],[s67,s25130]) ).

cnf(s25132,plain,
    ~ spl0_581,
    inference(rat,[],[s845,s1477,s1394,s1476,s25131]) ).

cnf(s25133,plain,
    spl0_582,
    inference(rat,[],[s68,s25132]) ).

cnf(s25134,plain,
    ~ spl0_583,
    inference(rat,[],[s844,s1474,s1396,s1472,s25133]) ).

cnf(s25135,plain,
    spl0_584,
    inference(rat,[],[s69,s25134]) ).

cnf(s25136,plain,
    ~ spl0_585,
    inference(rat,[],[s843,s1470,s1398,s1468,s25135]) ).

cnf(s25137,plain,
    spl0_586,
    inference(rat,[],[s70,s25136]) ).

cnf(s25138,plain,
    ~ spl0_587,
    inference(rat,[],[s842,s1466,s1400,s1464,s25137]) ).

cnf(s25139,plain,
    spl0_588,
    inference(rat,[],[s71,s25138]) ).

cnf(s25140,plain,
    ~ spl0_589,
    inference(rat,[],[s841,s1462,s1402,s1460,s25139]) ).

cnf(s25141,plain,
    spl0_590,
    inference(rat,[],[s72,s25140]) ).

cnf(s25142,plain,
    ~ spl0_591,
    inference(rat,[],[s840,s1458,s1404,s1456,s25141]) ).

cnf(s25143,plain,
    spl0_592,
    inference(rat,[],[s73,s25142]) ).

cnf(s25144,plain,
    ~ spl0_593,
    inference(rat,[],[s839,s1454,s1406,s1452,s25143]) ).

cnf(s25145,plain,
    spl0_594,
    inference(rat,[],[s74,s25144]) ).

cnf(s25146,plain,
    ~ spl0_595,
    inference(rat,[],[s838,s1450,s1408,s1448,s25145]) ).

cnf(s25147,plain,
    spl0_596,
    inference(rat,[],[s75,s25146]) ).

cnf(s25148,plain,
    ~ spl0_597,
    inference(rat,[],[s837,s1446,s1410,s1444,s25147]) ).

cnf(s25149,plain,
    spl0_598,
    inference(rat,[],[s76,s25148]) ).

cnf(s25150,plain,
    ~ spl0_599,
    inference(rat,[],[s836,s1442,s1412,s1440,s25149]) ).

cnf(s25151,plain,
    spl0_600,
    inference(rat,[],[s77,s25150]) ).

cnf(s25152,plain,
    ~ spl0_601,
    inference(rat,[],[s835,s1438,s1414,s1436,s25151]) ).

cnf(s25153,plain,
    spl0_602,
    inference(rat,[],[s78,s25152]) ).

cnf(s25154,plain,
    ~ spl0_603,
    inference(rat,[],[s834,s1434,s1416,s1432,s25153]) ).

cnf(s25155,plain,
    spl0_604,
    inference(rat,[],[s79,s25154]) ).

cnf(s25156,plain,
    ~ spl0_605,
    inference(rat,[],[s833,s1430,s1418,s1428,s25155]) ).

cnf(s25157,plain,
    spl0_606,
    inference(rat,[],[s80,s25156]) ).

cnf(s25158,plain,
    ~ spl0_607,
    inference(rat,[],[s832,s1426,s1420,s1424,s25157]) ).

cnf(s25159,plain,
    spl0_608,
    inference(rat,[],[s81,s25158]) ).

cnf(s25160,plain,
    ~ spl0_609,
    inference(rat,[],[s831,s1421,s1422,s25159]) ).

cnf(s25161,plain,
    spl0_610,
    inference(rat,[],[s82,s25160]) ).

cnf(s25162,plain,
    ~ spl0_611,
    inference(rat,[],[s830,s1599,s1510,s1598,s25161]) ).

cnf(s25163,plain,
    spl0_612,
    inference(rat,[],[s83,s25162]) ).

cnf(s25164,plain,
    ~ spl0_613,
    inference(rat,[],[s829,s1596,s1512,s1594,s25163]) ).

cnf(s25165,plain,
    spl0_614,
    inference(rat,[],[s84,s25164]) ).

cnf(s25166,plain,
    ~ spl0_615,
    inference(rat,[],[s828,s1592,s1514,s1590,s25165]) ).

cnf(s25167,plain,
    spl0_616,
    inference(rat,[],[s85,s25166]) ).

cnf(s25168,plain,
    ~ spl0_617,
    inference(rat,[],[s827,s1588,s1516,s1586,s25167]) ).

cnf(s25169,plain,
    spl0_618,
    inference(rat,[],[s86,s25168]) ).

cnf(s25170,plain,
    ~ spl0_619,
    inference(rat,[],[s826,s1584,s1518,s1582,s25169]) ).

cnf(s25171,plain,
    spl0_620,
    inference(rat,[],[s87,s25170]) ).

cnf(s25172,plain,
    ~ spl0_621,
    inference(rat,[],[s825,s1580,s1520,s1578,s25171]) ).

cnf(s25173,plain,
    spl0_622,
    inference(rat,[],[s88,s25172]) ).

cnf(s25174,plain,
    ~ spl0_623,
    inference(rat,[],[s824,s1576,s1522,s1574,s25173]) ).

cnf(s25175,plain,
    spl0_624,
    inference(rat,[],[s89,s25174]) ).

cnf(s25176,plain,
    ~ spl0_625,
    inference(rat,[],[s823,s1572,s1524,s1570,s25175]) ).

cnf(s25177,plain,
    spl0_626,
    inference(rat,[],[s90,s25176]) ).

cnf(s25178,plain,
    ~ spl0_627,
    inference(rat,[],[s822,s1568,s1526,s1566,s25177]) ).

cnf(s25179,plain,
    spl0_628,
    inference(rat,[],[s91,s25178]) ).

cnf(s25180,plain,
    ~ spl0_629,
    inference(rat,[],[s821,s1564,s1528,s1562,s25179]) ).

cnf(s25181,plain,
    spl0_630,
    inference(rat,[],[s92,s25180]) ).

cnf(s25182,plain,
    ~ spl0_631,
    inference(rat,[],[s820,s1560,s1530,s1558,s25181]) ).

cnf(s25183,plain,
    spl0_632,
    inference(rat,[],[s93,s25182]) ).

cnf(s25184,plain,
    ~ spl0_633,
    inference(rat,[],[s819,s1556,s1532,s1554,s25183]) ).

cnf(s25185,plain,
    spl0_634,
    inference(rat,[],[s94,s25184]) ).

cnf(s25186,plain,
    ~ spl0_635,
    inference(rat,[],[s818,s1552,s1534,s1550,s25185]) ).

cnf(s25187,plain,
    spl0_636,
    inference(rat,[],[s95,s25186]) ).

cnf(s25188,plain,
    ~ spl0_637,
    inference(rat,[],[s817,s1548,s1536,s1546,s25187]) ).

cnf(s25189,plain,
    spl0_638,
    inference(rat,[],[s96,s25188]) ).

cnf(s25190,plain,
    ~ spl0_639,
    inference(rat,[],[s816,s1544,s1538,s1542,s25189]) ).

cnf(s25191,plain,
    spl0_640,
    inference(rat,[],[s97,s25190]) ).

cnf(s25192,plain,
    ~ spl0_641,
    inference(rat,[],[s815,s1539,s1540,s25191]) ).

cnf(s25193,plain,
    spl0_642,
    inference(rat,[],[s98,s25192]) ).

cnf(s25194,plain,
    ~ spl0_643,
    inference(rat,[],[s814,s1675,s1634,s1674,s25193]) ).

cnf(s25195,plain,
    spl0_644,
    inference(rat,[],[s99,s25194]) ).

cnf(s25196,plain,
    ~ spl0_645,
    inference(rat,[],[s813,s1672,s1636,s1670,s25195]) ).

cnf(s25197,plain,
    spl0_646,
    inference(rat,[],[s100,s25196]) ).

cnf(s25198,plain,
    ~ spl0_647,
    inference(rat,[],[s812,s1668,s1638,s1666,s25197]) ).

cnf(s25199,plain,
    spl0_648,
    inference(rat,[],[s101,s25198]) ).

cnf(s25200,plain,
    ~ spl0_649,
    inference(rat,[],[s811,s1664,s1640,s1662,s25199]) ).

cnf(s25201,plain,
    spl0_650,
    inference(rat,[],[s102,s25200]) ).

cnf(s25202,plain,
    ~ spl0_651,
    inference(rat,[],[s810,s1660,s1642,s1658,s25201]) ).

cnf(s25203,plain,
    spl0_652,
    inference(rat,[],[s103,s25202]) ).

cnf(s25204,plain,
    ~ spl0_653,
    inference(rat,[],[s809,s1656,s1644,s1654,s25203]) ).

cnf(s25205,plain,
    spl0_654,
    inference(rat,[],[s104,s25204]) ).

cnf(s25206,plain,
    ~ spl0_655,
    inference(rat,[],[s808,s1652,s1646,s1650,s25205]) ).

cnf(s25207,plain,
    spl0_656,
    inference(rat,[],[s105,s25206]) ).

cnf(s25208,plain,
    ~ spl0_657,
    inference(rat,[],[s807,s1647,s1648,s25207]) ).

cnf(s25209,plain,
    spl0_658,
    inference(rat,[],[s106,s25208]) ).

cnf(s25210,plain,
    ~ spl0_659,
    inference(rat,[],[s806,s1711,s1694,s1710,s25209]) ).

cnf(s25211,plain,
    spl0_660,
    inference(rat,[],[s107,s25210]) ).

cnf(s25212,plain,
    ~ spl0_661,
    inference(rat,[],[s805,s1708,s1696,s1706,s25211]) ).

cnf(s25213,plain,
    spl0_662,
    inference(rat,[],[s108,s25212]) ).

cnf(s25214,plain,
    ~ spl0_663,
    inference(rat,[],[s804,s1704,s1698,s1702,s25213]) ).

cnf(s25215,plain,
    spl0_664,
    inference(rat,[],[s109,s25214]) ).

cnf(s25216,plain,
    ~ spl0_665,
    inference(rat,[],[s803,s1699,s1700,s25215]) ).

cnf(s25217,plain,
    spl0_666,
    inference(rat,[],[s110,s25216]) ).

cnf(s25218,plain,
    ~ spl0_667,
    inference(rat,[],[s802,s1727,s1722,s1726,s25217]) ).

cnf(s25219,plain,
    spl0_668,
    inference(rat,[],[s111,s25218]) ).

cnf(s25220,plain,
    ~ spl0_669,
    inference(rat,[],[s801,s1723,s1724,s25219]) ).

cnf(s25221,plain,
    spl0_670,
    inference(rat,[],[s112,s25220]) ).

cnf(s25222,plain,
    ~ spl0_671,
    inference(rat,[],[s800,s1733,s1734,s25221]) ).

cnf(s25223,plain,
    spl0_672,
    inference(rat,[],[s113,s25222]) ).

cnf(s25224,plain,
    ~ spl0_673,
    inference(rat,[],[s799,s1737,s1738,s25223]) ).

cnf(s25225,plain,
    spl0_674,
    inference(rat,[],[s114,s25224]) ).

cnf(s25226,plain,
    ~ spl0_675,
    inference(rat,[],[s798,s1741,s1742,s25225]) ).

cnf(s25227,plain,
    spl0_676,
    inference(rat,[],[s115,s25226]) ).

cnf(s25228,plain,
    ~ spl0_677,
    inference(rat,[],[s797,s1745,s1746,s25227]) ).

cnf(s25229,plain,
    spl0_678,
    inference(rat,[],[s116,s25228]) ).

cnf(s25230,plain,
    ~ spl0_679,
    inference(rat,[],[s796,s1749,s1750,s25229]) ).

cnf(s25231,plain,
    spl0_680,
    inference(rat,[],[s117,s25230]) ).

cnf(s25232,plain,
    ~ spl0_681,
    inference(rat,[],[s795,s1825,s1754,s1824,s25231]) ).

cnf(s25233,plain,
    spl0_682,
    inference(rat,[],[s118,s25232]) ).

cnf(s25234,plain,
    ~ spl0_683,
    inference(rat,[],[s794,s1822,s1756,s1820,s25233]) ).

cnf(s25235,plain,
    spl0_684,
    inference(rat,[],[s119,s25234]) ).

cnf(s25236,plain,
    ~ spl0_685,
    inference(rat,[],[s793,s1818,s1758,s1816,s25235]) ).

cnf(s25237,plain,
    spl0_686,
    inference(rat,[],[s120,s25236]) ).

cnf(s25238,plain,
    ~ spl0_687,
    inference(rat,[],[s792,s1814,s1760,s1812,s25237]) ).

cnf(s25239,plain,
    spl0_688,
    inference(rat,[],[s121,s25238]) ).

cnf(s25240,plain,
    ~ spl0_689,
    inference(rat,[],[s791,s1810,s1762,s1808,s25239]) ).

cnf(s25241,plain,
    spl0_690,
    inference(rat,[],[s122,s25240]) ).

cnf(s25242,plain,
    ~ spl0_691,
    inference(rat,[],[s790,s1806,s1764,s1804,s25241]) ).

cnf(s25243,plain,
    spl0_692,
    inference(rat,[],[s123,s25242]) ).

cnf(s25244,plain,
    ~ spl0_693,
    inference(rat,[],[s789,s1802,s1766,s1800,s25243]) ).

cnf(s25245,plain,
    spl0_694,
    inference(rat,[],[s124,s25244]) ).

cnf(s25246,plain,
    ~ spl0_695,
    inference(rat,[],[s788,s1798,s1768,s1796,s25245]) ).

cnf(s25247,plain,
    spl0_696,
    inference(rat,[],[s125,s25246]) ).

cnf(s25248,plain,
    ~ spl0_697,
    inference(rat,[],[s787,s1794,s1770,s1792,s25247]) ).

cnf(s25249,plain,
    spl0_698,
    inference(rat,[],[s126,s25248]) ).

cnf(s25250,plain,
    ~ spl0_699,
    inference(rat,[],[s786,s1790,s1772,s1788,s25249]) ).

cnf(s25251,plain,
    spl0_700,
    inference(rat,[],[s127,s25250]) ).

cnf(s25252,plain,
    ~ spl0_701,
    inference(rat,[],[s785,s1786,s1774,s1784,s25251]) ).

cnf(s25253,plain,
    spl0_702,
    inference(rat,[],[s128,s25252]) ).

cnf(s25254,plain,
    ~ spl0_703,
    inference(rat,[],[s784,s1782,s1776,s1780,s25253]) ).

cnf(s25255,plain,
    spl0_704,
    inference(rat,[],[s129,s25254]) ).

cnf(s25256,plain,
    ~ spl0_705,
    inference(rat,[],[s783,s1777,s1778,s25255]) ).

cnf(s25257,plain,
    spl0_706,
    inference(rat,[],[s130,s25256]) ).

cnf(s25258,plain,
    ~ spl0_707,
    inference(rat,[],[s782,s1883,s1854,s1882,s25257]) ).

cnf(s25259,plain,
    spl0_708,
    inference(rat,[],[s131,s25258]) ).

cnf(s25260,plain,
    ~ spl0_709,
    inference(rat,[],[s781,s1880,s1856,s1878,s25259]) ).

cnf(s25261,plain,
    spl0_710,
    inference(rat,[],[s132,s25260]) ).

cnf(s25262,plain,
    ~ spl0_711,
    inference(rat,[],[s780,s1876,s1858,s1874,s25261]) ).

cnf(s25263,plain,
    spl0_712,
    inference(rat,[],[s133,s25262]) ).

cnf(s25264,plain,
    ~ spl0_713,
    inference(rat,[],[s779,s1872,s1860,s1870,s25263]) ).

cnf(s25265,plain,
    spl0_714,
    inference(rat,[],[s134,s25264]) ).

cnf(s25266,plain,
    ~ spl0_715,
    inference(rat,[],[s778,s1868,s1862,s1866,s25265]) ).

cnf(s25267,plain,
    spl0_716,
    inference(rat,[],[s135,s25266]) ).

cnf(s25268,plain,
    ~ spl0_717,
    inference(rat,[],[s777,s1863,s1864,s25267]) ).

cnf(s25269,plain,
    spl0_718,
    inference(rat,[],[s136,s25268]) ).

cnf(s25270,plain,
    ~ spl0_719,
    inference(rat,[],[s776,s1915,s1898,s1914,s25269]) ).

cnf(s25271,plain,
    spl0_720,
    inference(rat,[],[s137,s25270]) ).

cnf(s25272,plain,
    ~ spl0_721,
    inference(rat,[],[s775,s1912,s1900,s1910,s25271]) ).

cnf(s25273,plain,
    spl0_722,
    inference(rat,[],[s138,s25272]) ).

cnf(s25274,plain,
    ~ spl0_723,
    inference(rat,[],[s774,s1908,s1902,s1906,s25273]) ).

cnf(s25275,plain,
    spl0_724,
    inference(rat,[],[s139,s25274]) ).

cnf(s25276,plain,
    ~ spl0_725,
    inference(rat,[],[s773,s1903,s1904,s25275]) ).

cnf(s25277,plain,
    spl0_726,
    inference(rat,[],[s140,s25276]) ).

cnf(s25278,plain,
    ~ spl0_727,
    inference(rat,[],[s772,s1967,s1926,s1966,s25277]) ).

cnf(s25279,plain,
    spl0_728,
    inference(rat,[],[s141,s25278]) ).

cnf(s25280,plain,
    ~ spl0_729,
    inference(rat,[],[s771,s1964,s1928,s1962,s25279]) ).

cnf(s25281,plain,
    spl0_730,
    inference(rat,[],[s142,s25280]) ).

cnf(s25282,plain,
    ~ spl0_731,
    inference(rat,[],[s770,s1960,s1930,s1958,s25281]) ).

cnf(s25283,plain,
    spl0_732,
    inference(rat,[],[s143,s25282]) ).

cnf(s25284,plain,
    ~ spl0_733,
    inference(rat,[],[s769,s1956,s1932,s1954,s25283]) ).

cnf(s25285,plain,
    spl0_734,
    inference(rat,[],[s144,s25284]) ).

cnf(s25286,plain,
    ~ spl0_735,
    inference(rat,[],[s768,s1952,s1934,s1950,s25285]) ).

cnf(s25287,plain,
    spl0_736,
    inference(rat,[],[s145,s25286]) ).

cnf(s25288,plain,
    ~ spl0_737,
    inference(rat,[],[s767,s1948,s1936,s1946,s25287]) ).

cnf(s25289,plain,
    spl0_738,
    inference(rat,[],[s146,s25288]) ).

cnf(s25290,plain,
    ~ spl0_739,
    inference(rat,[],[s766,s1944,s1938,s1942,s25289]) ).

cnf(s25291,plain,
    spl0_740,
    inference(rat,[],[s147,s25290]) ).

cnf(s25292,plain,
    ~ spl0_741,
    inference(rat,[],[s765,s1939,s1940,s25291]) ).

cnf(s25293,plain,
    spl0_742,
    inference(rat,[],[s148,s25292]) ).

cnf(s25294,plain,
    ~ spl0_743,
    inference(rat,[],[s764,s1991,s1986,s1990,s25293]) ).

cnf(s25295,plain,
    spl0_744,
    inference(rat,[],[s149,s25294]) ).

cnf(s25296,plain,
    ~ spl0_745,
    inference(rat,[],[s763,s1987,s1988,s25295]) ).

cnf(s25297,plain,
    spl0_746,
    inference(rat,[],[s150,s25296]) ).

cnf(s25298,plain,
    ~ spl0_747,
    inference(rat,[],[s762,s2033,s1998,s2032,s25297]) ).

cnf(s25299,plain,
    spl0_748,
    inference(rat,[],[s151,s25298]) ).

cnf(s25300,plain,
    ~ spl0_749,
    inference(rat,[],[s761,s2030,s2000,s2028,s25299]) ).

cnf(s25301,plain,
    spl0_750,
    inference(rat,[],[s152,s25300]) ).

cnf(s25302,plain,
    ~ spl0_751,
    inference(rat,[],[s760,s2026,s2002,s2024,s25301]) ).

cnf(s25303,plain,
    spl0_752,
    inference(rat,[],[s153,s25302]) ).

cnf(s25304,plain,
    ~ spl0_753,
    inference(rat,[],[s759,s2022,s2004,s2020,s25303]) ).

cnf(s25305,plain,
    spl0_754,
    inference(rat,[],[s154,s25304]) ).

cnf(s25306,plain,
    ~ spl0_755,
    inference(rat,[],[s758,s2018,s2006,s2016,s25305]) ).

cnf(s25307,plain,
    spl0_756,
    inference(rat,[],[s155,s25306]) ).

cnf(s25308,plain,
    ~ spl0_757,
    inference(rat,[],[s757,s2014,s2008,s2012,s25307]) ).

cnf(s25309,plain,
    spl0_758,
    inference(rat,[],[s156,s25308]) ).

cnf(s25310,plain,
    ~ spl0_759,
    inference(rat,[],[s756,s2009,s2010,s25309]) ).

cnf(s25311,plain,
    spl0_760,
    inference(rat,[],[s157,s25310]) ).

cnf(s25312,plain,
    ~ spl0_761,
    inference(rat,[],[s755,s2085,s2050,s2084,s25311]) ).

cnf(s25313,plain,
    spl0_762,
    inference(rat,[],[s158,s25312]) ).

cnf(s25314,plain,
    ~ spl0_763,
    inference(rat,[],[s754,s2082,s2052,s2080,s25313]) ).

cnf(s25315,plain,
    spl0_764,
    inference(rat,[],[s159,s25314]) ).

cnf(s25316,plain,
    ~ spl0_765,
    inference(rat,[],[s753,s2078,s2054,s2076,s25315]) ).

cnf(s25317,plain,
    spl0_766,
    inference(rat,[],[s160,s25316]) ).

cnf(s25318,plain,
    ~ spl0_767,
    inference(rat,[],[s752,s2074,s2056,s2072,s25317]) ).

cnf(s25319,plain,
    spl0_768,
    inference(rat,[],[s161,s25318]) ).

cnf(s25320,plain,
    ~ spl0_769,
    inference(rat,[],[s751,s2070,s2058,s2068,s25319]) ).

cnf(s25321,plain,
    spl0_770,
    inference(rat,[],[s162,s25320]) ).

cnf(s25322,plain,
    ~ spl0_771,
    inference(rat,[],[s750,s2066,s2060,s2064,s25321]) ).

cnf(s25323,plain,
    spl0_772,
    inference(rat,[],[s163,s25322]) ).

cnf(s25324,plain,
    ~ spl0_773,
    inference(rat,[],[s749,s2061,s2062,s25323]) ).

cnf(s25325,plain,
    spl0_774,
    inference(rat,[],[s164,s25324]) ).

cnf(s25326,plain,
    ~ spl0_775,
    inference(rat,[],[s748,s2125,s2102,s2124,s25325]) ).

cnf(s25327,plain,
    spl0_776,
    inference(rat,[],[s165,s25326]) ).

cnf(s25328,plain,
    ~ spl0_777,
    inference(rat,[],[s747,s2122,s2104,s2120,s25327]) ).

cnf(s25329,plain,
    spl0_778,
    inference(rat,[],[s166,s25328]) ).

cnf(s25330,plain,
    ~ spl0_779,
    inference(rat,[],[s746,s2118,s2106,s2116,s25329]) ).

cnf(s25331,plain,
    spl0_780,
    inference(rat,[],[s167,s25330]) ).

cnf(s25332,plain,
    ~ spl0_781,
    inference(rat,[],[s745,s2114,s2108,s2112,s25331]) ).

cnf(s25333,plain,
    spl0_782,
    inference(rat,[],[s168,s25332]) ).

cnf(s25334,plain,
    ~ spl0_783,
    inference(rat,[],[s744,s2109,s2110,s25333]) ).

cnf(s25335,plain,
    spl0_784,
    inference(rat,[],[s169,s25334]) ).

cnf(s25336,plain,
    ~ spl0_785,
    inference(rat,[],[s743,s2197,s2138,s2196,s25335]) ).

cnf(s25337,plain,
    spl0_786,
    inference(rat,[],[s170,s25336]) ).

cnf(s25338,plain,
    ~ spl0_787,
    inference(rat,[],[s742,s2194,s2140,s2192,s25337]) ).

cnf(s25339,plain,
    spl0_788,
    inference(rat,[],[s171,s25338]) ).

cnf(s25340,plain,
    ~ spl0_789,
    inference(rat,[],[s741,s2190,s2142,s2188,s25339]) ).

cnf(s25341,plain,
    spl0_790,
    inference(rat,[],[s172,s25340]) ).

cnf(s25342,plain,
    ~ spl0_791,
    inference(rat,[],[s740,s2186,s2144,s2184,s25341]) ).

cnf(s25343,plain,
    spl0_792,
    inference(rat,[],[s173,s25342]) ).

cnf(s25344,plain,
    ~ spl0_793,
    inference(rat,[],[s739,s2182,s2146,s2180,s25343]) ).

cnf(s25345,plain,
    spl0_794,
    inference(rat,[],[s174,s25344]) ).

cnf(s25346,plain,
    ~ spl0_795,
    inference(rat,[],[s738,s2178,s2148,s2176,s25345]) ).

cnf(s25347,plain,
    spl0_796,
    inference(rat,[],[s175,s25346]) ).

cnf(s25348,plain,
    ~ spl0_797,
    inference(rat,[],[s737,s2174,s2150,s2172,s25347]) ).

cnf(s25349,plain,
    spl0_798,
    inference(rat,[],[s176,s25348]) ).

cnf(s25350,plain,
    ~ spl0_799,
    inference(rat,[],[s736,s2170,s2152,s2168,s25349]) ).

cnf(s25351,plain,
    spl0_800,
    inference(rat,[],[s177,s25350]) ).

cnf(s25352,plain,
    ~ spl0_801,
    inference(rat,[],[s735,s2166,s2154,s2164,s25351]) ).

cnf(s25353,plain,
    spl0_802,
    inference(rat,[],[s178,s25352]) ).

cnf(s25354,plain,
    ~ spl0_803,
    inference(rat,[],[s734,s2162,s2156,s2160,s25353]) ).

cnf(s25355,plain,
    spl0_804,
    inference(rat,[],[s179,s25354]) ).

cnf(s25356,plain,
    ~ spl0_805,
    inference(rat,[],[s733,s2157,s2158,s25355]) ).

cnf(s25357,plain,
    spl0_806,
    inference(rat,[],[s180,s25356]) ).

cnf(s25358,plain,
    ~ spl0_807,
    inference(rat,[],[s732,s2293,s2222,s2292,s25357]) ).

cnf(s25359,plain,
    spl0_808,
    inference(rat,[],[s181,s25358]) ).

cnf(s25360,plain,
    ~ spl0_809,
    inference(rat,[],[s731,s2290,s2224,s2288,s25359]) ).

cnf(s25361,plain,
    spl0_810,
    inference(rat,[],[s182,s25360]) ).

cnf(s25362,plain,
    ~ spl0_811,
    inference(rat,[],[s730,s2286,s2226,s2284,s25361]) ).

cnf(s25363,plain,
    spl0_812,
    inference(rat,[],[s183,s25362]) ).

cnf(s25364,plain,
    ~ spl0_813,
    inference(rat,[],[s729,s2282,s2228,s2280,s25363]) ).

cnf(s25365,plain,
    spl0_814,
    inference(rat,[],[s184,s25364]) ).

cnf(s25366,plain,
    ~ spl0_815,
    inference(rat,[],[s728,s2278,s2230,s2276,s25365]) ).

cnf(s25367,plain,
    spl0_816,
    inference(rat,[],[s185,s25366]) ).

cnf(s25368,plain,
    ~ spl0_817,
    inference(rat,[],[s727,s2274,s2232,s2272,s25367]) ).

cnf(s25369,plain,
    spl0_818,
    inference(rat,[],[s186,s25368]) ).

cnf(s25370,plain,
    ~ spl0_819,
    inference(rat,[],[s726,s2270,s2234,s2268,s25369]) ).

cnf(s25371,plain,
    spl0_820,
    inference(rat,[],[s187,s25370]) ).

cnf(s25372,plain,
    ~ spl0_821,
    inference(rat,[],[s725,s2266,s2236,s2264,s25371]) ).

cnf(s25373,plain,
    spl0_822,
    inference(rat,[],[s188,s25372]) ).

cnf(s25374,plain,
    ~ spl0_823,
    inference(rat,[],[s724,s2262,s2238,s2260,s25373]) ).

cnf(s25375,plain,
    spl0_824,
    inference(rat,[],[s189,s25374]) ).

cnf(s25376,plain,
    ~ spl0_825,
    inference(rat,[],[s723,s2258,s2240,s2256,s25375]) ).

cnf(s25377,plain,
    spl0_826,
    inference(rat,[],[s190,s25376]) ).

cnf(s25378,plain,
    ~ spl0_827,
    inference(rat,[],[s722,s2254,s2242,s2252,s25377]) ).

cnf(s25379,plain,
    spl0_828,
    inference(rat,[],[s191,s25378]) ).

cnf(s25380,plain,
    ~ spl0_829,
    inference(rat,[],[s721,s2250,s2244,s2248,s25379]) ).

cnf(s25381,plain,
    spl0_830,
    inference(rat,[],[s192,s25380]) ).

cnf(s25382,plain,
    ~ spl0_831,
    inference(rat,[],[s720,s2245,s2246,s25381]) ).

cnf(s25383,plain,
    spl0_832,
    inference(rat,[],[s193,s25382]) ).

cnf(s25384,plain,
    ~ spl0_833,
    inference(rat,[],[s719,s2327,s2322,s2326,s25383]) ).

cnf(s25385,plain,
    spl0_834,
    inference(rat,[],[s194,s25384]) ).

cnf(s25386,plain,
    ~ spl0_835,
    inference(rat,[],[s718,s2323,s2324,s25385]) ).

cnf(s25387,plain,
    spl0_836,
    inference(rat,[],[s195,s25386]) ).

cnf(s25388,plain,
    ~ spl0_837,
    inference(rat,[],[s717,s2333,s2334,s25387]) ).

cnf(s25389,plain,
    spl0_838,
    inference(rat,[],[s196,s25388]) ).

cnf(s25390,plain,
    ~ spl0_839,
    inference(rat,[],[s716,s2367,s2338,s2366,s25389]) ).

cnf(s25391,plain,
    spl0_840,
    inference(rat,[],[s197,s25390]) ).

cnf(s25392,plain,
    ~ spl0_841,
    inference(rat,[],[s715,s2364,s2340,s2362,s25391]) ).

cnf(s25393,plain,
    spl0_842,
    inference(rat,[],[s198,s25392]) ).

cnf(s25394,plain,
    ~ spl0_843,
    inference(rat,[],[s714,s2360,s2342,s2358,s25393]) ).

cnf(s25395,plain,
    spl0_844,
    inference(rat,[],[s199,s25394]) ).

cnf(s25396,plain,
    ~ spl0_845,
    inference(rat,[],[s713,s2356,s2344,s2354,s25395]) ).

cnf(s25397,plain,
    spl0_846,
    inference(rat,[],[s200,s25396]) ).

cnf(s25398,plain,
    ~ spl0_847,
    inference(rat,[],[s712,s2352,s2346,s2350,s25397]) ).

cnf(s25399,plain,
    spl0_848,
    inference(rat,[],[s201,s25398]) ).

cnf(s25400,plain,
    ~ spl0_849,
    inference(rat,[],[s711,s2347,s2348,s25399]) ).

cnf(s25401,plain,
    spl0_850,
    inference(rat,[],[s202,s25400]) ).

cnf(s25402,plain,
    ~ spl0_851,
    inference(rat,[],[s710,s2411,s2382,s2410,s25401]) ).

cnf(s25403,plain,
    spl0_852,
    inference(rat,[],[s203,s25402]) ).

cnf(s25404,plain,
    ~ spl0_853,
    inference(rat,[],[s709,s2408,s2384,s2406,s25403]) ).

cnf(s25405,plain,
    spl0_854,
    inference(rat,[],[s204,s25404]) ).

cnf(s25406,plain,
    ~ spl0_855,
    inference(rat,[],[s708,s2404,s2386,s2402,s25405]) ).

cnf(s25407,plain,
    spl0_856,
    inference(rat,[],[s205,s25406]) ).

cnf(s25408,plain,
    ~ spl0_857,
    inference(rat,[],[s707,s2400,s2388,s2398,s25407]) ).

cnf(s25409,plain,
    spl0_858,
    inference(rat,[],[s206,s25408]) ).

cnf(s25410,plain,
    ~ spl0_859,
    inference(rat,[],[s706,s2396,s2390,s2394,s25409]) ).

cnf(s25411,plain,
    spl0_860,
    inference(rat,[],[s207,s25410]) ).

cnf(s25412,plain,
    ~ spl0_861,
    inference(rat,[],[s705,s2391,s2392,s25411]) ).

cnf(s25413,plain,
    spl0_862,
    inference(rat,[],[s208,s25412]) ).

cnf(s25414,plain,
    ~ spl0_863,
    inference(rat,[],[s704,s2457,s2426,s2454,s25413]) ).

cnf(s25415,plain,
    spl0_864,
    inference(rat,[],[s209,s25414]) ).

cnf(s25416,plain,
    ~ spl0_865,
    inference(rat,[],[s703,s2452,s2428,s2450,s25415]) ).

cnf(s25417,plain,
    spl0_866,
    inference(rat,[],[s210,s25416]) ).

cnf(s25418,plain,
    ~ spl0_867,
    inference(rat,[],[s702,s2448,s2430,s2446,s25417]) ).

cnf(s25419,plain,
    spl0_868,
    inference(rat,[],[s211,s25418]) ).

cnf(s25420,plain,
    ~ spl0_869,
    inference(rat,[],[s701,s2444,s2432,s2442,s25419]) ).

cnf(s25421,plain,
    spl0_870,
    inference(rat,[],[s212,s25420]) ).

cnf(s25422,plain,
    ~ spl0_871,
    inference(rat,[],[s700,s2440,s2434,s2438,s25421]) ).

cnf(s25423,plain,
    spl0_872,
    inference(rat,[],[s213,s25422]) ).

cnf(s25424,plain,
    ~ spl0_873,
    inference(rat,[],[s699,s2435,s2436,s25423]) ).

cnf(s25425,plain,
    spl0_874,
    inference(rat,[],[s214,s25424]) ).

cnf(s25426,plain,
    ~ spl0_875,
    inference(rat,[],[s698,s2493,s2468,s2490,s25425]) ).

cnf(s25427,plain,
    spl0_876,
    inference(rat,[],[s215,s25426]) ).

cnf(s25428,plain,
    ~ spl0_877,
    inference(rat,[],[s697,s2488,s2470,s2486,s25427]) ).

cnf(s25429,plain,
    spl0_878,
    inference(rat,[],[s216,s25428]) ).

cnf(s25430,plain,
    ~ spl0_879,
    inference(rat,[],[s696,s2484,s2472,s2482,s25429]) ).

cnf(s25431,plain,
    spl0_880,
    inference(rat,[],[s217,s25430]) ).

cnf(s25432,plain,
    ~ spl0_881,
    inference(rat,[],[s695,s2480,s2474,s2478,s25431]) ).

cnf(s25433,plain,
    spl0_882,
    inference(rat,[],[s218,s25432]) ).

cnf(s25434,plain,
    ~ spl0_883,
    inference(rat,[],[s694,s2475,s2476,s25433]) ).

cnf(s25435,plain,
    spl0_884,
    inference(rat,[],[s219,s25434]) ).

cnf(s25436,plain,
    ~ spl0_885,
    inference(rat,[],[s693,s2527,s2502,s2524,s25435]) ).

cnf(s25437,plain,
    spl0_886,
    inference(rat,[],[s220,s25436]) ).

cnf(s25438,plain,
    ~ spl0_887,
    inference(rat,[],[s692,s2522,s2504,s2520,s25437]) ).

cnf(s25439,plain,
    spl0_888,
    inference(rat,[],[s221,s25438]) ).

cnf(s25440,plain,
    ~ spl0_889,
    inference(rat,[],[s691,s2518,s2506,s2516,s25439]) ).

cnf(s25441,plain,
    spl0_890,
    inference(rat,[],[s222,s25440]) ).

cnf(s25442,plain,
    ~ spl0_891,
    inference(rat,[],[s690,s2514,s2508,s2512,s25441]) ).

cnf(s25443,plain,
    spl0_892,
    inference(rat,[],[s223,s25442]) ).

cnf(s25444,plain,
    ~ spl0_893,
    inference(rat,[],[s689,s2509,s2510,s25443]) ).

cnf(s25445,plain,
    spl0_894,
    inference(rat,[],[s224,s25444]) ).

cnf(s25446,plain,
    ~ spl0_895,
    inference(rat,[],[s688,s2573,s2536,s2570,s25445]) ).

cnf(s25447,plain,
    spl0_896,
    inference(rat,[],[s225,s25446]) ).

cnf(s25448,plain,
    ~ spl0_897,
    inference(rat,[],[s687,s2568,s2538,s2566,s25447]) ).

cnf(s25449,plain,
    spl0_898,
    inference(rat,[],[s226,s25448]) ).

cnf(s25450,plain,
    ~ spl0_899,
    inference(rat,[],[s686,s2564,s2540,s2562,s25449]) ).

cnf(s25451,plain,
    spl0_900,
    inference(rat,[],[s227,s25450]) ).

cnf(s25452,plain,
    ~ spl0_901,
    inference(rat,[],[s685,s2560,s2542,s2558,s25451]) ).

cnf(s25453,plain,
    spl0_902,
    inference(rat,[],[s228,s25452]) ).

cnf(s25454,plain,
    ~ spl0_903,
    inference(rat,[],[s684,s2556,s2544,s2554,s25453]) ).

cnf(s25455,plain,
    spl0_904,
    inference(rat,[],[s229,s25454]) ).

cnf(s25456,plain,
    ~ spl0_905,
    inference(rat,[],[s683,s2552,s2546,s2550,s25455]) ).

cnf(s25457,plain,
    spl0_906,
    inference(rat,[],[s230,s25456]) ).

cnf(s25458,plain,
    ~ spl0_907,
    inference(rat,[],[s682,s2547,s2548,s25457]) ).

cnf(s25459,plain,
    spl0_908,
    inference(rat,[],[s231,s25458]) ).

cnf(s25460,plain,
    ~ spl0_909,
    inference(rat,[],[s681,s2585,s2586,s25459]) ).

cnf(s25461,plain,
    spl0_910,
    inference(rat,[],[s232,s25460]) ).

cnf(s25462,plain,
    ~ spl0_911,
    inference(rat,[],[s680,s2597,s2590,s2594,s25461]) ).

cnf(s25463,plain,
    spl0_912,
    inference(rat,[],[s233,s25462]) ).

cnf(s25464,plain,
    ~ spl0_913,
    inference(rat,[],[s679,s2591,s2592,s25463]) ).

cnf(s25465,plain,
    spl0_914,
    inference(rat,[],[s234,s25464]) ).

cnf(s25466,plain,
    ~ spl0_915,
    inference(rat,[],[s678,s2663,s2600,s2660,s25465]) ).

cnf(s25467,plain,
    spl0_916,
    inference(rat,[],[s235,s25466]) ).

cnf(s25468,plain,
    ~ spl0_917,
    inference(rat,[],[s677,s2658,s2602,s2656,s25467]) ).

cnf(s25469,plain,
    spl0_918,
    inference(rat,[],[s236,s25468]) ).

cnf(s25470,plain,
    ~ spl0_919,
    inference(rat,[],[s676,s2654,s2604,s2652,s25469]) ).

cnf(s25471,plain,
    spl0_920,
    inference(rat,[],[s237,s25470]) ).

cnf(s25472,plain,
    ~ spl0_921,
    inference(rat,[],[s675,s2650,s2606,s2648,s25471]) ).

cnf(s25473,plain,
    spl0_922,
    inference(rat,[],[s238,s25472]) ).

cnf(s25474,plain,
    ~ spl0_923,
    inference(rat,[],[s674,s2647,s2608,s2643,s25473]) ).

cnf(s25475,plain,
    spl0_924,
    inference(rat,[],[s239,s25474]) ).

cnf(s25476,plain,
    ~ spl0_925,
    inference(rat,[],[s673,s2642,s2610,s2638,s25475]) ).

cnf(s25477,plain,
    spl0_926,
    inference(rat,[],[s240,s25476]) ).

cnf(s25478,plain,
    ~ spl0_927,
    inference(rat,[],[s672,s2636,s2612,s2634,s25477]) ).

cnf(s25479,plain,
    spl0_928,
    inference(rat,[],[s241,s25478]) ).

cnf(s25480,plain,
    ~ spl0_929,
    inference(rat,[],[s671,s2632,s2614,s2630,s25479]) ).

cnf(s25481,plain,
    spl0_930,
    inference(rat,[],[s242,s25480]) ).

cnf(s25482,plain,
    ~ spl0_931,
    inference(rat,[],[s670,s2628,s2616,s2626,s25481]) ).

cnf(s25483,plain,
    spl0_932,
    inference(rat,[],[s243,s25482]) ).

cnf(s25484,plain,
    ~ spl0_933,
    inference(rat,[],[s669,s2624,s2618,s2622,s25483]) ).

cnf(s25485,plain,
    spl0_934,
    inference(rat,[],[s244,s25484]) ).

cnf(s25486,plain,
    ~ spl0_935,
    inference(rat,[],[s668,s2619,s2620,s25485]) ).

cnf(s25487,plain,
    spl0_936,
    inference(rat,[],[s245,s25486]) ).

cnf(s25488,plain,
    ~ spl0_937,
    inference(rat,[],[s667,s2739,s2684,s2737,s25487]) ).

cnf(s25489,plain,
    spl0_938,
    inference(rat,[],[s246,s25488]) ).

cnf(s25490,plain,
    ~ spl0_939,
    inference(rat,[],[s666,s2686,s2740,s25489]) ).

cnf(s25491,plain,
    spl0_940,
    inference(rat,[],[s247,s25490]) ).

cnf(s25492,plain,
    ~ spl0_941,
    inference(rat,[],[s665,s2722,s2688,s2721,s25491]) ).

cnf(s25493,plain,
    spl0_942,
    inference(rat,[],[s248,s25492]) ).

cnf(s25494,plain,
    ~ spl0_943,
    inference(rat,[],[s664,s2736,s2690,s2732,s25493]) ).

cnf(s25495,plain,
    spl0_944,
    inference(rat,[],[s249,s25494]) ).

cnf(s25496,plain,
    ~ spl0_945,
    inference(rat,[],[s663,s2692,s2729,s25495]) ).

cnf(s25497,plain,
    spl0_946,
    inference(rat,[],[s250,s25496]) ).

cnf(s25498,plain,
    ~ spl0_947,
    inference(rat,[],[s662,s2719,s2694,s2717,s25497]) ).

cnf(s25499,plain,
    spl0_948,
    inference(rat,[],[s251,s25498]) ).

cnf(s25500,plain,
    ~ spl0_949,
    inference(rat,[],[s661,s2715,s2696,s2713,s25499]) ).

cnf(s25501,plain,
    spl0_950,
    inference(rat,[],[s252,s25500]) ).

cnf(s25502,plain,
    ~ spl0_951,
    inference(rat,[],[s660,s2709,s2698,s2708,s25501]) ).

cnf(s25503,plain,
    spl0_952,
    inference(rat,[],[s253,s25502]) ).

cnf(s25504,plain,
    ~ spl0_953,
    inference(rat,[],[s659,s2706,s2700,s2704,s25503]) ).

cnf(s25505,plain,
    spl0_954,
    inference(rat,[],[s254,s25504]) ).

cnf(s25506,plain,
    ~ spl0_955,
    inference(rat,[],[s658,s2701,s2702,s25505]) ).

cnf(s25507,plain,
    spl0_956,
    inference(rat,[],[s255,s25506]) ).

cnf(s25508,plain,
    ~ spl0_957,
    inference(rat,[],[s657,s2790,s2765,s2787,s25507]) ).

cnf(s25509,plain,
    spl0_958,
    inference(rat,[],[s256,s25508]) ).

cnf(s25510,plain,
    ~ spl0_959,
    inference(rat,[],[s656,s2785,s2767,s2783,s25509]) ).

cnf(s25511,plain,
    spl0_960,
    inference(rat,[],[s257,s25510]) ).

cnf(s25512,plain,
    ~ spl0_961,
    inference(rat,[],[s655,s2781,s2769,s2779,s25511]) ).

cnf(s25513,plain,
    spl0_962,
    inference(rat,[],[s258,s25512]) ).

cnf(s25514,plain,
    ~ spl0_963,
    inference(rat,[],[s654,s2777,s2771,s2775,s25513]) ).

cnf(s25515,plain,
    spl0_964,
    inference(rat,[],[s259,s25514]) ).

cnf(s25516,plain,
    ~ spl0_965,
    inference(rat,[],[s653,s2772,s2773,s25515]) ).

cnf(s25517,plain,
    spl0_966,
    inference(rat,[],[s260,s25516]) ).

cnf(s25518,plain,
    ~ spl0_967,
    inference(rat,[],[s652,s2824,s2799,s2821,s25517]) ).

cnf(s25519,plain,
    spl0_968,
    inference(rat,[],[s261,s25518]) ).

cnf(s25520,plain,
    ~ spl0_969,
    inference(rat,[],[s651,s2819,s2801,s2817,s25519]) ).

cnf(s25521,plain,
    spl0_970,
    inference(rat,[],[s262,s25520]) ).

cnf(s25522,plain,
    ~ spl0_971,
    inference(rat,[],[s650,s2815,s2803,s2813,s25521]) ).

cnf(s25523,plain,
    spl0_972,
    inference(rat,[],[s263,s25522]) ).

cnf(s25524,plain,
    ~ spl0_973,
    inference(rat,[],[s649,s2811,s2805,s2809,s25523]) ).

cnf(s25525,plain,
    spl0_974,
    inference(rat,[],[s264,s25524]) ).

cnf(s25526,plain,
    ~ spl0_975,
    inference(rat,[],[s648,s2806,s2807,s25525]) ).

cnf(s25527,plain,
    spl0_976,
    inference(rat,[],[s265,s25526]) ).

cnf(s25528,plain,
    ~ spl0_977,
    inference(rat,[],[s647,s2877,s2833,s2875,s25527]) ).

cnf(s25529,plain,
    spl0_978,
    inference(rat,[],[s266,s25528]) ).

cnf(s25530,plain,
    ~ spl0_979,
    inference(rat,[],[s646,s2835,s2878,s25529]) ).

cnf(s25531,plain,
    spl0_980,
    inference(rat,[],[s267,s25530]) ).

cnf(s25532,plain,
    ~ spl0_981,
    inference(rat,[],[s645,s2871,s2837,s2870,s25531]) ).

cnf(s25533,plain,
    spl0_982,
    inference(rat,[],[s268,s25532]) ).

cnf(s25534,plain,
    ~ spl0_983,
    inference(rat,[],[s644,s2866,s2839,s2865,s25533]) ).

cnf(s25535,plain,
    spl0_984,
    inference(rat,[],[s269,s25534]) ).

cnf(s25536,plain,
    ~ spl0_985,
    inference(rat,[],[s643,s3023,s2841,s3019,s25535]) ).

cnf(s25537,plain,
    spl0_986,
    inference(rat,[],[s270,s25536]) ).

cnf(s25538,plain,
    ~ spl0_987,
    inference(rat,[],[s642,s2861,s2843,s2860,s25537]) ).

cnf(s25539,plain,
    spl0_988,
    inference(rat,[],[s271,s25538]) ).

cnf(s25540,plain,
    ~ spl0_989,
    inference(rat,[],[s641,s2845,s3027,s25539]) ).

cnf(s25541,plain,
    spl0_990,
    inference(rat,[],[s272,s25540]) ).

cnf(s25542,plain,
    ~ spl0_991,
    inference(rat,[],[s640,s2858,s2847,s2856,s25541]) ).

cnf(s25543,plain,
    spl0_992,
    inference(rat,[],[s273,s25542]) ).

cnf(s25544,plain,
    ~ spl0_993,
    inference(rat,[],[s639,s2854,s2849,s2852,s25543]) ).

cnf(s25545,plain,
    spl0_994,
    inference(rat,[],[s274,s25544]) ).

cnf(s25546,plain,
    ~ spl0_995,
    inference(rat,[],[s638,s3013,s2894,s3011,s25545]) ).

cnf(s25547,plain,
    spl0_996,
    inference(rat,[],[s275,s25546]) ).

cnf(s25548,plain,
    ~ spl0_997,
    inference(rat,[],[s637,s3010,s2904,s3003,s25547]) ).

cnf(s25549,plain,
    spl0_998,
    inference(rat,[],[s276,s25548]) ).

cnf(s25550,plain,
    ~ spl0_999,
    inference(rat,[],[s636,s2906,s3016,s25549]) ).

cnf(s25551,plain,
    spl0_1000,
    inference(rat,[],[s277,s25550]) ).

cnf(s25552,plain,
    ~ spl0_1001,
    inference(rat,[],[s635,s2999,s2908,s2998,s25551]) ).

cnf(s25553,plain,
    spl0_1002,
    inference(rat,[],[s278,s25552]) ).

cnf(s25554,plain,
    ~ spl0_1003,
    inference(rat,[],[s634,s2996,s2910,s2994,s25553]) ).

cnf(s25555,plain,
    spl0_1004,
    inference(rat,[],[s279,s25554]) ).

cnf(s25556,plain,
    ~ spl0_1005,
    inference(rat,[],[s633,s2992,s2912,s2989,s25555]) ).

cnf(s25557,plain,
    spl0_1006,
    inference(rat,[],[s280,s25556]) ).

cnf(s25558,plain,
    ~ spl0_1007,
    inference(rat,[],[s632,s2921,s2914,s2918,s25557]) ).

cnf(s25559,plain,
    spl0_1008,
    inference(rat,[],[s281,s25558]) ).

cnf(s25560,plain,
    ~ spl0_1009,
    inference(rat,[],[s631,s2915,s2916,s25559]) ).

cnf(s25561,plain,
    spl0_1010,
    inference(rat,[],[s282,s25560]) ).

cnf(s25562,plain,
    ~ spl0_1011,
    inference(rat,[],[s630,s2923,s2924,s25561]) ).

cnf(s25563,plain,
    spl0_1012,
    inference(rat,[],[s283,s25562]) ).

cnf(s25564,plain,
    ~ spl0_1013,
    inference(rat,[],[s629,s2936,s2928,s2931,s25563]) ).

cnf(s25565,plain,
    spl0_1014,
    inference(rat,[],[s284,s25564]) ).

cnf(s25566,plain,
    ~ spl0_1015,
    inference(rat,[],[s628,s2929,s2937,s25565]) ).

cnf(s25567,plain,
    spl0_1016,
    inference(rat,[],[s285,s25566]) ).

cnf(s25568,plain,
    ~ spl0_1017,
    inference(rat,[],[s627,s2941,s2942,s25567]) ).

cnf(s25569,plain,
    spl0_1018,
    inference(rat,[],[s286,s25568]) ).

cnf(s25570,plain,
    ~ spl0_1019,
    inference(rat,[],[s626,s2963,s2946,s2959,s25569]) ).

cnf(s25571,plain,
    spl0_1020,
    inference(rat,[],[s287,s25570]) ).

cnf(s25572,plain,
    ~ spl0_1021,
    inference(rat,[],[s625,s2955,s2948,s2952,s25571]) ).

cnf(s25573,plain,
    spl0_1022,
    inference(rat,[],[s288,s25572]) ).

cnf(s25574,plain,
    ~ spl0_1023,
    inference(rat,[],[s624,s2949,s2950,s25573]) ).

cnf(s25575,plain,
    spl0_1024,
    inference(rat,[],[s289,s25574]) ).

cnf(s25576,plain,
    ~ spl0_1025,
    inference(rat,[],[s623,s2985,s2965,s2980,s25575]) ).

cnf(s25577,plain,
    spl0_1026,
    inference(rat,[],[s290,s25576]) ).

cnf(s25578,plain,
    ~ spl0_1027,
    inference(rat,[],[s622,s2970,s2986,s25577]) ).

cnf(s25579,plain,
    spl0_1028,
    inference(rat,[],[s291,s25578]) ).

cnf(s25580,plain,
    ~ spl0_1029,
    inference(rat,[],[s621,s2977,s2972,s2975,s25579]) ).

cnf(s25581,plain,
    spl0_1030,
    inference(rat,[],[s292,s25580]) ).

cnf(s25582,plain,
    ~ spl0_1031,
    inference(rat,[],[s620,s3933,s3077,s3928,s25581]) ).

cnf(s25583,plain,
    spl0_1032,
    inference(rat,[],[s293,s25582]) ).

cnf(s25584,plain,
    ~ spl0_1033,
    inference(rat,[],[s619,s3100,s3938,s25583]) ).

cnf(s25585,plain,
    spl0_1034,
    inference(rat,[],[s294,s25584]) ).

cnf(s25586,plain,
    ~ spl0_1035,
    inference(rat,[],[s618,s3101,s3102,s25585]) ).

cnf(s25587,plain,
    spl0_1036,
    inference(rat,[],[s295,s25586]) ).

cnf(s25588,plain,
    ~ spl0_1037,
    inference(rat,[],[s617,s3112,s3105,s3109,s25587]) ).

cnf(s25589,plain,
    spl0_1038,
    inference(rat,[],[s296,s25588]) ).

cnf(s25590,plain,
    ~ spl0_1039,
    inference(rat,[],[s616,s3106,s3107,s25589]) ).

cnf(s25591,plain,
    spl0_1040,
    inference(rat,[],[s297,s25590]) ).

cnf(s25592,plain,
    ~ spl0_1041,
    inference(rat,[],[s615,s3114,s3115,s25591]) ).

cnf(s25593,plain,
    spl0_1042,
    inference(rat,[],[s298,s25592]) ).

cnf(s25594,plain,
    ~ spl0_1043,
    inference(rat,[],[s614,s3117,s3118,s25593]) ).

cnf(s25595,plain,
    spl0_1044,
    inference(rat,[],[s299,s25594]) ).

cnf(s25596,plain,
    ~ spl0_1045,
    inference(rat,[],[s613,s3349,s3124,s3347,s25595]) ).

cnf(s25597,plain,
    spl0_1046,
    inference(rat,[],[s300,s25596]) ).

cnf(s25598,plain,
    ~ spl0_1047,
    inference(rat,[],[s612,s3126,s3350,s25597]) ).

cnf(s25599,plain,
    spl0_1048,
    inference(rat,[],[s301,s25598]) ).

cnf(s25600,plain,
    ~ spl0_1049,
    inference(rat,[],[s611,s3345,s3128,s3340,s25599]) ).

cnf(s25601,plain,
    spl0_1050,
    inference(rat,[],[s302,s25600]) ).

cnf(s25602,plain,
    ~ spl0_1051,
    inference(rat,[],[s610,s3129,s3130,s25601]) ).

cnf(s25603,plain,
    spl0_1052,
    inference(rat,[],[s303,s25602]) ).

cnf(s25604,plain,
    ~ spl0_1053,
    inference(rat,[],[s609,s3132,s3133,s25603]) ).

cnf(s25605,plain,
    spl0_1054,
    inference(rat,[],[s304,s25604]) ).

cnf(s25606,plain,
    ~ spl0_1055,
    inference(rat,[],[s608,s3135,s3136,s25605]) ).

cnf(s25607,plain,
    spl0_1056,
    inference(rat,[],[s305,s25606]) ).

cnf(s25608,plain,
    ~ spl0_1057,
    inference(rat,[],[s607,s3138,s3139,s25607]) ).

cnf(s25609,plain,
    spl0_1058,
    inference(rat,[],[s306,s25608]) ).

cnf(s25610,plain,
    ~ spl0_1059,
    inference(rat,[],[s606,s3142,s3144,s25609]) ).

cnf(s25611,plain,
    spl0_1060,
    inference(rat,[],[s307,s25610]) ).

cnf(s25612,plain,
    ~ spl0_1061,
    inference(rat,[],[s605,s3335,s3149,s3330,s25611]) ).

cnf(s25613,plain,
    spl0_1062,
    inference(rat,[],[s308,s25612]) ).

cnf(s25614,plain,
    ~ spl0_1063,
    inference(rat,[],[s604,s3151,s3336,s25613]) ).

cnf(s25615,plain,
    spl0_1064,
    inference(rat,[],[s309,s25614]) ).

cnf(s25616,plain,
    ~ spl0_1065,
    inference(rat,[],[s603,s3152,s3153,s25615]) ).

cnf(s25617,plain,
    spl0_1066,
    inference(rat,[],[s310,s25616]) ).

cnf(s25618,plain,
    ~ spl0_1067,
    inference(rat,[],[s602,s3155,s3156,s25617]) ).

cnf(s25619,plain,
    spl0_1068,
    inference(rat,[],[s311,s25618]) ).

cnf(s25620,plain,
    ~ spl0_1069,
    inference(rat,[],[s601,s3170,s3159,s3168,s25619]) ).

cnf(s25621,plain,
    spl0_1070,
    inference(rat,[],[s312,s25620]) ).

cnf(s25622,plain,
    ~ spl0_1071,
    inference(rat,[],[s600,s3166,s3161,s3164,s25621]) ).

cnf(s25623,plain,
    spl0_1072,
    inference(rat,[],[s313,s25622]) ).

cnf(s25624,plain,
    ~ spl0_1073,
    inference(rat,[],[s599,s3162,s3173,s25623]) ).

cnf(s25625,plain,
    spl0_1074,
    inference(rat,[],[s314,s25624]) ).

cnf(s25626,plain,
    ~ spl0_1075,
    inference(rat,[],[s598,s3182,s3177,s3180,s25625]) ).

cnf(s25627,plain,
    spl0_1076,
    inference(rat,[],[s315,s25626]) ).

cnf(s25628,plain,
    ~ spl0_1077,
    inference(rat,[],[s597,s3327,s3183,s3323,s25627]) ).

cnf(s25629,plain,
    spl0_1078,
    inference(rat,[],[s316,s25628]) ).

cnf(s25630,plain,
    ~ spl0_1079,
    inference(rat,[],[s596,s3185,s3186,s25629]) ).

cnf(s25631,plain,
    spl0_1080,
    inference(rat,[],[s317,s25630]) ).

cnf(s25632,plain,
    ~ spl0_1081,
    inference(rat,[],[s595,s3320,s3189,s3318,s25631]) ).

cnf(s25633,plain,
    spl0_1082,
    inference(rat,[],[s318,s25632]) ).

cnf(s25634,plain,
    ~ spl0_1083,
    inference(rat,[],[s594,s3316,s3191,s3309,s25633]) ).

cnf(s25635,plain,
    spl0_1084,
    inference(rat,[],[s319,s25634]) ).

cnf(s25636,plain,
    ~ spl0_1085,
    inference(rat,[],[s593,s3192,s3193,s25635]) ).

cnf(s25637,plain,
    spl0_1086,
    inference(rat,[],[s320,s25636]) ).

cnf(s25638,plain,
    ~ spl0_1087,
    inference(rat,[],[s592,s3195,s3196,s25637]) ).

cnf(s25639,plain,
    spl0_1088,
    inference(rat,[],[s321,s25638]) ).

cnf(s25640,plain,
    ~ spl0_1089,
    inference(rat,[],[s591,s3198,s3199,s25639]) ).

cnf(s25641,plain,
    spl0_1090,
    inference(rat,[],[s322,s25640]) ).

cnf(s25642,plain,
    ~ spl0_1091,
    inference(rat,[],[s590,s3201,s3202,s25641]) ).

cnf(s25643,plain,
    spl0_1092,
    inference(rat,[],[s323,s25642]) ).

cnf(s25644,plain,
    ~ spl0_1093,
    inference(rat,[],[s589,s3233,s3205,s3231,s25643]) ).

cnf(s25645,plain,
    spl0_1094,
    inference(rat,[],[s324,s25644]) ).

cnf(s25646,plain,
    ~ spl0_1095,
    inference(rat,[],[s588,s3206,s3207,s25645]) ).

cnf(s25647,plain,
    spl0_1096,
    inference(rat,[],[s325,s25646]) ).

cnf(s25648,plain,
    ~ spl0_1097,
    inference(rat,[],[s587,s3212,s3213,s25647]) ).

cnf(s25649,plain,
    spl0_1098,
    inference(rat,[],[s326,s25648]) ).

cnf(s25650,plain,
    ~ spl0_1099,
    inference(rat,[],[s586,s3218,s3219,s25649]) ).

cnf(s25651,plain,
    spl0_1100,
    inference(rat,[],[s327,s25650]) ).

cnf(s25652,plain,
    ~ spl0_1101,
    inference(rat,[],[s585,s3229,s3224,s3227,s25651]) ).

cnf(s25653,plain,
    spl0_1102,
    inference(rat,[],[s328,s25652]) ).

cnf(s25654,plain,
    ~ spl0_1103,
    inference(rat,[],[s584,s3251,s3238,s3249,s25653]) ).

cnf(s25655,plain,
    spl0_1104,
    inference(rat,[],[s329,s25654]) ).

cnf(s25656,plain,
    ~ spl0_1105,
    inference(rat,[],[s583,s3244,s3252,s25655]) ).

cnf(s25657,plain,
    spl0_1106,
    inference(rat,[],[s330,s25656]) ).

cnf(s25658,plain,
    ~ spl0_1107,
    inference(rat,[],[s582,s3307,s3256,s3305,s25657]) ).

cnf(s25659,plain,
    spl0_1108,
    inference(rat,[],[s331,s25658]) ).

cnf(s25660,plain,
    ~ spl0_1109,
    inference(rat,[],[s581,s3303,s3258,s3301,s25659]) ).

cnf(s25661,plain,
    spl0_1110,
    inference(rat,[],[s332,s25660]) ).

cnf(s25662,plain,
    ~ spl0_1111,
    inference(rat,[],[s580,s3259,s3260,s25661]) ).

cnf(s25663,plain,
    spl0_1112,
    inference(rat,[],[s333,s25662]) ).

cnf(s25664,plain,
    ~ spl0_1113,
    inference(rat,[],[s579,s3263,s3264,s25663]) ).

cnf(s25665,plain,
    spl0_1114,
    inference(rat,[],[s334,s25664]) ).

cnf(s25666,plain,
    ~ spl0_1115,
    inference(rat,[],[s578,s3299,s3269,s3297,s25665]) ).

cnf(s25667,plain,
    spl0_1116,
    inference(rat,[],[s335,s25666]) ).

cnf(s25668,plain,
    ~ spl0_1117,
    inference(rat,[],[s577,s3270,s3271,s25667]) ).

cnf(s25669,plain,
    spl0_1118,
    inference(rat,[],[s336,s25668]) ).

cnf(s25670,plain,
    ~ spl0_1119,
    inference(rat,[],[s576,s3293,s3275,s3292,s25669]) ).

cnf(s25671,plain,
    spl0_1120,
    inference(rat,[],[s337,s25670]) ).

cnf(s25672,plain,
    ~ spl0_1121,
    inference(rat,[],[s575,s3276,s3277,s25671]) ).

cnf(s25673,plain,
    spl0_1122,
    inference(rat,[],[s338,s25672]) ).

cnf(s25674,plain,
    ~ spl0_1123,
    inference(rat,[],[s574,s3288,s3283,s3287,s25673]) ).

cnf(s25675,plain,
    spl0_1124,
    inference(rat,[],[s339,s25674]) ).

cnf(s25676,plain,
    ~ spl0_1125,
    inference(rat,[],[s573,s3284,s3285,s25675]) ).

cnf(s25677,plain,
    spl0_1126,
    inference(rat,[],[s340,s25676]) ).

cnf(s25678,plain,
    ~ spl0_1127,
    inference(rat,[],[s572,s3461,s3456,s3459,s25677]) ).

cnf(s25679,plain,
    spl0_1128,
    inference(rat,[],[s341,s25678]) ).

cnf(s25680,plain,
    ~ spl0_1129,
    inference(rat,[],[s571,s3469,s3462,s3467,s25679]) ).

cnf(s25681,plain,
    spl0_1130,
    inference(rat,[],[s342,s25680]) ).

cnf(s25682,plain,
    ~ spl0_1131,
    inference(rat,[],[s570,s3479,s3470,s3477,s25681]) ).

cnf(s25683,plain,
    spl0_1132,
    inference(rat,[],[s343,s25682]) ).

cnf(s25684,plain,
    ~ spl0_1133,
    inference(rat,[],[s569,s3473,s3480,s25683]) ).

cnf(s25685,plain,
    spl0_1134,
    inference(rat,[],[s344,s25684]) ).

cnf(s25686,plain,
    ~ spl0_1135,
    inference(rat,[],[s568,s3925,s3484,s3922,s25685]) ).

cnf(s25687,plain,
    spl0_1136,
    inference(rat,[],[s345,s25686]) ).

cnf(s25688,plain,
    ~ spl0_1137,
    inference(rat,[],[s567,s3486,s3487,s25687]) ).

cnf(s25689,plain,
    spl0_1138,
    inference(rat,[],[s346,s25688]) ).

cnf(s25690,plain,
    ~ spl0_1139,
    inference(rat,[],[s566,s3490,s3491,s25689]) ).

cnf(s25691,plain,
    spl0_1140,
    inference(rat,[],[s347,s25690]) ).

cnf(s25692,plain,
    ~ spl0_1141,
    inference(rat,[],[s565,s3919,s3494,s3917,s25691]) ).

cnf(s25693,plain,
    spl0_1142,
    inference(rat,[],[s348,s25692]) ).

cnf(s25694,plain,
    ~ spl0_1143,
    inference(rat,[],[s564,s3512,s3496,s3508,s25693]) ).

cnf(s25695,plain,
    spl0_1144,
    inference(rat,[],[s349,s25694]) ).

cnf(s25696,plain,
    ~ spl0_1145,
    inference(rat,[],[s563,s3504,s3498,s3503,s25695]) ).

cnf(s25697,plain,
    spl0_1146,
    inference(rat,[],[s350,s25696]) ).

cnf(s25698,plain,
    ~ spl0_1147,
    inference(rat,[],[s562,s3909,s3500,s3908,s25697]) ).

cnf(s25699,plain,
    spl0_1148,
    inference(rat,[],[s351,s25698]) ).

cnf(s25700,plain,
    ~ spl0_1149,
    inference(rat,[],[s561,s3515,s3915,s25699]) ).

cnf(s25701,plain,
    spl0_1150,
    inference(rat,[],[s352,s25700]) ).

cnf(s25702,plain,
    ~ spl0_1151,
    inference(rat,[],[s560,s3907,s3520,s3902,s25701]) ).

cnf(s25703,plain,
    spl0_1152,
    inference(rat,[],[s353,s25702]) ).

cnf(s25704,plain,
    ~ spl0_1153,
    inference(rat,[],[s559,s3521,s3522,s25703]) ).

cnf(s25705,plain,
    spl0_1154,
    inference(rat,[],[s354,s25704]) ).

cnf(s25706,plain,
    ~ spl0_1155,
    inference(rat,[],[s558,s3897,s3526,s3894,s25705]) ).

cnf(s25707,plain,
    spl0_1156,
    inference(rat,[],[s355,s25706]) ).

cnf(s25708,plain,
    ~ spl0_1157,
    inference(rat,[],[s557,s3528,s4229,s25707]) ).

cnf(s25709,plain,
    spl0_1158,
    inference(rat,[],[s356,s25708]) ).

cnf(s25710,plain,
    ~ spl0_1159,
    inference(rat,[],[s556,s3701,s3530,s3700,s25709]) ).

cnf(s25711,plain,
    spl0_1160,
    inference(rat,[],[s357,s25710]) ).

cnf(s25712,plain,
    ~ spl0_1161,
    inference(rat,[],[s555,s3532,s3705,s25711]) ).

cnf(s25713,plain,
    spl0_1162,
    inference(rat,[],[s358,s25712]) ).

cnf(s25714,plain,
    ~ spl0_1163,
    inference(rat,[],[s554,s3698,s3534,s3694,s25713]) ).

cnf(s25715,plain,
    spl0_1164,
    inference(rat,[],[s359,s25714]) ).

cnf(s25716,plain,
    ~ spl0_1165,
    inference(rat,[],[s553,s3541,s3536,s3540,s25715]) ).

cnf(s25717,plain,
    spl0_1166,
    inference(rat,[],[s360,s25716]) ).

cnf(s25718,plain,
    ~ spl0_1167,
    inference(rat,[],[s552,s3537,s3538,s25717]) ).

cnf(s25719,plain,
    spl0_1168,
    inference(rat,[],[s361,s25718]) ).

cnf(s25720,plain,
    ~ spl0_1169,
    inference(rat,[],[s551,s3547,s3548,s25719]) ).

cnf(s25721,plain,
    spl0_1170,
    inference(rat,[],[s362,s25720]) ).

cnf(s25722,plain,
    ~ spl0_1171,
    inference(rat,[],[s550,s3550,s3551,s25721]) ).

cnf(s25723,plain,
    spl0_1172,
    inference(rat,[],[s363,s25722]) ).

cnf(s25724,plain,
    ~ spl0_1173,
    inference(rat,[],[s549,s3559,s3554,s3557,s25723]) ).

cnf(s25725,plain,
    spl0_1174,
    inference(rat,[],[s364,s25724]) ).

cnf(s25726,plain,
    ~ spl0_1175,
    inference(rat,[],[s548,s3555,s3560,s25725]) ).

cnf(s25727,plain,
    spl0_1176,
    inference(rat,[],[s365,s25726]) ).

cnf(s25728,plain,
    ~ spl0_1177,
    inference(rat,[],[s547,s3692,s3566,s3690,s25727]) ).

cnf(s25729,plain,
    spl0_1178,
    inference(rat,[],[s366,s25728]) ).

cnf(s25730,plain,
    ~ spl0_1179,
    inference(rat,[],[s546,s3567,s3568,s25729]) ).

cnf(s25731,plain,
    spl0_1180,
    inference(rat,[],[s367,s25730]) ).

cnf(s25732,plain,
    ~ spl0_1181,
    inference(rat,[],[s545,s3688,s3572,s3685,s25731]) ).

cnf(s25733,plain,
    spl0_1182,
    inference(rat,[],[s368,s25732]) ).

cnf(s25734,plain,
    ~ spl0_1183,
    inference(rat,[],[s544,s3573,s3574,s25733]) ).

cnf(s25735,plain,
    spl0_1184,
    inference(rat,[],[s369,s25734]) ).

cnf(s25736,plain,
    ~ spl0_1185,
    inference(rat,[],[s543,s3589,s3578,s3585,s25735]) ).

cnf(s25737,plain,
    spl0_1186,
    inference(rat,[],[s370,s25736]) ).

cnf(s25738,plain,
    ~ spl0_1187,
    inference(rat,[],[s542,s3579,s3580,s25737]) ).

cnf(s25739,plain,
    spl0_1188,
    inference(rat,[],[s371,s25738]) ).

cnf(s25740,plain,
    ~ spl0_1189,
    inference(rat,[],[s541,s3597,s3590,s3596,s25739]) ).

cnf(s25741,plain,
    spl0_1190,
    inference(rat,[],[s372,s25740]) ).

cnf(s25742,plain,
    ~ spl0_1191,
    inference(rat,[],[s540,s3593,s3602,s25741]) ).

cnf(s25743,plain,
    spl0_1192,
    inference(rat,[],[s373,s25742]) ).

cnf(s25744,plain,
    ~ spl0_1193,
    inference(rat,[],[s539,s3611,s3606,s3609,s25743]) ).

cnf(s25745,plain,
    spl0_1194,
    inference(rat,[],[s374,s25744]) ).

cnf(s25746,plain,
    ~ spl0_1195,
    inference(rat,[],[s538,s3607,s3612,s25745]) ).

cnf(s25747,plain,
    spl0_1196,
    inference(rat,[],[s375,s25746]) ).

cnf(s25748,plain,
    ~ spl0_1197,
    inference(rat,[],[s537,s3616,s3617,s25747]) ).

cnf(s25749,plain,
    spl0_1198,
    inference(rat,[],[s376,s25748]) ).

cnf(s25750,plain,
    ~ spl0_1199,
    inference(rat,[],[s536,s3621,s3622,s25749]) ).

cnf(s25751,plain,
    spl0_1200,
    inference(rat,[],[s377,s25750]) ).

cnf(s25752,plain,
    ~ spl0_1201,
    inference(rat,[],[s535,s3625,s3626,s25751]) ).

cnf(s25753,plain,
    spl0_1202,
    inference(rat,[],[s378,s25752]) ).

cnf(s25754,plain,
    ~ spl0_1203,
    inference(rat,[],[s534,s3629,s3631,s25753]) ).

cnf(s25755,plain,
    spl0_1204,
    inference(rat,[],[s379,s25754]) ).

cnf(s25756,plain,
    ~ spl0_1205,
    inference(rat,[],[s533,s3683,s3635,s3680,s25755]) ).

cnf(s25757,plain,
    spl0_1206,
    inference(rat,[],[s380,s25756]) ).

cnf(s25758,plain,
    ~ spl0_1207,
    inference(rat,[],[s532,s3679,s3638,s3673,s25757]) ).

cnf(s25759,plain,
    spl0_1208,
    inference(rat,[],[s381,s25758]) ).

cnf(s25760,plain,
    ~ spl0_1209,
    inference(rat,[],[s531,s3639,s3640,s25759]) ).

cnf(s25761,plain,
    spl0_1210,
    inference(rat,[],[s382,s25760]) ).

cnf(s25762,plain,
    ~ spl0_1211,
    inference(rat,[],[s530,s3650,s3643,s3647,s25761]) ).

cnf(s25763,plain,
    spl0_1212,
    inference(rat,[],[s383,s25762]) ).

cnf(s25764,plain,
    ~ spl0_1213,
    inference(rat,[],[s529,s3644,s3645,s25763]) ).

cnf(s25765,plain,
    spl0_1214,
    inference(rat,[],[s384,s25764]) ).

cnf(s25766,plain,
    ~ spl0_1215,
    inference(rat,[],[s528,s3652,s3653,s25765]) ).

cnf(s25767,plain,
    spl0_1216,
    inference(rat,[],[s385,s25766]) ).

cnf(s25768,plain,
    ~ spl0_1217,
    inference(rat,[],[s527,s3670,s3656,s3668,s25767]) ).

cnf(s25769,plain,
    spl0_1218,
    inference(rat,[],[s386,s25768]) ).

cnf(s25770,plain,
    ~ spl0_1219,
    inference(rat,[],[s526,s3658,s3671,s25769]) ).

cnf(s25771,plain,
    spl0_1220,
    inference(rat,[],[s387,s25770]) ).

cnf(s25772,plain,
    ~ spl0_1221,
    inference(rat,[],[s525,s3667,s3660,s3663,s25771]) ).

cnf(s25773,plain,
    spl0_1222,
    inference(rat,[],[s388,s25772]) ).

cnf(s25774,plain,
    ~ spl0_1223,
    inference(rat,[],[s524,s3661,s3779,s25773]) ).

cnf(s25775,plain,
    spl0_1224,
    inference(rat,[],[s389,s25774]) ).

cnf(s25776,plain,
    ~ spl0_1225,
    inference(rat,[],[s523,s3794,s3784,s3793,s25775]) ).

cnf(s25777,plain,
    spl0_1226,
    inference(rat,[],[s390,s25776]) ).

cnf(s25778,plain,
    ~ spl0_1227,
    inference(rat,[],[s522,s3785,s3786,s25777]) ).

cnf(s25779,plain,
    spl0_1228,
    inference(rat,[],[s391,s25778]) ).

cnf(s25780,plain,
    ~ spl0_1229,
    inference(rat,[],[s521,s3811,s3790,s3807,s25779]) ).

cnf(s25781,plain,
    spl0_1230,
    inference(rat,[],[s392,s25780]) ).

cnf(s25782,plain,
    ~ spl0_1231,
    inference(rat,[],[s520,s3791,s3804,s25781]) ).

cnf(s25783,plain,
    spl0_1232,
    inference(rat,[],[s393,s25782]) ).

cnf(s25784,plain,
    ~ spl0_1233,
    inference(rat,[],[s519,s3819,s3815,s3818,s25783]) ).

cnf(s25785,plain,
    spl0_1234,
    inference(rat,[],[s394,s25784]) ).

cnf(s25786,plain,
    ~ spl0_1235,
    inference(rat,[],[s518,s3816,s3823,s25785]) ).

cnf(s25787,plain,
    spl0_1236,
    inference(rat,[],[s395,s25786]) ).

cnf(s25788,plain,
    ~ spl0_1237,
    inference(rat,[],[s517,s3832,s3827,s3830,s25787]) ).

cnf(s25789,plain,
    spl0_1238,
    inference(rat,[],[s396,s25788]) ).

cnf(s25790,plain,
    ~ spl0_1239,
    inference(rat,[],[s516,s3892,s3833,s3890,s25789]) ).

cnf(s25791,plain,
    spl0_1240,
    inference(rat,[],[s397,s25790]) ).

cnf(s25792,plain,
    ~ spl0_1241,
    inference(rat,[],[s515,s3886,s3836,s3881,s25791]) ).

cnf(s25793,plain,
    spl0_1242,
    inference(rat,[],[s398,s25792]) ).

cnf(s25794,plain,
    ~ spl0_1243,
    inference(rat,[],[s514,s3838,s3887,s25793]) ).

cnf(s25795,plain,
    spl0_1244,
    inference(rat,[],[s399,s25794]) ).

cnf(s25796,plain,
    ~ spl0_1245,
    inference(rat,[],[s513,s3839,s3840,s25795]) ).

cnf(s25797,plain,
    spl0_1246,
    inference(rat,[],[s400,s25796]) ).

cnf(s25798,plain,
    ~ spl0_1247,
    inference(rat,[],[s512,s3879,s3843,s3877,s25797]) ).

cnf(s25799,plain,
    spl0_1248,
    inference(rat,[],[s401,s25798]) ).

cnf(s25800,plain,
    ~ spl0_1249,
    inference(rat,[],[s511,s3844,s3845,s25799]) ).

cnf(s25801,plain,
    spl0_1250,
    inference(rat,[],[s402,s25800]) ).

cnf(s25802,plain,
    ~ spl0_1251,
    inference(rat,[],[s510,s3848,s3849,s25801]) ).

cnf(s25803,plain,
    spl0_1252,
    inference(rat,[],[s403,s25802]) ).

cnf(s25804,plain,
    ~ spl0_1253,
    inference(rat,[],[s509,s3852,s3853,s25803]) ).

cnf(s25805,plain,
    spl0_1254,
    inference(rat,[],[s404,s25804]) ).

cnf(s25806,plain,
    ~ spl0_1255,
    inference(rat,[],[s508,s3857,s3858,s25805]) ).

cnf(s25807,plain,
    spl0_1256,
    inference(rat,[],[s405,s25806]) ).

cnf(s25808,plain,
    ~ spl0_1257,
    inference(rat,[],[s507,s3861,s3862,s25807]) ).

cnf(s25809,plain,
    spl0_1258,
    inference(rat,[],[s406,s25808]) ).

cnf(s25810,plain,
    ~ spl0_1259,
    inference(rat,[],[s506,s3875,s3866,s3870,s25809]) ).

cnf(s25811,plain,
    spl0_1260,
    inference(rat,[],[s407,s25810]) ).

cnf(s25812,plain,
    ~ spl0_1261,
    inference(rat,[],[s505,s3867,s3868,s25811]) ).

cnf(s25813,plain,
    spl0_1262,
    inference(rat,[],[s408,s25812]) ).

cnf(s25814,plain,
    ~ spl0_1263,
    inference(rat,[],[s504,s4567,s4452,s4563,s25813]) ).

cnf(s25815,plain,
    spl0_1264,
    inference(rat,[],[s409,s25814]) ).

cnf(s25816,plain,
    ~ spl0_1265,
    inference(rat,[],[s503,s4561,s4454,s4559,s25815]) ).

cnf(s25817,plain,
    spl0_1266,
    inference(rat,[],[s410,s25816]) ).

cnf(s25818,plain,
    ~ spl0_1267,
    inference(rat,[],[s502,s4557,s4456,s4553,s25817]) ).

cnf(s25819,plain,
    spl0_1268,
    inference(rat,[],[s411,s25818]) ).

cnf(s25820,plain,
    ~ spl0_1269,
    inference(rat,[],[s501,s4457,s4458,s25819]) ).

cnf(s25821,plain,
    spl0_1270,
    inference(rat,[],[s412,s25820]) ).

cnf(s25822,plain,
    ~ spl0_1271,
    inference(rat,[],[s500,s4466,s4461,s4464,s25821]) ).

cnf(s25823,plain,
    spl0_1272,
    inference(rat,[],[s413,s25822]) ).

cnf(s25824,plain,
    ~ spl0_1273,
    inference(rat,[],[s499,s4462,s4467,s25823]) ).

cnf(s25825,plain,
    spl0_1274,
    inference(rat,[],[s414,s25824]) ).

cnf(s25826,plain,
    ~ spl0_1275,
    inference(rat,[],[s498,s4471,s4472,s25825]) ).

cnf(s25827,plain,
    spl0_1276,
    inference(rat,[],[s415,s25826]) ).

cnf(s25828,plain,
    ~ spl0_1277,
    inference(rat,[],[s497,s4475,s4476,s25827]) ).

cnf(s25829,plain,
    spl0_1278,
    inference(rat,[],[s416,s25828]) ).

cnf(s25830,plain,
    ~ spl0_1279,
    inference(rat,[],[s496,s4478,s4479,s25829]) ).

cnf(s25831,plain,
    spl0_1280,
    inference(rat,[],[s417,s25830]) ).

cnf(s25832,plain,
    ~ spl0_1281,
    inference(rat,[],[s495,s4482,s4483,s25831]) ).

cnf(s25833,plain,
    spl0_1282,
    inference(rat,[],[s418,s25832]) ).

cnf(s25834,plain,
    ~ spl0_1283,
    inference(rat,[],[s494,s4487,s4488,s25833]) ).

cnf(s25835,plain,
    spl0_1284,
    inference(rat,[],[s419,s25834]) ).

cnf(s25836,plain,
    ~ spl0_1285,
    inference(rat,[],[s493,s4551,s4492,s4548,s25835]) ).

cnf(s25837,plain,
    spl0_1286,
    inference(rat,[],[s420,s25836]) ).

cnf(s25838,plain,
    ~ spl0_1287,
    inference(rat,[],[s492,s4546,s4494,s4542,s25837]) ).

cnf(s25839,plain,
    spl0_1288,
    inference(rat,[],[s421,s25838]) ).

cnf(s25840,plain,
    ~ spl0_1289,
    inference(rat,[],[s491,s4495,s4496,s25839]) ).

cnf(s25841,plain,
    spl0_1290,
    inference(rat,[],[s422,s25840]) ).

cnf(s25842,plain,
    ~ spl0_1291,
    inference(rat,[],[s490,s4503,s4499,s4502,s25841]) ).

cnf(s25843,plain,
    spl0_1292,
    inference(rat,[],[s423,s25842]) ).

cnf(s25844,plain,
    ~ spl0_1293,
    inference(rat,[],[s489,s4516,s4506,s4513,s25843]) ).

cnf(s25845,plain,
    spl0_1294,
    inference(rat,[],[s424,s25844]) ).

cnf(s25846,plain,
    ~ spl0_1295,
    inference(rat,[],[s488,s4509,s4510,s25845]) ).

cnf(s25847,plain,
    spl0_1296,
    inference(rat,[],[s425,s25846]) ).

cnf(s25848,plain,
    ~ spl0_1297,
    inference(rat,[],[s487,s4539,s4519,s4536,s25847]) ).

cnf(s25849,plain,
    spl0_1298,
    inference(rat,[],[s426,s25848]) ).

cnf(s25850,plain,
    ~ spl0_1299,
    inference(rat,[],[s486,s4534,s4521,s4532,s25849]) ).

cnf(s25851,plain,
    spl0_1300,
    inference(rat,[],[s427,s25850]) ).

cnf(s25852,plain,
    ~ spl0_1301,
    inference(rat,[],[s485,s4522,s4523,s25851]) ).

cnf(s25853,plain,
    spl0_1302,
    inference(rat,[],[s428,s25852]) ).

cnf(s25854,plain,
    ~ spl0_1303,
    inference(rat,[],[s484,s4526,s4527,s25853]) ).

cnf(s25855,plain,
    spl0_1304,
    inference(rat,[],[s429,s25854]) ).

cnf(s25856,plain,
    ~ spl0_1305,
    inference(rat,[],[s483,s4630,s4589,s4627,s25855]) ).

cnf(s25857,plain,
    spl0_1306,
    inference(rat,[],[s430,s25856]) ).

cnf(s25858,plain,
    ~ spl0_1307,
    inference(rat,[],[s482,s4624,s4612,s4622,s25857]) ).

cnf(s25859,plain,
    spl0_1308,
    inference(rat,[],[s431,s25858]) ).

cnf(s25860,plain,
    ~ spl0_1309,
    inference(rat,[],[s481,s4620,s4614,s4618,s25859]) ).

cnf(s25861,plain,
    spl0_1310,
    inference(rat,[],[s432,s25860]) ).

cnf(s25862,plain,
    ~ spl0_1311,
    inference(rat,[],[s480,s4615,s4616,s25861]) ).

cnf(s25863,plain,
    spl0_1312,
    inference(rat,[],[s433,s25862]) ).

cnf(s25864,plain,
    ~ spl0_1313,
    inference(rat,[],[s479,s4636,s4637,s25863]) ).

cnf(s25865,plain,
    spl0_1314,
    inference(rat,[],[s434,s25864]) ).

cnf(s25866,plain,
    ~ spl0_1315,
    inference(rat,[],[s478,s4640,s4641,s25865]) ).

cnf(s25867,plain,
    spl0_1316,
    inference(rat,[],[s435,s25866]) ).

cnf(s25868,plain,
    ~ spl0_1317,
    inference(rat,[],[s477,s4646,s4647,s25867]) ).

cnf(s25869,plain,
    spl0_1318,
    inference(rat,[],[s436,s25868]) ).

cnf(s25870,plain,
    ~ spl0_1319,
    inference(rat,[],[s476,s4650,s4651,s25869]) ).

cnf(s25871,plain,
    spl0_1320,
    inference(rat,[],[s437,s25870]) ).

cnf(s25872,plain,
    ~ spl0_1321,
    inference(rat,[],[s475,s4654,s4655,s25871]) ).

cnf(s25873,plain,
    spl0_1322,
    inference(rat,[],[s438,s25872]) ).

cnf(s25874,plain,
    ~ spl0_1323,
    inference(rat,[],[s474,s4658,s4659,s25873]) ).

cnf(s25875,plain,
    spl0_1324,
    inference(rat,[],[s439,s25874]) ).

cnf(s25876,plain,
    ~ spl0_1325,
    inference(rat,[],[s473,s4674,s4664,s4670,s25875]) ).

cnf(s25877,plain,
    spl0_1326,
    inference(rat,[],[s440,s25876]) ).

cnf(s25878,plain,
    ~ spl0_1327,
    inference(rat,[],[s472,s4698,s4666,s4688,s25877]) ).

cnf(s25879,plain,
    spl0_1328,
    inference(rat,[],[s441,s25878]) ).

cnf(s25880,plain,
    ~ spl0_1329,
    inference(rat,[],[s471,s4667,s4668,s25879]) ).

cnf(s25881,plain,
    spl0_1330,
    inference(rat,[],[s442,s25880]) ).

cnf(s25882,plain,
    ~ spl0_1331,
    inference(rat,[],[s470,s4683,s4679,s4682,s25881]) ).

cnf(s25883,plain,
    spl0_1332,
    inference(rat,[],[s443,s25882]) ).

cnf(s25884,plain,
    ~ spl0_1333,
    inference(rat,[],[s469,s4680,s4701,s25883]) ).

cnf(s25885,plain,
    spl0_1334,
    inference(rat,[],[s444,s25884]) ).

cnf(s25886,plain,
    ~ spl0_1335,
    inference(rat,[],[s468,s4705,s4706,s25885]) ).

cnf(s25887,plain,
    spl0_1336,
    inference(rat,[],[s445,s25886]) ).

cnf(s25888,plain,
    ~ spl0_1337,
    inference(rat,[],[s467,s4719,s4710,s4718,s25887]) ).

cnf(s25889,plain,
    spl0_1338,
    inference(rat,[],[s446,s25888]) ).

cnf(s25890,plain,
    ~ spl0_1339,
    inference(rat,[],[s466,s4711,s4712,s25889]) ).

cnf(s25891,plain,
    spl0_1340,
    inference(rat,[],[s447,s25890]) ).

cnf(s25892,plain,
    ~ spl0_1341,
    inference(rat,[],[s465,s4715,s4716,s25891]) ).

cnf(s25893,plain,
    spl0_1342,
    inference(rat,[],[s448,s25892]) ).

cnf(s25894,plain,
    ( ~ spl0_2257
    | ~ spl0_2258
    | spl0_453
    | ~ spl0_457
    | ~ spl0_2266
    | spl0_3067 ),
    inference(rat,[],[s24289,s25004]) ).

cnf(s25896,plain,
    ( ~ spl0_1343
    | ~ spl0_1367 ),
    inference(rat,[],[s4728,s25893]) ).

cnf(s25897,plain,
    ( ~ spl0_1343
    | ~ spl0_1366 ),
    inference(rat,[],[s4727,s25893]) ).

cnf(s25898,plain,
    ( spl0_1367
    | ~ spl0_1349 ),
    inference(rat,[],[s4742,s451,s450,s4744,s4732,s4745,s461,s449,s462,s24333,s25897,s463,s21401,s464,s24335]) ).

cnf(s25899,plain,
    ( ~ spl0_1345
    | ~ spl0_1344 ),
    inference(rat,[],[s463,s4737,s4732,s4736]) ).

cnf(s25900,plain,
    ( spl0_1363
    | ~ spl0_1349 ),
    inference(rat,[],[s451,s4744,s4733,s461,s462,s24333,s450,s25899,s449,s25896,s25898]) ).

cnf(s25901,plain,
    ( ~ spl0_1348
    | ~ spl0_1349 ),
    inference(rat,[],[s4813,s461,s4812,s4744]) ).

cnf(s25902,plain,
    ~ spl0_1349,
    inference(rat,[],[s25901,s451,s4734,s25900,s450,s25899,s449,s25896,s25898]) ).

cnf(s25903,plain,
    spl0_1350,
    inference(rat,[],[s452,s25902]) ).

cnf(s25904,plain,
    ( spl0_2705
    | ~ spl0_1353 ),
    inference(rat,[],[s453,s4801,s4798,s4796,s4797,s5047,s25903]) ).

cnf(s25905,plain,
    ( ~ spl0_1352
    | ~ spl0_1353 ),
    inference(rat,[],[s4796,s4808,s4801,s4805]) ).

cnf(s25906,plain,
    ~ spl0_1353,
    inference(rat,[],[s25905,s453,s4807,s4810,s25904,s25903]) ).

cnf(s25907,plain,
    spl0_1354,
    inference(rat,[],[s454,s25906]) ).

cnf(s25908,plain,
    ( spl0_1358
    | ~ spl0_456 ),
    inference(rat,[],[s3,s459,s24329,s24238,s24988,s24236,s24235,s24234,s24233,s24232,s24231,s24230,s24229,s8233,s24228,s24227,s24226,s24225,s24224,s24223,s24222,s24221,s24220,s24219,s24218,s24217,s24216,s24215,s24214,s24213,s24212,s22826,s23002,s22956,s23864,s23322,s24192,s23720,s24109,s23149,s23401,s22953,s23151,s22883,s22834,s23578,s22843,s23234,s23517,s23424,s23271,s24004,s23663,s23848,s23291,s23102,s22942,s23767,s23175,s22975,s23953,s23041,s23075,s23835,s22996,s24055,s23210,s24172,s23077,s23378,s23630,s23624,s23193,s24070,s22852,s23039,s23242,s24210,s23586,s24096,s24078,s23590,s23010,s23761,s24190,s23419,s23090,s23261,s23970,s22893,s23982,s23778,s23842,s23399,s23146,s23491,s23946,s23044,s23665,s22940,s23220,s23340,s23246,s24073,s23158,s22867,s23350,s23610,s23447,s23217,s23681,s23436,s23657,s23134,s23278,s23568,s23168,s23572,s24036,s23643,s23299,s23604,s23319,s22922,s23297,s23535,s24119,s23388,s23890,s23200,s23285,s23908,s23921,s24169,s24011,s23862,s23032,s23108,s23807,s23856,s23364,s23867,s22850,s23692,s23483,s23977,s23407,s24137,s22860,s23930,s23696,s23654,s23718,s23813,s23337,s23901,s23428,s23224,s23328,s23096,s23207,s23012,s23186,s23005,s24183,s23019,s23202,s23765,s22962,s23177,s22836,s24039,s23016,s23332,s23959,s23562,s23803,s23030,s23556,s23347,s23057,s23859,s24032,s23184,s23584,s23309,s23553,s23204,s21397,s23064,s24154,s23439,s23509,s23615,s23055,s23560,s23992,s23302,s23396,s23845,s23453,s22978,s22828,s24019,s23980,s23432,s24098,s23499,s23594,s24053,s23758,s23520,s24151,s24208,s23361,s23072,s23489,s24062,s23294,s23669,s23335,s24047,s24022,s23087,s23374,s23942,s23985,s23700,s23683,s23384,s23911,s23628,s23897,s23502,s23404,s22869,s23533,s22846,s23467,s24050,s23939,s23956,s24148,s23542,s23456,s23686,s23138,s24127,s24204,s23581,s22929,s23825,s23325,s23884,s23785,s23618,s22959,s22993,s23505,s24058,s23422,s23083,s23927,s23099,s23214,s23023,s23264,s23634,s22989,s23755,s24123,s22915,s23851,s23258,s22831,s23660,s22856,s22965,s23546,s22900,s22880,s23474,s23925,s23728,s22932,s23130,s23795,s23268,s23677,s23673,s23598,s23358,s24043,s23165,s24130,s23048,s23881,s24106,s24090,s24093,s23817,s24158,s23513,s23464,s23111,s23752,s23870,s23036,s24176,s24180,s23740,s22982,s23989,s23411,s23973,s22912,s22969,s23781,s23893,s24186,s23155,s23640,s23539,s22873,s24166,s23254,s22896,s22973,s23238,s24025,s23646,s23887,s23832,s24140,s24086,s22936,s23105,s22946,s23637,s23274,s24162,s23933,s23905,s24001,s23305,s23197,s24113,s23575,s22840,s23839,s23607,s23775,s23915,s24117,s23703,s23601,s23008,s24144,s23789,s23122,s23565,s23711,s23480,s24196,s23793,s22877,s22890,s23771,s22919,s23460,s23190,s23828,s23068,s23744,s23080,s23118,s23810,s23181,s23316,s23450,s23477,s23381,s23288,s24082,s23250,s23495,s23171,s23919,s23707,s23026,s23950,s23231,s23228,s23732,s23995,s23060,s23470,s24066,s22908,s23161,s23873,s23281,s23371,s23877,s22950,s23052,s23093,s23613,s23966,s23998,s23392,s24076,s22864,s23550,s24007,s22904,s23962,s24102,s22925,s23367,s24029,s23799,s23487,s23343,s23821,s24200,s24134,s23622,s23443,s23142,s23689,s22985,s23415,s23525,s23715,s23724,s23354,s23748,s23312,s24015,s23126,s23650,s23115,s22886,s23936,s23737,s23530,s23523,s23000,s23855,s2,s5794,s4804,s25007,s8231,s25907]) ).

cnf(s25909,plain,
    ~ spl0_456,
    inference(rat,[],[s4821,s25908,s25907]) ).

cnf(s25910,plain,
    ~ spl0_1,
    inference(rat,[],[s5793,s25909]) ).

cnf(s25911,plain,
    spl0_457,
    inference(rat,[],[s5,s25909]) ).

cnf(s25912,plain,
    ~ spl0_2,
    inference(rat,[],[s1,s25910]) ).

cnf(s25919,plain,
    ( ~ spl0_1367
    | spl0_2749
    | ~ spl0_9
    | ~ spl0_5
    | ~ spl0_8
    | ~ spl0_7
    | ~ spl0_6
    | ~ spl0_4
    | ~ spl0_10
    | spl0_1358 ),
    inference(rat,[],[s3,s25894,s4826,s24976,s4832,s5065,s24982,s4834,s976,s4831,s25003,s5350,s970,s5049,s24277,s5352,s966,s5050,s25001,s5354,s962,s5051,s24264,s5356,s958,s5052,s24265,s5358,s954,s5053,s24266,s5360,s950,s5054,s24997,s5362,s946,s5055,s24262,s5364,s5067,s24994,s5366,s1113,s4835,s21399,s5368,s1108,s5812,s21751,s5370,s1104,s5811,s21750,s5372,s1100,s5810,s21749,s5374,s1096,s5809,s21748,s5376,s1092,s5808,s21747,s5378,s1088,s5807,s21746,s5380,s1084,s5806,s21745,s5382,s1080,s5805,s21744,s5384,s1076,s5804,s21743,s5386,s1072,s5803,s21742,s5388,s1068,s5802,s21741,s5390,s1064,s5801,s21740,s5392,s1060,s5800,s21739,s5394,s1056,s5799,s21738,s5396,s1052,s5798,s21737,s5398,s1048,s5797,s21736,s5400,s5796,s11680,s21735,s5402,s1245,s4836,s21734,s5404,s1240,s5813,s21733,s5406,s1236,s5814,s21732,s5408,s1232,s5815,s21731,s5410,s1228,s5816,s21730,s5412,s1224,s5817,s21729,s5414,s1220,s5818,s21728,s5416,s1216,s5819,s21727,s5418,s1212,s5820,s21726,s5420,s1208,s5821,s21725,s5422,s1204,s5822,s21724,s5424,s1200,s5823,s21723,s5426,s1196,s5824,s21722,s5428,s1192,s5825,s21721,s5430,s1188,s5826,s21720,s5432,s1184,s5827,s21719,s5434,s5828,s11677,s21718,s5436,s1361,s5310,s21717,s5438,s1358,s5301,s21716,s5440,s1354,s4838,s21715,s5442,s1350,s4839,s21714,s5444,s1346,s4840,s21713,s5446,s1342,s4841,s21712,s5448,s1338,s4842,s21711,s5450,s1334,s4843,s21710,s5452,s1330,s4844,s21709,s5454,s1326,s4845,s21708,s5456,s1322,s4846,s21707,s5458,s1318,s4847,s21706,s5460,s1314,s4848,s21403,s5462,s1310,s4849,s21705,s5464,s5302,s10926,s5466,s1477,s5286,s5468,s1474,s5277,s21404,s5470,s1470,s4851,s21405,s5472,s1466,s4852,s21406,s5474,s1462,s4853,s21704,s5476,s1458,s4854,s21407,s5478,s1454,s4855,s21408,s5480,s1450,s4856,s21703,s5482,s1446,s4857,s21409,s5484,s1442,s4858,s21702,s5486,s1438,s4859,s21410,s5488,s1434,s4860,s21411,s5490,s1430,s4861,s21701,s5492,s1426,s4862,s21700,s5494,s5278,s12569,s21699,s5496,s1599,s5262,s21412,s5498,s1596,s5255,s21698,s5500,s1592,s4864,s21413,s5502,s1588,s4865,s21414,s5504,s1584,s4866,s21697,s5506,s1580,s4867,s21415,s5508,s1576,s4868,s21416,s5510,s1572,s4869,s21696,s5512,s1568,s4870,s21695,s5514,s1564,s4871,s21694,s5516,s1560,s4872,s21693,s5518,s1556,s4873,s21417,s5520,s1552,s4874,s21692,s5522,s1548,s4875,s21418,s5524,s1544,s4876,s21419,s5526,s5256,s13286,s5528,s1675,s5239,s5530,s1672,s5226,s21420,s5532,s1668,s4878,s21691,s5534,s1664,s4879,s21421,s5536,s1660,s4880,s21422,s5538,s1656,s4881,s21423,s5540,s1652,s4882,s21690,s5542,s5227,s19034,s21689,s5544,s1711,s5206,s21424,s5546,s1708,s5161,s21425,s5548,s1704,s4884,s21688,s5550,s5162,s11035,s5552,s1727,s5115,s5554,s5069,s11033,s21687,s5556,s1736,s4885,s21426,s5558,s1740,s5829,s21686,s5560,s1744,s5830,s21427,s5562,s1748,s5831,s21428,s5564,s1752,s5832,s21429,s5566,s1825,s5833,s21430,s5568,s1822,s5347,s21431,s5570,s1818,s4887,s21432,s5572,s1814,s4888,s21685,s5574,s1810,s4889,s21433,s5576,s1806,s4890,s21434,s5578,s1802,s4891,s21435,s5580,s1798,s4892,s21436,s5582,s1794,s4893,s21684,s5584,s1790,s4894,s21683,s5586,s1786,s4895,s21682,s5588,s1782,s4896,s21437,s5590,s5348,s18991,s5592,s1883,s5335,s5594,s1880,s5333,s21681,s5596,s1876,s4898,s21438,s5598,s1872,s4899,s21439,s5600,s1868,s4900,s21440,s5602,s5334,s12719,s21680,s5604,s1915,s5328,s21679,s5606,s1912,s5326,s21441,s5608,s1908,s4902,s21678,s5610,s5327,s19032,s5612,s1967,s5323,s5614,s1964,s5321,s21677,s5616,s1960,s4904,s21676,s5618,s1956,s4905,s21442,s5620,s1952,s4906,s21443,s5622,s1948,s4907,s21444,s5624,s1944,s4908,s21445,s5626,s5322,s10867,s21675,s5628,s1991,s5314,s21674,s5630,s5313,s14778,s5632,s2033,s5311,s5634,s2030,s5308,s21446,s5636,s2026,s4910,s21673,s5638,s2022,s4911,s21447,s5640,s2018,s4912,s21672,s5642,s2014,s4913,s21671,s5644,s5309,s12012,s21670,s5646,s2085,s5287,s21669,s5648,s2082,s5284,s21448,s5650,s2078,s4915,s21449,s5652,s2074,s4916,s21668,s5654,s2070,s4917,s21667,s5656,s2066,s4918,s21450,s5658,s5285,s14149,s5660,s2125,s5263,s5662,s2122,s5260,s21666,s5664,s2118,s4920,s21665,s5666,s2114,s4921,s21664,s5668,s5261,s10923,s21451,s5670,s2197,s5240,s21452,s5672,s2194,s5237,s21663,s5674,s2190,s4923,s21453,s5676,s2186,s4924,s21662,s5678,s2182,s4925,s21454,s5680,s2178,s4926,s21455,s5682,s2174,s4927,s21456,s5684,s2170,s4928,s21661,s5686,s2166,s4929,s21457,s5688,s2162,s4930,s21660,s5690,s5238,s14775,s5692,s2293,s5207,s5694,s2290,s5174,s21659,s5696,s2286,s4932,s21458,s5698,s2282,s4933,s21459,s5700,s2278,s4934,s21658,s5702,s2274,s4935,s21460,s5704,s2270,s4936,s21657,s5706,s2266,s4937,s21656,s5708,s2262,s4938,s21461,s5710,s2258,s4939,s21655,s5712,s2254,s4940,s21462,s5714,s2250,s4941,s21654,s5716,s5175,s16166,s21463,s5718,s2327,s5116,s21464,s5720,s5071,s15671,s21652,s5722,s2336,s4942,s5724,s2367,s5834,s5726,s2364,s5180,s21651,s5728,s2360,s4944,s21465,s5730,s2356,s4945,s21650,s5732,s2352,s4946,s21466,s5734,s5181,s16839,s21649,s5736,s2411,s5117,s21467,s5738,s2408,s5076,s21648,s5740,s2404,s4948,s21468,s5742,s2400,s4949,s21647,s5744,s2396,s4950,s21646,s5746,s5077,s17398,s21469,s5748,s2457,s4951,s21470,s5750,s2452,s5835,s21471,s5752,s2448,s5836,s21645,s5754,s2444,s5837,s21644,s5756,s2440,s5838,s21472,s5758,s5839,s15749,s21473,s5760,s2493,s4952,s21643,s5762,s2488,s5840,s21642,s5764,s2484,s5841,s21474,s5766,s2480,s5842,s21475,s5768,s5843,s16930,s21476,s5770,s2527,s4953,s21641,s5772,s2522,s5844,s21477,s5774,s2518,s5845,s21478,s5776,s2514,s5846,s21640,s5778,s5847,s12236,s21479,s5780,s2573,s4954,s21639,s5782,s2568,s5848,s21480,s5784,s2564,s5849,s21481,s5786,s2560,s5850,s21638,s5788,s2556,s5851,s21637,s5790,s2552,s5852,s21482,s5791,s5853,s18229,s21483,s5789,s2588,s4955,s21636,s5787,s2597,s5854,s21635,s5785,s5855,s17815,s21484,s5783,s2663,s4956,s21634,s5781,s2658,s5856,s21485,s5779,s2654,s5857,s21633,s5777,s2650,s5858,s5775,s2647,s5859,s5773,s2642,s5860,s21632,s5771,s2636,s5861,s21486,s5769,s2632,s5862,s21631,s5767,s2628,s5863,s21487,s5765,s2624,s5864,s21630,s5763,s5865,s10192,s21488,s5761,s2739,s4964,s21489,s5759,s2748,s5866,s5757,s2722,s5867,s5755,s2736,s4963,s5753,s5868,s18337,s21490,s5751,s2719,s4957,s21491,s5749,s2715,s4958,s21492,s5747,s2709,s4959,s21493,s5745,s2706,s5869,s21629,s5743,s5870,s14652,s21494,s5741,s2790,s4965,s21495,s5739,s2785,s5871,s21496,s5737,s2781,s5872,s21628,s5735,s2777,s5873,s21627,s5733,s5874,s18421,s21497,s5731,s2824,s4966,s21626,s5729,s2819,s5875,s21498,s5727,s2815,s5876,s21499,s5725,s2811,s5877,s21500,s5723,s5878,s18700,s21625,s5721,s2877,s4967,s21624,s5719,s2886,s5879,s5717,s2871,s5880,s5715,s2866,s5084,s5713,s3023,s4982,s21623,s5711,s2861,s5881,s21622,s5709,s3053,s5882,s5707,s2858,s5883,s5705,s2854,s5082,s21621,s5703,s3013,s4980,s5701,s3010,s5884,s5699,s5885,s16163,s21501,s5697,s2999,s4974,s21502,s5695,s2996,s4975,s21503,s5693,s2992,s4976,s21504,s5691,s2921,s4977,s21620,s5689,s4787,s4978,s5687,s2926,s5146,s5685,s2936,s4969,s5683,s2940,s5144,s21619,s5681,s5080,s14772,s21618,s5679,s2963,s4971,s5677,s2955,s5152,s5675,s4788,s5102,s21505,s5673,s2985,s5101,s21506,s5671,s5103,s16160,s21617,s5669,s2977,s4972,s5667,s3933,s5028,s5665,s4057,s5886,s21616,s5663,s5887,s17813,s21507,s5661,s3112,s4983,s21615,s5659,s4789,s5888,s21614,s5657,s5889,s15527,s21613,s5655,s3120,s4984,s21508,s5653,s3349,s5890,s21509,s5651,s5891,s12509,s21510,s5649,s3345,s4999,s21511,s5647,s5214,s13283,s21612,s5645,s5182,s14649,s21611,s5643,s5119,s12506,s5641,s3141,s5085,s5639,s3146,s4986,s5637,s3335,s5209,s5635,s5892,s18697,s21610,s5633,s5120,s16157,s21512,s5631,s5086,s18694,s21609,s5629,s3170,s4987,s21608,s5627,s3166,s5121,s21513,s5625,s5893,s18989,s21514,s5623,s3182,s4988,s21515,s5621,s3327,s5894,s21516,s5619,s5895,s18227,s21517,s5617,s3320,s4998,s21607,s5615,s3316,s5896,s21518,s5613,s5897,s17396,s21606,s5611,s5183,s12567,s21605,s5609,s5125,s11674,s21519,s5607,s5087,s10670,s21604,s5605,s3233,s4991,s5603,s3209,s5898,s5601,s3215,s5899,s5599,s3221,s5900,s5597,s3229,s4990,s5595,s3251,s5901,s21520,s5593,s5902,s15669,s21521,s5591,s3307,s4997,s21603,s5589,s3303,s5903,s21602,s5587,s3262,s5904,s21601,s5585,s3266,s5905,s21600,s5583,s3299,s4996,s21599,s5581,s3273,s5906,s5579,s3293,s5907,s5577,s3279,s5089,s5575,s3288,s5090,s21598,s5573,s4790,s4994,s21597,s5571,s3461,s5908,s21596,s5569,s3469,s5909,s21595,s5567,s3479,s5910,s21594,s5565,s5911,s16837,s21593,s5563,s3925,s5025,s21592,s5561,s3489,s5912,s21522,s5559,s5913,s15525,s21523,s5557,s3919,s5024,s21591,s5555,s3512,s5914,s5553,s3504,s5915,s5551,s3909,s5916,s21590,s5549,s5188,s10490,s5547,s3907,s5023,s5545,s3524,s5155,s5543,s3897,s5105,s5541,s4311,s5030,s21589,s5539,s3701,s5917,s21524,s5537,s5095,s14141,s21588,s5535,s3698,s5014,s5533,s3541,s5918,s5531,s4791,s5001,s21587,s5529,s5919,s9346,s21586,s5527,s5091,s19037,s21585,s5525,s3559,s5002,s21584,s5523,s3563,s5920,s21525,s5521,s3692,s5013,s21583,s5519,s3570,s5921,s21582,s5517,s3688,s5922,s21581,s5515,s3576,s5923,s21580,s5513,s3589,s5924,s5511,s3582,s5925,s5509,s3597,s5004,s5507,s5926,s20746,s21526,s5505,s3611,s5005,s21527,s5503,s3615,s5927,s21579,s5501,s3620,s5185,s5499,s3624,s5186,s5497,s3628,s5140,s5495,s3633,s5093,s5493,s3683,s5011,s21528,s5491,s3679,s5127,s21578,s5489,s5128,s10858,s21529,s5487,s3650,s5007,s21530,s5485,s4792,s5129,s21531,s5483,s5130,s10853,s21577,s5481,s3670,s5009,s21576,s5479,s5131,s20854,s5477,s3667,s5008,s5475,s3782,s5928,s5473,s3794,s5097,s21532,s5471,s3788,s5016,s21575,s5469,s3811,s5929,s21533,s5467,s5930,s20965,s5465,s3819,s5017,s5463,s5931,s20989,s21534,s5461,s3832,s5018,s21574,s5459,s3892,s5932,s21573,s5457,s3886,s5933,s21572,s5455,s5934,s21045,s21571,s5453,s5099,s21014,s21570,s5451,s3879,s5022,s5449,s3847,s5219,s5447,s3851,s5204,s21569,s5445,s3856,s5020,s5443,s3860,s5205,s5441,s3864,s5158,s5439,s3875,s5110,s21568,s5437,s5111,s21043,s21567,s5435,s4567,s5036,s21566,s5433,s4561,s5935,s21565,s5431,s4557,s5936,s21535,s5429,s5937,s21126,s21536,s5427,s4466,s5031,s21564,s5425,s4470,s5938,s21563,s5423,s4474,s5939,s21562,s5421,s5201,s21123,s5419,s4481,s5156,s5417,s4486,s5107,s21561,s5415,s4490,s5108,s21537,s5413,s4551,s5035,s21538,s5411,s4546,s5190,s21560,s5409,s5191,s10663,s5407,s4503,s5033,s5405,s4516,s5192,s5403,s4793,s5940,s21559,s5401,s4539,s5941,s21558,s5399,s4534,s5942,s21557,s5397,s4525,s5943,s21539,s5395,s4529,s5944,s21540,s5393,s4630,s5945,s21541,s5391,s4624,s5946,s21542,s5389,s4620,s5947,s21543,s5387,s5948,s20378,s21544,s5385,s4639,s5037,s21545,s5383,s4643,s5949,s21546,s5381,s4649,s5950,s21547,s5379,s4653,s5951,s21548,s5377,s4657,s5952,s5375,s4661,s5953,s5373,s4674,s5040,s21549,s5371,s4698,s5041,s21550,s5369,s4794,s5954,s5367,s4683,s5955,s5365,s4704,s5043,s21551,s5363,s4708,s5956,s21552,s5361,s4719,s5957,s21553,s5359,s4714,s5113,s21556,s5357,s5114,s21129,s4730,s5045,s25912,s25911]) ).

cnf(s25920,plain,
    ( spl0_453
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24264,s24252,s898,s5055,s25001,s24255,s899,s5054,s24277,s24258,s900,s5053,s25003,s24268,s901,s5052,s25894,s24271,s902,s5051,s24279,s903,s5050,s978,s904,s5049,s921,s905,s4831,s906,s5065,s4828,s5795,s25911]) ).

cnf(s25921,plain,
    ( spl0_452
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24264,s24252,s898,s5055,s25001,s24255,s899,s5054,s24277,s24258,s900,s5053,s25003,s24268,s901,s5052,s24288,s24271,s902,s5051,s24279,s903,s5050,s978,s904,s5049,s921,s905,s4831,s906,s5065,s4826,s25911]) ).

cnf(s25922,plain,
    ( spl0_451
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24264,s24252,s898,s5055,s25001,s24255,s899,s5054,s24277,s24258,s900,s5053,s24275,s24268,s901,s5052,s24271,s902,s5051,s24279,s903,s5050,s978,s904,s5049,s905,s4831,s4832,s25911]) ).

cnf(s25923,plain,
    ( spl0_450
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24264,s24252,s898,s5055,s25001,s24255,s899,s5054,s24277,s24258,s900,s5053,s25003,s24268,s901,s5052,s24285,s24271,s902,s5051,s24279,s903,s5050,s904,s5049,s4834,s25911]) ).

cnf(s25924,plain,
    ( spl0_449
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24264,s24252,s898,s5055,s24263,s24255,s899,s5054,s24258,s900,s5053,s24268,s901,s5052,s24271,s902,s5051,s903,s5050,s5350,s25911]) ).

cnf(s25925,plain,
    ( spl0_448
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24264,s24252,s898,s5055,s25001,s24255,s899,s5054,s24291,s24258,s900,s5053,s24268,s901,s5052,s902,s5051,s5352,s25911]) ).

cnf(s25926,plain,
    ( spl0_447
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24248,s4786,s895,s5812,s24246,s896,s4835,s24249,s897,s5067,s24252,s898,s5055,s24255,s899,s5054,s24258,s900,s5053,s901,s5052,s5354,s25911]) ).

cnf(s25927,plain,
    ( spl0_446
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24265,s24249,s897,s5067,s24287,s24252,s898,s5055,s24255,s899,s5054,s900,s5053,s5356,s25911]) ).

cnf(s25928,plain,
    ( spl0_445
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24266,s24246,s896,s4835,s24290,s24249,s897,s5067,s24252,s898,s5055,s899,s5054,s5358,s25911]) ).

cnf(s25929,plain,
    ( spl0_444
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24997,s4786,s895,s5812,s24284,s24246,s896,s4835,s24249,s897,s5067,s898,s5055,s5360,s25911]) ).

cnf(s25930,plain,
    ( spl0_443
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s21719,s4784,s860,s5301,s21720,s6318,s861,s5310,s21721,s6320,s862,s5828,s21722,s6323,s863,s5827,s21723,s6326,s864,s5826,s21724,s6329,s865,s5825,s21725,s6332,s866,s5824,s21726,s6335,s867,s5823,s21727,s6338,s868,s5822,s21728,s6341,s869,s5821,s21729,s6344,s870,s5820,s21730,s6347,s871,s5819,s21731,s6350,s872,s5818,s21732,s6353,s873,s5817,s21733,s6356,s874,s5816,s21734,s6359,s875,s5815,s21735,s6362,s876,s5814,s21736,s4785,s877,s5813,s21737,s6233,s878,s4836,s21738,s6236,s879,s5796,s21739,s6239,s880,s5797,s21740,s6242,s881,s5798,s21741,s6245,s882,s5799,s21742,s6248,s883,s5800,s21743,s6251,s884,s5801,s21744,s6254,s885,s5802,s21745,s6257,s886,s5803,s21746,s6260,s887,s5804,s21747,s6263,s888,s5805,s21748,s6266,s889,s5806,s21749,s6269,s890,s5807,s21750,s6272,s891,s5808,s21751,s6275,s892,s5809,s21399,s6278,s893,s5810,s24262,s6281,s894,s5811,s24261,s4786,s895,s5812,s24246,s896,s4835,s897,s5067,s5362,s25911]) ).

cnf(s25931,plain,
    ( spl0_442
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s21747,s6260,s887,s5804,s21748,s6263,s888,s5805,s21749,s6266,s889,s5806,s21750,s6269,s890,s5807,s21751,s6272,s891,s5808,s21399,s6275,s892,s5809,s24283,s6278,s893,s5810,s6281,s894,s5811,s4786,s895,s5812,s896,s4835,s5364,s25911]) ).

cnf(s25932,plain,
    ( spl0_441
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21188,s4746,s6210,s465,s4724,s466,s5114,s6224,s467,s5113,s6192,s468,s5957,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s8211,s472,s5954,s4662,s473,s5041,s6212,s474,s5040,s6130,s475,s5953,s6194,s476,s5952,s4644,s477,s5951,s6147,s478,s5950,s4747,s479,s5949,s8173,s480,s5037,s8175,s481,s5948,s8178,s482,s5947,s6181,s483,s5946,s6149,s484,s5945,s8085,s485,s5944,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s4507,s489,s5940,s4543,s490,s5192,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s6165,s494,s5035,s4484,s495,s5108,s4554,s496,s5107,s4550,s497,s5156,s5964,s498,s5201,s8067,s499,s5939,s4555,s500,s5938,s8096,s501,s5031,s8099,s502,s5937,s8102,s503,s5936,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s3874,s510,s5020,s7918,s511,s5204,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s7921,s515,s5934,s7905,s516,s5933,s3895,s517,s5932,s3822,s518,s5018,s3814,s519,s5931,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s3665,s524,s5097,s4750,s525,s5928,s7815,s526,s5008,s3674,s527,s5131,s5966,s528,s5009,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s6132,s536,s5140,s3618,s537,s5186,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s3588,s541,s5926,s7789,s542,s5004,s6115,s543,s5925,s7820,s544,s5924,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s7776,s548,s5013,s3695,s549,s5920,s3696,s550,s5002,s6052,s551,s5091,s3545,s552,s5919,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s7759,s563,s5916,s7924,s564,s5915,s3923,s565,s5914,s6076,s566,s5024,s7927,s567,s5913,s3929,s568,s5912,s7744,s569,s5025,s7735,s570,s5911,s7726,s571,s5910,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s6054,s576,s5089,s7620,s577,s5907,s3268,s578,s5906,s5969,s579,s4996,s7622,s580,s5905,s7625,s581,s5904,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s3210,s587,s5900,s7610,s588,s5899,s3311,s589,s5898,s3312,s590,s4991,s3313,s591,s5087,s3314,s592,s5125,s7631,s593,s5183,s7634,s594,s5897,s3324,s595,s5896,s7637,s596,s4998,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s7596,s600,s5893,s3332,s601,s5121,s3333,s602,s4987,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s3143,s606,s5209,s3341,s607,s4986,s3342,s608,s5085,s3343,s609,s5119,s7640,s610,s5182,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s3931,s614,s5890,s6079,s615,s4984,s7586,s616,s5889,s3932,s617,s5888,s6012,s618,s4983,s3937,s619,s5887,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s6040,s623,s5103,s2987,s624,s5101,s7503,s625,s5102,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s2935,s629,s5144,s6014,s630,s4969,s7516,s631,s5146,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s4754,s635,s4975,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s5979,s640,s5082,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s6017,s645,s5084,s7483,s646,s5880,s4755,s647,s5879,s7445,s648,s4967,s7447,s649,s5878,s7450,s650,s5877,s7453,s651,s5876,s4756,s652,s5875,s7407,s653,s4966,s7409,s654,s5874,s7412,s655,s5873,s7415,s656,s5872,s4757,s657,s5871,s7365,s658,s4965,s2712,s659,s5870,s7367,s660,s5869,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s2727,s664,s5868,s6020,s665,s4963,s7373,s666,s5867,s4759,s667,s5866,s7290,s668,s4964,s7292,s669,s5865,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s2645,s673,s5861,s7301,s674,s5860,s7304,s675,s5859,s7307,s676,s5858,s7310,s677,s5857,s4760,s678,s5856,s7283,s679,s4956,s5959,s680,s5855,s4761,s681,s5854,s7235,s682,s4955,s7237,s683,s5853,s7240,s684,s5852,s7243,s685,s5851,s7246,s686,s5850,s7249,s687,s5849,s4762,s688,s5848,s7205,s689,s4954,s7207,s690,s5847,s7210,s691,s5846,s7213,s692,s5845,s4763,s693,s5844,s7175,s694,s4953,s7177,s695,s5843,s7180,s696,s5842,s7183,s697,s5841,s4764,s698,s5840,s7137,s699,s4952,s7139,s700,s5839,s7142,s701,s5838,s7145,s702,s5837,s7148,s703,s5836,s4765,s704,s5835,s7107,s705,s4951,s7109,s706,s5077,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s4766,s710,s5076,s7077,s711,s5117,s7079,s712,s5181,s7082,s713,s4946,s7085,s714,s4945,s2375,s715,s4944,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s4768,s719,s5071,s7000,s720,s5116,s7002,s721,s5175,s7005,s722,s4941,s7008,s723,s4940,s7011,s724,s4939,s7014,s725,s4938,s7017,s726,s4937,s7020,s727,s4936,s7023,s728,s4935,s7026,s729,s4934,s7029,s730,s4933,s2308,s731,s4932,s4769,s732,s5174,s6939,s733,s5207,s6941,s734,s5238,s6944,s735,s4930,s6947,s736,s4929,s6950,s737,s4928,s6953,s738,s4927,s6956,s739,s4926,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s4770,s743,s5237,s6920,s744,s5240,s6922,s745,s5261,s6925,s746,s4921,s2132,s747,s4920,s4771,s748,s5260,s6887,s749,s5263,s6889,s750,s5285,s6892,s751,s4918,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s4772,s755,s5284,s6854,s756,s5287,s6856,s757,s5309,s6859,s758,s4913,s6862,s759,s4912,s6865,s760,s4911,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s4774,s764,s5313,s6814,s765,s5314,s6816,s766,s5322,s6819,s767,s4908,s6822,s768,s4907,s6825,s769,s4906,s6828,s770,s4905,s1977,s771,s4904,s4775,s772,s5321,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s4776,s776,s5326,s6776,s777,s5328,s6778,s778,s5334,s6781,s779,s4900,s6784,s780,s4899,s1891,s781,s4898,s4777,s782,s5333,s6701,s783,s5335,s6703,s784,s5348,s6706,s785,s4896,s6709,s786,s4895,s6712,s787,s4894,s6715,s788,s4893,s6718,s789,s4892,s6721,s790,s4891,s6724,s791,s4890,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s5995,s795,s5347,s5997,s796,s5833,s5981,s797,s5832,s5989,s798,s5831,s5984,s799,s5830,s4778,s800,s5829,s1731,s801,s4885,s4779,s802,s5069,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s4780,s806,s5161,s6646,s807,s5206,s6648,s808,s5227,s6651,s809,s4882,s6654,s810,s4881,s6657,s811,s4880,s6660,s812,s4879,s1685,s813,s4878,s4781,s814,s5226,s6564,s815,s5239,s6566,s816,s5256,s6569,s817,s4876,s6572,s818,s4875,s6575,s819,s4874,s6578,s820,s4873,s6581,s821,s4872,s6584,s822,s4871,s6587,s823,s4870,s6590,s824,s4869,s6593,s825,s4868,s6596,s826,s4867,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s4782,s830,s5255,s6488,s831,s5262,s6490,s832,s5278,s6493,s833,s4862,s6496,s834,s4861,s6499,s835,s4860,s6502,s836,s4859,s6505,s837,s4858,s6508,s838,s4857,s6511,s839,s4856,s6514,s840,s4855,s6517,s841,s4854,s6520,s842,s4853,s6523,s843,s4852,s1494,s844,s4851,s4783,s845,s5277,s6412,s846,s5286,s6414,s847,s5302,s6417,s848,s4849,s6420,s849,s4848,s6423,s850,s4847,s6426,s851,s4846,s6429,s852,s4845,s6432,s853,s4844,s6435,s854,s4843,s6438,s855,s4842,s6441,s856,s4841,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s4784,s860,s5301,s6318,s861,s5310,s6320,s862,s5828,s6323,s863,s5827,s6326,s864,s5826,s6329,s865,s5825,s6332,s866,s5824,s6335,s867,s5823,s6338,s868,s5822,s6341,s869,s5821,s6344,s870,s5820,s6347,s871,s5819,s6350,s872,s5818,s6353,s873,s5817,s6356,s874,s5816,s6359,s875,s5815,s6362,s876,s5814,s4785,s877,s5813,s6233,s878,s4836,s6236,s879,s5796,s6239,s880,s5797,s6242,s881,s5798,s6245,s882,s5799,s6248,s883,s5800,s6251,s884,s5801,s6254,s885,s5802,s6257,s886,s5803,s6260,s887,s5804,s6263,s888,s5805,s6266,s889,s5806,s6269,s890,s5807,s6272,s891,s5808,s6275,s892,s5809,s6278,s893,s5810,s6281,s894,s5811,s895,s5812,s5366,s25911]) ).

cnf(s25933,plain,
    ( spl0_440
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s21747,s6260,s887,s5804,s21748,s6263,s888,s5805,s21749,s6266,s889,s5806,s21750,s6269,s890,s5807,s21751,s6272,s891,s5808,s24323,s6275,s892,s5809,s6278,s893,s5810,s894,s5811,s5368,s25911]) ).

cnf(s25934,plain,
    ( spl0_439
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s21747,s6260,s887,s5804,s21748,s6263,s888,s5805,s21749,s6266,s889,s5806,s21750,s6269,s890,s5807,s24308,s6272,s891,s5808,s6275,s892,s5809,s893,s5810,s5370,s25911]) ).

cnf(s25935,plain,
    ( spl0_438
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s21747,s6260,s887,s5804,s21748,s6263,s888,s5805,s21749,s6266,s889,s5806,s24309,s6269,s890,s5807,s6272,s891,s5808,s892,s5809,s5372,s25911]) ).

cnf(s25936,plain,
    ( spl0_437
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s21747,s6260,s887,s5804,s21748,s6263,s888,s5805,s24314,s6266,s889,s5806,s6269,s890,s5807,s891,s5808,s5374,s25911]) ).

cnf(s25937,plain,
    ( spl0_436
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s21747,s6260,s887,s5804,s24311,s6263,s888,s5805,s6266,s889,s5806,s890,s5807,s5376,s25911]) ).

cnf(s25938,plain,
    ( spl0_435
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s21746,s6257,s886,s5803,s24317,s6260,s887,s5804,s6263,s888,s5805,s889,s5806,s5378,s25911]) ).

cnf(s25939,plain,
    ( spl0_434
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s21745,s6254,s885,s5802,s24321,s6257,s886,s5803,s6260,s887,s5804,s888,s5805,s5380,s25911]) ).

cnf(s25940,plain,
    ( spl0_433
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s21744,s6251,s884,s5801,s24315,s6254,s885,s5802,s6257,s886,s5803,s887,s5804,s5382,s25911]) ).

cnf(s25941,plain,
    ( spl0_432
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s21743,s6248,s883,s5800,s24310,s6251,s884,s5801,s6254,s885,s5802,s886,s5803,s5384,s25911]) ).

cnf(s25942,plain,
    ( spl0_431
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s21742,s6245,s882,s5799,s24322,s6248,s883,s5800,s6251,s884,s5801,s885,s5802,s5386,s25911]) ).

cnf(s25943,plain,
    ( spl0_430
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s21741,s6242,s881,s5798,s24324,s6245,s882,s5799,s6248,s883,s5800,s884,s5801,s5388,s25911]) ).

cnf(s25944,plain,
    ( spl0_429
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s21740,s6239,s880,s5797,s24318,s6242,s881,s5798,s6245,s882,s5799,s883,s5800,s5390,s25911]) ).

cnf(s25945,plain,
    ( spl0_428
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s21739,s6236,s879,s5796,s24316,s6239,s880,s5797,s6242,s881,s5798,s882,s5799,s5392,s25911]) ).

cnf(s25946,plain,
    ( spl0_427
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s21738,s6233,s878,s4836,s24320,s6236,s879,s5796,s6239,s880,s5797,s881,s5798,s5394,s25911]) ).

cnf(s25947,plain,
    ( spl0_426
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s21737,s4785,s877,s5813,s24312,s6233,s878,s4836,s6236,s879,s5796,s880,s5797,s5396,s25911]) ).

cnf(s25948,plain,
    ( spl0_425
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s21736,s6362,s876,s5814,s24319,s4785,s877,s5813,s6233,s878,s4836,s879,s5796,s5398,s25911]) ).

cnf(s25949,plain,
    ( spl0_424
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s21735,s6359,s875,s5815,s24313,s6362,s876,s5814,s4785,s877,s5813,s878,s4836,s5400,s25911]) ).

cnf(s25950,plain,
    ( spl0_423
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s21734,s6356,s874,s5816,s22825,s6359,s875,s5815,s6362,s876,s5814,s877,s5813,s5402,s25911]) ).

cnf(s25951,plain,
    ( spl0_422
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s21733,s6353,s873,s5817,s23003,s6356,s874,s5816,s6359,s875,s5815,s876,s5814,s5404,s25911]) ).

cnf(s25952,plain,
    ( spl0_421
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s21732,s6350,s872,s5818,s22957,s6353,s873,s5817,s6356,s874,s5816,s875,s5815,s5406,s25911]) ).

cnf(s25953,plain,
    ( spl0_420
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s21731,s6347,s871,s5819,s23865,s6350,s872,s5818,s6353,s873,s5817,s874,s5816,s5408,s25911]) ).

cnf(s25954,plain,
    ( spl0_419
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s21730,s6344,s870,s5820,s23323,s6347,s871,s5819,s6350,s872,s5818,s873,s5817,s5410,s25911]) ).

cnf(s25955,plain,
    ( spl0_418
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s21729,s6341,s869,s5821,s24194,s6344,s870,s5820,s6347,s871,s5819,s872,s5818,s5412,s25911]) ).

cnf(s25956,plain,
    ( spl0_417
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s21728,s6338,s868,s5822,s23722,s6341,s869,s5821,s6344,s870,s5820,s871,s5819,s5414,s25911]) ).

cnf(s25957,plain,
    ( spl0_416
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s21727,s6335,s867,s5823,s24111,s6338,s868,s5822,s6341,s869,s5821,s870,s5820,s5416,s25911]) ).

cnf(s25958,plain,
    ( spl0_415
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s21726,s6332,s866,s5824,s23150,s6335,s867,s5823,s6338,s868,s5822,s869,s5821,s5418,s25911]) ).

cnf(s25959,plain,
    ( spl0_414
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s21725,s6329,s865,s5825,s23402,s6332,s866,s5824,s6335,s867,s5823,s868,s5822,s5420,s25911]) ).

cnf(s25960,plain,
    ( spl0_413
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s21724,s6326,s864,s5826,s22955,s6329,s865,s5825,s6332,s866,s5824,s867,s5823,s5422,s25911]) ).

cnf(s25961,plain,
    ( spl0_412
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s21723,s6323,s863,s5827,s23153,s6326,s864,s5826,s6329,s865,s5825,s866,s5824,s5424,s25911]) ).

cnf(s25962,plain,
    ( spl0_411
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s21722,s6320,s862,s5828,s22884,s6323,s863,s5827,s6326,s864,s5826,s865,s5825,s5426,s25911]) ).

cnf(s25963,plain,
    ( spl0_410
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s21721,s6318,s861,s5310,s22835,s6320,s862,s5828,s6323,s863,s5827,s864,s5826,s5428,s25911]) ).

cnf(s25964,plain,
    ( spl0_409
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s21720,s4784,s860,s5301,s23579,s6318,s861,s5310,s6320,s862,s5828,s863,s5827,s5430,s25911]) ).

cnf(s25965,plain,
    ( spl0_408
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s21719,s1378,s859,s4838,s22844,s4784,s860,s5301,s6318,s861,s5310,s862,s5828,s5432,s25911]) ).

cnf(s25966,plain,
    ( spl0_407
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21718,s6444,s857,s4840,s6447,s858,s4839,s23236,s1378,s859,s4838,s4784,s860,s5301,s861,s5310,s5434,s25911]) ).

cnf(s25967,plain,
    ( spl0_406
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s21762,s6444,s857,s4840,s6447,s858,s4839,s1378,s859,s4838,s860,s5301,s5436,s25911]) ).

cnf(s25968,plain,
    ( spl0_405
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s21717,s6441,s856,s4841,s23426,s6444,s857,s4840,s6447,s858,s4839,s859,s4838,s5438,s25911]) ).

cnf(s25969,plain,
    ( spl0_404
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s21716,s6438,s855,s4842,s23272,s6441,s856,s4841,s6444,s857,s4840,s858,s4839,s5440,s25911]) ).

cnf(s25970,plain,
    ( spl0_403
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s21715,s6435,s854,s4843,s24005,s6438,s855,s4842,s6441,s856,s4841,s857,s4840,s5442,s25911]) ).

cnf(s25971,plain,
    ( spl0_402
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21714,s6432,s853,s4844,s23664,s6435,s854,s4843,s6438,s855,s4842,s856,s4841,s5444,s25911]) ).

cnf(s25972,plain,
    ( spl0_401
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s21713,s6429,s852,s4845,s21794,s6432,s853,s4844,s6435,s854,s4843,s855,s4842,s5446,s25911]) ).

cnf(s25973,plain,
    ( spl0_400
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s21712,s6426,s851,s4846,s23292,s6429,s852,s4845,s6432,s853,s4844,s854,s4843,s5448,s25911]) ).

cnf(s25974,plain,
    ( spl0_399
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s21711,s6423,s850,s4847,s23103,s6426,s851,s4846,s6429,s852,s4845,s853,s4844,s5450,s25911]) ).

cnf(s25975,plain,
    ( spl0_398
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s21710,s6420,s849,s4848,s22944,s6423,s850,s4847,s6426,s851,s4846,s852,s4845,s5452,s25911]) ).

cnf(s25976,plain,
    ( spl0_397
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21709,s6417,s848,s4849,s23769,s6420,s849,s4848,s6423,s850,s4847,s851,s4846,s5454,s25911]) ).

cnf(s25977,plain,
    ( spl0_396
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s21708,s6414,s847,s5302,s21764,s6417,s848,s4849,s6420,s849,s4848,s850,s4847,s5456,s25911]) ).

cnf(s25978,plain,
    ( spl0_395
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s21707,s6412,s846,s5286,s22976,s6414,s847,s5302,s6417,s848,s4849,s849,s4848,s5458,s25911]) ).

cnf(s25979,plain,
    ( spl0_394
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s21706,s4783,s845,s5277,s23954,s6412,s846,s5286,s6414,s847,s5302,s848,s4849,s5460,s25911]) ).

cnf(s25980,plain,
    ( spl0_393
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s21403,s1494,s844,s4851,s23042,s4783,s845,s5277,s6412,s846,s5286,s847,s5302,s5462,s25911]) ).

cnf(s25981,plain,
    ( spl0_392
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s21700,s4782,s830,s5255,s21701,s6488,s831,s5262,s21411,s6490,s832,s5278,s21410,s6493,s833,s4862,s21702,s6496,s834,s4861,s21409,s6499,s835,s4860,s21703,s6502,s836,s4859,s21408,s6505,s837,s4858,s21407,s6508,s838,s4857,s21704,s6511,s839,s4856,s21406,s6514,s840,s4855,s21405,s6517,s841,s4854,s21404,s6520,s842,s4853,s21705,s6523,s843,s4852,s23076,s1494,s844,s4851,s4783,s845,s5277,s846,s5286,s5464,s25911]) ).

cnf(s25982,plain,
    ( spl0_391
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21407,s6505,s837,s4858,s21704,s6508,s838,s4857,s21406,s6511,s839,s4856,s21405,s6514,s840,s4855,s21404,s6517,s841,s4854,s23837,s6520,s842,s4853,s6523,s843,s4852,s1494,s844,s4851,s845,s5277,s5466,s25911]) ).

cnf(s25983,plain,
    ( spl0_390
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21407,s6505,s837,s4858,s21704,s6508,s838,s4857,s21406,s6511,s839,s4856,s21405,s6514,s840,s4855,s21404,s6517,s841,s4854,s22998,s6520,s842,s4853,s6523,s843,s4852,s844,s4851,s5468,s25911]) ).

cnf(s25984,plain,
    ( spl0_389
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21407,s6505,s837,s4858,s21704,s6508,s838,s4857,s21406,s6511,s839,s4856,s21405,s6514,s840,s4855,s24056,s6517,s841,s4854,s6520,s842,s4853,s843,s4852,s5470,s25911]) ).

cnf(s25985,plain,
    ( spl0_388
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21407,s6505,s837,s4858,s21704,s6508,s838,s4857,s21406,s6511,s839,s4856,s23212,s6514,s840,s4855,s6517,s841,s4854,s842,s4853,s5472,s25911]) ).

cnf(s25986,plain,
    ( spl0_387
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21407,s6505,s837,s4858,s21704,s6508,s838,s4857,s21786,s6511,s839,s4856,s6514,s840,s4855,s841,s4854,s5474,s25911]) ).

cnf(s25987,plain,
    ( spl0_386
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21407,s6505,s837,s4858,s23078,s6508,s838,s4857,s6511,s839,s4856,s840,s4855,s5476,s25911]) ).

cnf(s25988,plain,
    ( spl0_385
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s21408,s6502,s836,s4859,s21778,s6505,s837,s4858,s6508,s838,s4857,s839,s4856,s5478,s25911]) ).

cnf(s25989,plain,
    ( spl0_384
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s21703,s6499,s835,s4860,s23632,s6502,s836,s4859,s6505,s837,s4858,s838,s4857,s5480,s25911]) ).

cnf(s25990,plain,
    ( spl0_383
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s21409,s6496,s834,s4861,s23626,s6499,s835,s4860,s6502,s836,s4859,s837,s4858,s5482,s25911]) ).

cnf(s25991,plain,
    ( spl0_382
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21702,s6493,s833,s4862,s23195,s6496,s834,s4861,s6499,s835,s4860,s836,s4859,s5484,s25911]) ).

cnf(s25992,plain,
    ( spl0_381
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s21410,s6490,s832,s5278,s21822,s6493,s833,s4862,s6496,s834,s4861,s835,s4860,s5486,s25911]) ).

cnf(s25993,plain,
    ( spl0_380
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s21411,s6488,s831,s5262,s22854,s6490,s832,s5278,s6493,s833,s4862,s834,s4861,s5488,s25911]) ).

cnf(s25994,plain,
    ( spl0_379
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21701,s4782,s830,s5255,s23040,s6488,s831,s5262,s6490,s832,s5278,s833,s4862,s5490,s25911]) ).

cnf(s25995,plain,
    ( spl0_378
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s21700,s1617,s829,s4864,s21752,s4782,s830,s5255,s6488,s831,s5262,s832,s5278,s5492,s25911]) ).

cnf(s25996,plain,
    ( spl0_377
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s21699,s6599,s827,s4866,s6602,s828,s4865,s24211,s1617,s829,s4864,s4782,s830,s5255,s831,s5262,s5494,s25911]) ).

cnf(s25997,plain,
    ( spl0_376
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s23588,s6599,s827,s4866,s6602,s828,s4865,s1617,s829,s4864,s830,s5255,s5496,s25911]) ).

cnf(s25998,plain,
    ( spl0_375
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s21412,s6596,s826,s4867,s24097,s6599,s827,s4866,s6602,s828,s4865,s829,s4864,s5498,s25911]) ).

cnf(s25999,plain,
    ( spl0_374
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21698,s6593,s825,s4868,s24080,s6596,s826,s4867,s6599,s827,s4866,s828,s4865,s5500,s25911]) ).

cnf(s26000,plain,
    ( spl0_373
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s21413,s6590,s824,s4869,s21848,s6593,s825,s4868,s6596,s826,s4867,s827,s4866,s5502,s25911]) ).

cnf(s26001,plain,
    ( spl0_372
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s21414,s6587,s823,s4870,s23011,s6590,s824,s4869,s6593,s825,s4868,s826,s4867,s5504,s25911]) ).

cnf(s26002,plain,
    ( spl0_371
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21697,s6584,s822,s4871,s23763,s6587,s823,s4870,s6590,s824,s4869,s825,s4868,s5506,s25911]) ).

cnf(s26003,plain,
    ( spl0_370
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21415,s6581,s821,s4872,s21773,s6584,s822,s4871,s6587,s823,s4870,s824,s4869,s5508,s25911]) ).

cnf(s26004,plain,
    ( spl0_369
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s21416,s6578,s820,s4873,s21870,s6581,s821,s4872,s6584,s822,s4871,s823,s4870,s5510,s25911]) ).

cnf(s26005,plain,
    ( spl0_368
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s21696,s6575,s819,s4874,s23091,s6578,s820,s4873,s6581,s821,s4872,s822,s4871,s5512,s25911]) ).

cnf(s26006,plain,
    ( spl0_367
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21695,s6572,s818,s4875,s23262,s6575,s819,s4874,s6578,s820,s4873,s821,s4872,s5514,s25911]) ).

cnf(s26007,plain,
    ( spl0_366
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s21694,s6569,s817,s4876,s21843,s6572,s818,s4875,s6575,s819,s4874,s820,s4873,s5516,s25911]) ).

cnf(s26008,plain,
    ( spl0_365
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s21693,s6566,s816,s5256,s22894,s6569,s817,s4876,s6572,s818,s4875,s819,s4874,s5518,s25911]) ).

cnf(s26009,plain,
    ( spl0_364
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s21417,s6564,s815,s5239,s23983,s6566,s816,s5256,s6569,s817,s4876,s818,s4875,s5520,s25911]) ).

cnf(s26010,plain,
    ( spl0_363
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s21692,s4781,s814,s5226,s23779,s6564,s815,s5239,s6566,s816,s5256,s817,s4876,s5522,s25911]) ).

cnf(s26011,plain,
    ( spl0_362
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s21418,s1685,s813,s4878,s23843,s4781,s814,s5226,s6564,s815,s5239,s816,s5256,s5524,s25911]) ).

cnf(s26012,plain,
    ( spl0_361
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s21690,s4780,s806,s5161,s21423,s6646,s807,s5206,s21422,s6648,s808,s5227,s21421,s6651,s809,s4882,s21691,s6654,s810,s4881,s21420,s6657,s811,s4880,s21419,s6660,s812,s4879,s23400,s1685,s813,s4878,s4781,s814,s5226,s815,s5239,s5526,s25911]) ).

cnf(s26013,plain,
    ( spl0_360
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s21423,s4780,s806,s5161,s21422,s6646,s807,s5206,s21421,s6648,s808,s5227,s21691,s6651,s809,s4882,s21420,s6654,s810,s4881,s21858,s6657,s811,s4880,s6660,s812,s4879,s1685,s813,s4878,s814,s5226,s5528,s25911]) ).

cnf(s26014,plain,
    ( spl0_359
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s21423,s4780,s806,s5161,s21422,s6646,s807,s5206,s21421,s6648,s808,s5227,s21691,s6651,s809,s4882,s21420,s6654,s810,s4881,s23493,s6657,s811,s4880,s6660,s812,s4879,s813,s4878,s5530,s25911]) ).

cnf(s26015,plain,
    ( spl0_358
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s21423,s4780,s806,s5161,s21422,s6646,s807,s5206,s21421,s6648,s808,s5227,s21691,s6651,s809,s4882,s21787,s6654,s810,s4881,s6657,s811,s4880,s812,s4879,s5532,s25911]) ).

cnf(s26016,plain,
    ( spl0_357
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s21423,s4780,s806,s5161,s21422,s6646,s807,s5206,s21421,s6648,s808,s5227,s21885,s6651,s809,s4882,s6654,s810,s4881,s811,s4880,s5534,s25911]) ).

cnf(s26017,plain,
    ( spl0_356
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s21423,s4780,s806,s5161,s21422,s6646,s807,s5206,s23667,s6648,s808,s5227,s6651,s809,s4882,s810,s4881,s5536,s25911]) ).

cnf(s26018,plain,
    ( spl0_355
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s21423,s4780,s806,s5161,s21785,s6646,s807,s5206,s6648,s808,s5227,s809,s4882,s5538,s25911]) ).

cnf(s26019,plain,
    ( spl0_354
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s21690,s1717,s805,s4884,s23222,s4780,s806,s5161,s6646,s807,s5206,s808,s5227,s5540,s25911]) ).

cnf(s26020,plain,
    ( spl0_353
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21689,s6680,s803,s5115,s6682,s804,s5162,s23341,s1717,s805,s4884,s4780,s806,s5161,s807,s5206,s5542,s25911]) ).

cnf(s26021,plain,
    ( spl0_352
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21827,s6680,s803,s5115,s6682,s804,s5162,s1717,s805,s4884,s806,s5161,s5544,s25911]) ).

cnf(s26022,plain,
    ( spl0_351
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s21424,s4779,s802,s5069,s21803,s6680,s803,s5115,s6682,s804,s5162,s805,s4884,s5546,s25911]) ).

cnf(s26023,plain,
    ( spl0_350
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s21425,s1731,s801,s4885,s23159,s4779,s802,s5069,s6680,s803,s5115,s804,s5162,s5548,s25911]) ).

cnf(s26024,plain,
    ( spl0_349
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s21428,s5995,s795,s5347,s21427,s5997,s796,s5833,s21686,s5981,s797,s5832,s21426,s5989,s798,s5831,s21687,s5984,s799,s5830,s21688,s4778,s800,s5829,s22868,s1731,s801,s4885,s4779,s802,s5069,s803,s5115,s5550,s25911]) ).

cnf(s26025,plain,
    ( spl0_348
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21428,s1840,s794,s4887,s21427,s5995,s795,s5347,s21686,s5997,s796,s5833,s21426,s5981,s797,s5832,s21687,s5989,s798,s5831,s23352,s5984,s799,s5830,s4778,s800,s5829,s1731,s801,s4885,s802,s5069,s5552,s25911]) ).

cnf(s26026,plain,
    ( spl0_347
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21428,s1840,s794,s4887,s21427,s5995,s795,s5347,s21686,s5997,s796,s5833,s21426,s5981,s797,s5832,s21687,s5989,s798,s5831,s23611,s5984,s799,s5830,s4778,s800,s5829,s801,s4885,s5554,s25911]) ).

cnf(s26027,plain,
    ( spl0_346
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21428,s1840,s794,s4887,s21427,s5995,s795,s5347,s21686,s5997,s796,s5833,s21426,s5981,s797,s5832,s21896,s5989,s798,s5831,s5984,s799,s5830,s800,s5829,s5556,s25911]) ).

cnf(s26028,plain,
    ( spl0_345
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21428,s1840,s794,s4887,s21427,s5995,s795,s5347,s21686,s5997,s796,s5833,s23219,s5981,s797,s5832,s5989,s798,s5831,s799,s5830,s5558,s25911]) ).

cnf(s26029,plain,
    ( spl0_344
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21428,s1840,s794,s4887,s21427,s5995,s795,s5347,s21860,s5997,s796,s5833,s5981,s797,s5832,s798,s5831,s5560,s25911]) ).

cnf(s26030,plain,
    ( spl0_343
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21428,s1840,s794,s4887,s21791,s5995,s795,s5347,s5997,s796,s5833,s797,s5832,s5562,s25911]) ).

cnf(s26031,plain,
    ( spl0_342
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21429,s6727,s792,s4889,s6730,s793,s4888,s21867,s1840,s794,s4887,s5995,s795,s5347,s796,s5833,s5564,s25911]) ).

cnf(s26032,plain,
    ( spl0_341
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21836,s6727,s792,s4889,s6730,s793,s4888,s1840,s794,s4887,s795,s5347,s5566,s25911]) ).

cnf(s26033,plain,
    ( spl0_340
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s21430,s6724,s791,s4890,s21821,s6727,s792,s4889,s6730,s793,s4888,s794,s4887,s5568,s25911]) ).

cnf(s26034,plain,
    ( spl0_339
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s21431,s6721,s790,s4891,s23570,s6724,s791,s4890,s6727,s792,s4889,s793,s4888,s5570,s25911]) ).

cnf(s26035,plain,
    ( spl0_338
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21432,s6718,s789,s4892,s23169,s6721,s790,s4891,s6724,s791,s4890,s792,s4889,s5572,s25911]) ).

cnf(s26036,plain,
    ( spl0_337
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21685,s6715,s788,s4893,s21800,s6718,s789,s4892,s6721,s790,s4891,s791,s4890,s5574,s25911]) ).

cnf(s26037,plain,
    ( spl0_336
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s21433,s6712,s787,s4894,s21865,s6715,s788,s4893,s6718,s789,s4892,s790,s4891,s5576,s25911]) ).

cnf(s26038,plain,
    ( spl0_335
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s21434,s6709,s786,s4895,s23644,s6712,s787,s4894,s6715,s788,s4893,s789,s4892,s5578,s25911]) ).

cnf(s26039,plain,
    ( spl0_334
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s21435,s6706,s785,s4896,s23301,s6709,s786,s4895,s6712,s787,s4894,s788,s4893,s5580,s25911]) ).

cnf(s26040,plain,
    ( spl0_333
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s21436,s6703,s784,s5348,s23605,s6706,s785,s4896,s6709,s786,s4895,s787,s4894,s5582,s25911]) ).

cnf(s26041,plain,
    ( spl0_332
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21684,s6701,s783,s5335,s23321,s6703,s784,s5348,s6706,s785,s4896,s786,s4895,s5584,s25911]) ).

cnf(s26042,plain,
    ( spl0_331
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s21683,s4777,s782,s5333,s21755,s6701,s783,s5335,s6703,s784,s5348,s785,s4896,s5586,s25911]) ).

cnf(s26043,plain,
    ( spl0_330
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s21682,s1891,s781,s4898,s23298,s4777,s782,s5333,s6701,s783,s5335,s784,s5348,s5588,s25911]) ).

cnf(s26044,plain,
    ( spl0_329
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s21440,s4776,s776,s5326,s21439,s6776,s777,s5328,s21438,s6778,s778,s5334,s21681,s6781,s779,s4900,s21437,s6784,s780,s4899,s23537,s1891,s781,s4898,s4777,s782,s5333,s783,s5335,s5590,s25911]) ).

cnf(s26045,plain,
    ( spl0_328
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s21440,s1921,s775,s4902,s21439,s4776,s776,s5326,s21438,s6776,s777,s5328,s21681,s6778,s778,s5334,s24121,s6781,s779,s4900,s6784,s780,s4899,s1891,s781,s4898,s782,s5333,s5592,s25911]) ).

cnf(s26046,plain,
    ( spl0_327
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s21440,s1921,s775,s4902,s21439,s4776,s776,s5326,s21438,s6776,s777,s5328,s21681,s6778,s778,s5334,s21887,s6781,s779,s4900,s6784,s780,s4899,s781,s4898,s5594,s25911]) ).

cnf(s26047,plain,
    ( spl0_326
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s21440,s1921,s775,s4902,s21439,s4776,s776,s5326,s21438,s6776,s777,s5328,s23891,s6778,s778,s5334,s6781,s779,s4900,s780,s4899,s5596,s25911]) ).

cnf(s26048,plain,
    ( spl0_325
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s21440,s1921,s775,s4902,s21439,s4776,s776,s5326,s23201,s6776,s777,s5328,s6778,s778,s5334,s779,s4900,s5598,s25911]) ).

cnf(s26049,plain,
    ( spl0_324
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s21440,s1921,s775,s4902,s21846,s4776,s776,s5326,s6776,s777,s5328,s778,s5334,s5600,s25911]) ).

cnf(s26050,plain,
    ( spl0_323
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21680,s6802,s773,s5323,s6804,s774,s5327,s23909,s1921,s775,s4902,s4776,s776,s5326,s777,s5328,s5602,s25911]) ).

cnf(s26051,plain,
    ( spl0_322
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s23923,s6802,s773,s5323,s6804,s774,s5327,s1921,s775,s4902,s776,s5326,s5604,s25911]) ).

cnf(s26052,plain,
    ( spl0_321
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21679,s4775,s772,s5321,s21766,s6802,s773,s5323,s6804,s774,s5327,s775,s4902,s5606,s25911]) ).

cnf(s26053,plain,
    ( spl0_320
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21441,s1977,s771,s4904,s21812,s4775,s772,s5321,s6802,s773,s5323,s774,s5327,s5608,s25911]) ).

cnf(s26054,plain,
    ( spl0_319
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s21445,s4774,s764,s5313,s21444,s6814,s765,s5314,s21443,s6816,s766,s5322,s21442,s6819,s767,s4908,s21676,s6822,s768,s4907,s21677,s6825,s769,s4906,s21678,s6828,s770,s4905,s21893,s1977,s771,s4904,s4775,s772,s5321,s773,s5323,s5610,s25911]) ).

cnf(s26055,plain,
    ( spl0_318
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21444,s4774,s764,s5313,s21443,s6814,s765,s5314,s21442,s6816,s766,s5322,s21676,s6819,s767,s4908,s21677,s6822,s768,s4907,s23034,s6825,s769,s4906,s6828,s770,s4905,s1977,s771,s4904,s772,s5321,s5612,s25911]) ).

cnf(s26056,plain,
    ( spl0_317
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21444,s4774,s764,s5313,s21443,s6814,s765,s5314,s21442,s6816,s766,s5322,s21676,s6819,s767,s4908,s21677,s6822,s768,s4907,s23109,s6825,s769,s4906,s6828,s770,s4905,s771,s4904,s5614,s25911]) ).

cnf(s26057,plain,
    ( spl0_316
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21444,s4774,s764,s5313,s21443,s6814,s765,s5314,s21442,s6816,s766,s5322,s21676,s6819,s767,s4908,s21872,s6822,s768,s4907,s6825,s769,s4906,s770,s4905,s5616,s25911]) ).

cnf(s26058,plain,
    ( spl0_315
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21444,s4774,s764,s5313,s21443,s6814,s765,s5314,s21442,s6816,s766,s5322,s23857,s6819,s767,s4908,s6822,s768,s4907,s769,s4906,s5618,s25911]) ).

cnf(s26059,plain,
    ( spl0_314
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21444,s4774,s764,s5313,s21443,s6814,s765,s5314,s23365,s6816,s766,s5322,s6819,s767,s4908,s768,s4907,s5620,s25911]) ).

cnf(s26060,plain,
    ( spl0_313
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21444,s4774,s764,s5313,s21772,s6814,s765,s5314,s6816,s766,s5322,s767,s4908,s5622,s25911]) ).

cnf(s26061,plain,
    ( spl0_312
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s21445,s1995,s763,s5311,s21814,s4774,s764,s5313,s6814,s765,s5314,s766,s5322,s5624,s25911]) ).

cnf(s26062,plain,
    ( spl0_311
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21675,s2042,s761,s4910,s4773,s762,s5308,s23694,s1995,s763,s5311,s4774,s764,s5313,s765,s5314,s5626,s25911]) ).

cnf(s26063,plain,
    ( spl0_310
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s23485,s2042,s761,s4910,s4773,s762,s5308,s1995,s763,s5311,s764,s5313,s5628,s25911]) ).

cnf(s26064,plain,
    ( spl0_309
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s21671,s4772,s755,s5284,s21672,s6854,s756,s5287,s21447,s6856,s757,s5309,s21673,s6859,s758,s4913,s21446,s6862,s759,s4912,s21674,s6865,s760,s4911,s21906,s2042,s761,s4910,s4773,s762,s5308,s763,s5311,s5630,s25911]) ).

cnf(s26065,plain,
    ( spl0_308
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s21671,s2094,s754,s4915,s21672,s4772,s755,s5284,s21447,s6854,s756,s5287,s21673,s6856,s757,s5309,s21446,s6859,s758,s4913,s23409,s6862,s759,s4912,s6865,s760,s4911,s2042,s761,s4910,s762,s5308,s5632,s25911]) ).

cnf(s26066,plain,
    ( spl0_307
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s21671,s2094,s754,s4915,s21672,s4772,s755,s5284,s21447,s6854,s756,s5287,s21673,s6856,s757,s5309,s21446,s6859,s758,s4913,s24138,s6862,s759,s4912,s6865,s760,s4911,s761,s4910,s5634,s25911]) ).

cnf(s26067,plain,
    ( spl0_306
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s21671,s2094,s754,s4915,s21672,s4772,s755,s5284,s21447,s6854,s756,s5287,s21673,s6856,s757,s5309,s21775,s6859,s758,s4913,s6862,s759,s4912,s760,s4911,s5636,s25911]) ).

cnf(s26068,plain,
    ( spl0_305
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s21671,s2094,s754,s4915,s21672,s4772,s755,s5284,s21447,s6854,s756,s5287,s23931,s6856,s757,s5309,s6859,s758,s4913,s759,s4912,s5638,s25911]) ).

cnf(s26069,plain,
    ( spl0_304
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s21671,s2094,s754,s4915,s21672,s4772,s755,s5284,s21761,s6854,s756,s5287,s6856,s757,s5309,s758,s4913,s5640,s25911]) ).

cnf(s26070,plain,
    ( spl0_303
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s21671,s2094,s754,s4915,s21776,s4772,s755,s5284,s6854,s756,s5287,s757,s5309,s5642,s25911]) ).

cnf(s26071,plain,
    ( spl0_302
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s21670,s6895,s752,s4917,s6898,s753,s4916,s23719,s2094,s754,s4915,s4772,s755,s5284,s756,s5287,s5644,s25911]) ).

cnf(s26072,plain,
    ( spl0_301
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s23815,s6895,s752,s4917,s6898,s753,s4916,s2094,s754,s4915,s755,s5284,s5646,s25911]) ).

cnf(s26073,plain,
    ( spl0_300
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21669,s6892,s751,s4918,s23339,s6895,s752,s4917,s6898,s753,s4916,s754,s4915,s5648,s25911]) ).

cnf(s26074,plain,
    ( spl0_299
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21448,s6889,s750,s5285,s21824,s6892,s751,s4918,s6895,s752,s4917,s753,s4916,s5650,s25911]) ).

cnf(s26075,plain,
    ( spl0_298
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21449,s6887,s749,s5263,s21816,s6889,s750,s5285,s6892,s751,s4918,s752,s4917,s5652,s25911]) ).

cnf(s26076,plain,
    ( spl0_297
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s21668,s4771,s748,s5260,s21895,s6887,s749,s5263,s6889,s750,s5285,s751,s4918,s5654,s25911]) ).

cnf(s26077,plain,
    ( spl0_296
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s21667,s2132,s747,s4920,s23330,s4771,s748,s5260,s6887,s749,s5263,s750,s5285,s5656,s25911]) ).

cnf(s26078,plain,
    ( spl0_295
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s21664,s4770,s743,s5237,s21665,s6920,s744,s5240,s21666,s6922,s745,s5261,s21450,s6925,s746,s4921,s23097,s2132,s747,s4920,s4771,s748,s5260,s749,s5263,s5658,s25911]) ).

cnf(s26079,plain,
    ( spl0_294
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s21664,s2210,s742,s4923,s21665,s4770,s743,s5237,s21666,s6920,s744,s5240,s23209,s6922,s745,s5261,s6925,s746,s4921,s2132,s747,s4920,s748,s5260,s5660,s25911]) ).

cnf(s26080,plain,
    ( spl0_293
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s21664,s2210,s742,s4923,s21665,s4770,s743,s5237,s21666,s6920,s744,s5240,s23014,s6922,s745,s5261,s6925,s746,s4921,s747,s4920,s5662,s25911]) ).

cnf(s26081,plain,
    ( spl0_292
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s21664,s2210,s742,s4923,s21665,s4770,s743,s5237,s23188,s6920,s744,s5240,s6922,s745,s5261,s746,s4921,s5664,s25911]) ).

cnf(s26082,plain,
    ( spl0_291
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s21664,s2210,s742,s4923,s21801,s4770,s743,s5237,s6920,s744,s5240,s745,s5261,s5666,s25911]) ).

cnf(s26083,plain,
    ( spl0_290
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21451,s6959,s740,s4925,s6962,s741,s4924,s24184,s2210,s742,s4923,s4770,s743,s5237,s744,s5240,s5668,s25911]) ).

cnf(s26084,plain,
    ( spl0_289
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s21918,s6959,s740,s4925,s6962,s741,s4924,s2210,s742,s4923,s743,s5237,s5670,s25911]) ).

cnf(s26085,plain,
    ( spl0_288
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21452,s6956,s739,s4926,s23203,s6959,s740,s4925,s6962,s741,s4924,s742,s4923,s5672,s25911]) ).

cnf(s26086,plain,
    ( spl0_287
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s21663,s6953,s738,s4927,s21757,s6956,s739,s4926,s6959,s740,s4925,s741,s4924,s5674,s25911]) ).

cnf(s26087,plain,
    ( spl0_286
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s21453,s6950,s737,s4928,s22963,s6953,s738,s4927,s6956,s739,s4926,s740,s4925,s5676,s25911]) ).

cnf(s26088,plain,
    ( spl0_285
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s21662,s6947,s736,s4929,s23179,s6950,s737,s4928,s6953,s738,s4927,s739,s4926,s5678,s25911]) ).

cnf(s26089,plain,
    ( spl0_284
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21454,s6944,s735,s4930,s22838,s6947,s736,s4929,s6950,s737,s4928,s738,s4927,s5680,s25911]) ).

cnf(s26090,plain,
    ( spl0_283
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21455,s6941,s734,s5238,s21946,s6944,s735,s4930,s6947,s736,s4929,s737,s4928,s5682,s25911]) ).

cnf(s26091,plain,
    ( spl0_282
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21456,s6939,s733,s5207,s21875,s6941,s734,s5238,s6944,s735,s4930,s736,s4929,s5684,s25911]) ).

cnf(s26092,plain,
    ( spl0_281
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21661,s4769,s732,s5174,s21869,s6939,s733,s5207,s6941,s734,s5238,s735,s4930,s5686,s25911]) ).

cnf(s26093,plain,
    ( spl0_280
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s21457,s2308,s731,s4932,s21839,s4769,s732,s5174,s6939,s733,s5207,s734,s5238,s5688,s25911]) ).

cnf(s26094,plain,
    ( spl0_279
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s21654,s4768,s719,s5071,s21462,s7000,s720,s5116,s21655,s7002,s721,s5175,s21461,s7005,s722,s4941,s21656,s7008,s723,s4940,s21657,s7011,s724,s4939,s21460,s7014,s725,s4938,s21658,s7017,s726,s4937,s21459,s7020,s727,s4936,s21458,s7023,s728,s4935,s21659,s7026,s729,s4934,s21660,s7029,s730,s4933,s23563,s2308,s731,s4932,s4769,s732,s5174,s733,s5207,s5690,s25911]) ).

cnf(s26095,plain,
    ( spl0_278
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s21460,s7011,s724,s4939,s21658,s7014,s725,s4938,s21459,s7017,s726,s4937,s21458,s7020,s727,s4936,s21659,s7023,s728,s4935,s21921,s7026,s729,s4934,s7029,s730,s4933,s2308,s731,s4932,s732,s5174,s5692,s25911]) ).

cnf(s26096,plain,
    ( spl0_277
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s21460,s7011,s724,s4939,s21658,s7014,s725,s4938,s21459,s7017,s726,s4937,s21458,s7020,s727,s4936,s21659,s7023,s728,s4935,s21809,s7026,s729,s4934,s7029,s730,s4933,s731,s4932,s5694,s25911]) ).

cnf(s26097,plain,
    ( spl0_276
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s21460,s7011,s724,s4939,s21658,s7014,s725,s4938,s21459,s7017,s726,s4937,s21458,s7020,s727,s4936,s21861,s7023,s728,s4935,s7026,s729,s4934,s730,s4933,s5696,s25911]) ).

cnf(s26098,plain,
    ( spl0_275
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s21460,s7011,s724,s4939,s21658,s7014,s725,s4938,s21459,s7017,s726,s4937,s21815,s7020,s727,s4936,s7023,s728,s4935,s729,s4934,s5698,s25911]) ).

cnf(s26099,plain,
    ( spl0_274
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s21460,s7011,s724,s4939,s21658,s7014,s725,s4938,s23058,s7017,s726,s4937,s7020,s727,s4936,s728,s4935,s5700,s25911]) ).

cnf(s26100,plain,
    ( spl0_273
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s21460,s7011,s724,s4939,s21782,s7014,s725,s4938,s7017,s726,s4937,s727,s4936,s5702,s25911]) ).

cnf(s26101,plain,
    ( spl0_272
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s21657,s7008,s723,s4940,s24034,s7011,s724,s4939,s7014,s725,s4938,s726,s4937,s5704,s25911]) ).

cnf(s26102,plain,
    ( spl0_271
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s21656,s7005,s722,s4941,s23185,s7008,s723,s4940,s7011,s724,s4939,s725,s4938,s5706,s25911]) ).

cnf(s26103,plain,
    ( spl0_270
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21461,s7002,s721,s5175,s23585,s7005,s722,s4941,s7008,s723,s4940,s724,s4939,s5708,s25911]) ).

cnf(s26104,plain,
    ( spl0_269
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s21655,s7000,s720,s5116,s21767,s7002,s721,s5175,s7005,s722,s4941,s723,s4940,s5710,s25911]) ).

cnf(s26105,plain,
    ( spl0_268
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s21462,s4768,s719,s5071,s23554,s7000,s720,s5116,s7002,s721,s5175,s722,s4941,s5712,s25911]) ).

cnf(s26106,plain,
    ( spl0_267
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21654,s2331,s718,s4942,s23206,s4768,s719,s5071,s7000,s720,s5116,s721,s5175,s5714,s25911]) ).

cnf(s26107,plain,
    ( spl0_266
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21463,s5972,s716,s5180,s4767,s717,s5834,s21398,s2331,s718,s4942,s4768,s719,s5071,s720,s5116,s5716,s25911]) ).

cnf(s26108,plain,
    ( spl0_265
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s21855,s5972,s716,s5180,s4767,s717,s5834,s2331,s718,s4942,s719,s5071,s5718,s25911]) ).

cnf(s26109,plain,
    ( spl0_264
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21464,s2375,s715,s4944,s24156,s5972,s716,s5180,s4767,s717,s5834,s718,s4942,s5720,s25911]) ).

cnf(s26110,plain,
    ( spl0_263
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s21466,s4766,s710,s5076,s21650,s7077,s711,s5117,s21465,s7079,s712,s5181,s21651,s7082,s713,s4946,s21652,s7085,s714,s4945,s21830,s2375,s715,s4944,s5972,s716,s5180,s717,s5834,s5722,s25911]) ).

cnf(s26111,plain,
    ( spl0_262
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s21466,s2419,s709,s4948,s21650,s4766,s710,s5076,s21465,s7077,s711,s5117,s21651,s7079,s712,s5181,s21933,s7082,s713,s4946,s7085,s714,s4945,s2375,s715,s4944,s716,s5180,s5724,s25911]) ).

cnf(s26112,plain,
    ( spl0_261
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s21466,s2419,s709,s4948,s21650,s4766,s710,s5076,s21465,s7077,s711,s5117,s21651,s7079,s712,s5181,s23616,s7082,s713,s4946,s7085,s714,s4945,s715,s4944,s5726,s25911]) ).

cnf(s26113,plain,
    ( spl0_260
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s21466,s2419,s709,s4948,s21650,s4766,s710,s5076,s21465,s7077,s711,s5117,s23056,s7079,s712,s5181,s7082,s713,s4946,s714,s4945,s5728,s25911]) ).

cnf(s26114,plain,
    ( spl0_259
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s21466,s2419,s709,s4948,s21650,s4766,s710,s5076,s21986,s7077,s711,s5117,s7079,s712,s5181,s713,s4946,s5730,s25911]) ).

cnf(s26115,plain,
    ( spl0_258
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s21466,s2419,s709,s4948,s21874,s4766,s710,s5076,s7077,s711,s5117,s712,s5181,s5732,s25911]) ).

cnf(s26116,plain,
    ( spl0_257
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21649,s7112,s707,s4950,s7115,s708,s4949,s23303,s2419,s709,s4948,s4766,s710,s5076,s711,s5117,s5734,s25911]) ).

cnf(s26117,plain,
    ( spl0_256
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21799,s7112,s707,s4950,s7115,s708,s4949,s2419,s709,s4948,s710,s5076,s5736,s25911]) ).

cnf(s26118,plain,
    ( spl0_255
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21467,s7109,s706,s5077,s21920,s7112,s707,s4950,s7115,s708,s4949,s709,s4948,s5738,s25911]) ).

cnf(s26119,plain,
    ( spl0_254
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21648,s7107,s705,s4951,s21835,s7109,s706,s5077,s7112,s707,s4950,s708,s4949,s5740,s25911]) ).

cnf(s26120,plain,
    ( spl0_253
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21468,s4765,s704,s5835,s21909,s7107,s705,s4951,s7109,s706,s5077,s707,s4950,s5742,s25911]) ).

cnf(s26121,plain,
    ( spl0_252
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21647,s7148,s703,s5836,s21924,s4765,s704,s5835,s7107,s705,s4951,s706,s5077,s5744,s25911]) ).

cnf(s26122,plain,
    ( spl0_251
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21646,s7145,s702,s5837,s21984,s7148,s703,s5836,s4765,s704,s5835,s705,s4951,s5746,s25911]) ).

cnf(s26123,plain,
    ( spl0_250
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21469,s7142,s701,s5838,s21864,s7145,s702,s5837,s7148,s703,s5836,s704,s5835,s5748,s25911]) ).

cnf(s26124,plain,
    ( spl0_249
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s21470,s7139,s700,s5839,s21780,s7142,s701,s5838,s7145,s702,s5837,s703,s5836,s5750,s25911]) ).

cnf(s26125,plain,
    ( spl0_248
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s21471,s7137,s699,s4952,s24100,s7139,s700,s5839,s7142,s701,s5838,s702,s5837,s5752,s25911]) ).

cnf(s26126,plain,
    ( spl0_247
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s21645,s4764,s698,s5840,s22035,s7137,s699,s4952,s7139,s700,s5839,s701,s5838,s5754,s25911]) ).

cnf(s26127,plain,
    ( spl0_246
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s21644,s7183,s697,s5841,s22015,s4764,s698,s5840,s7137,s699,s4952,s700,s5839,s5756,s25911]) ).

cnf(s26128,plain,
    ( spl0_245
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s21472,s7180,s696,s5842,s24054,s7183,s697,s5841,s4764,s698,s5840,s699,s4952,s5758,s25911]) ).

cnf(s26129,plain,
    ( spl0_244
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s21473,s7177,s695,s5843,s23760,s7180,s696,s5842,s7183,s697,s5841,s698,s5840,s5760,s25911]) ).

cnf(s26130,plain,
    ( spl0_243
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21643,s7175,s694,s4953,s23521,s7177,s695,s5843,s7180,s696,s5842,s697,s5841,s5762,s25911]) ).

cnf(s26131,plain,
    ( spl0_242
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21642,s4763,s693,s5844,s21756,s7175,s694,s4953,s7177,s695,s5843,s696,s5842,s5764,s25911]) ).

cnf(s26132,plain,
    ( spl0_241
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21474,s7213,s692,s5845,s21941,s4763,s693,s5844,s7175,s694,s4953,s695,s5843,s5766,s25911]) ).

cnf(s26133,plain,
    ( spl0_240
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s21475,s7210,s691,s5846,s21802,s7213,s692,s5845,s4763,s693,s5844,s694,s4953,s5768,s25911]) ).

cnf(s26134,plain,
    ( spl0_239
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s21476,s7207,s690,s5847,s22018,s7210,s691,s5846,s7213,s692,s5845,s693,s5844,s5770,s25911]) ).

cnf(s26135,plain,
    ( spl0_238
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21641,s7205,s689,s4954,s23490,s7207,s690,s5847,s7210,s691,s5846,s692,s5845,s5772,s25911]) ).

cnf(s26136,plain,
    ( spl0_237
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21477,s4762,s688,s5848,s21866,s7205,s689,s4954,s7207,s690,s5847,s691,s5846,s5774,s25911]) ).

cnf(s26137,plain,
    ( spl0_236
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21478,s7249,s687,s5849,s21961,s4762,s688,s5848,s7205,s689,s4954,s690,s5847,s5776,s25911]) ).

cnf(s26138,plain,
    ( spl0_235
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21640,s7246,s686,s5850,s21956,s7249,s687,s5849,s4762,s688,s5848,s689,s4954,s5778,s25911]) ).

cnf(s26139,plain,
    ( spl0_234
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s21479,s7243,s685,s5851,s21945,s7246,s686,s5850,s7249,s687,s5849,s688,s5848,s5780,s25911]) ).

cnf(s26140,plain,
    ( spl0_233
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21639,s7240,s684,s5852,s22001,s7243,s685,s5851,s7246,s686,s5850,s687,s5849,s5782,s25911]) ).

cnf(s26141,plain,
    ( spl0_232
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21480,s7237,s683,s5853,s21948,s7240,s684,s5852,s7243,s685,s5851,s686,s5850,s5784,s25911]) ).

cnf(s26142,plain,
    ( spl0_231
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21481,s7235,s682,s4955,s21813,s7237,s683,s5853,s7240,s684,s5852,s685,s5851,s5786,s25911]) ).

cnf(s26143,plain,
    ( spl0_230
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s21638,s4761,s681,s5854,s21894,s7235,s682,s4955,s7237,s683,s5853,s684,s5852,s5788,s25911]) ).

cnf(s26144,plain,
    ( spl0_229
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21637,s5959,s680,s5855,s23944,s4761,s681,s5854,s7235,s682,s4955,s683,s5853,s5790,s25911]) ).

cnf(s26145,plain,
    ( spl0_228
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21482,s7283,s679,s4956,s21972,s5959,s680,s5855,s4761,s681,s5854,s682,s4955,s5791,s25911]) ).

cnf(s26146,plain,
    ( spl0_227
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s21483,s4760,s678,s5856,s21840,s7283,s679,s4956,s5959,s680,s5855,s681,s5854,s5789,s25911]) ).

cnf(s26147,plain,
    ( spl0_226
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s21636,s7310,s677,s5857,s23684,s4760,s678,s5856,s7283,s679,s4956,s680,s5855,s5787,s25911]) ).

cnf(s26148,plain,
    ( spl0_225
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21635,s7307,s676,s5858,s22062,s7310,s677,s5857,s4760,s678,s5856,s679,s4956,s5785,s25911]) ).

cnf(s26149,plain,
    ( spl0_224
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21484,s7304,s675,s5859,s21912,s7307,s676,s5858,s7310,s677,s5857,s678,s5856,s5783,s25911]) ).

cnf(s26150,plain,
    ( spl0_223
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s21634,s7301,s674,s5860,s21977,s7304,s675,s5859,s7307,s676,s5858,s677,s5857,s5781,s25911]) ).

cnf(s26151,plain,
    ( spl0_222
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21485,s2645,s673,s5861,s22030,s7301,s674,s5860,s7304,s675,s5859,s676,s5858,s5779,s25911]) ).

cnf(s26152,plain,
    ( spl0_221
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21633,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s21781,s2645,s673,s5861,s7301,s674,s5860,s675,s5859,s5777,s25911]) ).

cnf(s26153,plain,
    ( spl0_220
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s22060,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s2645,s673,s5861,s674,s5860,s5775,s25911]) ).

cnf(s26154,plain,
    ( spl0_219
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s22871,s7295,s670,s5864,s7298,s671,s5863,s2640,s672,s5862,s673,s5861,s5773,s25911]) ).

cnf(s26155,plain,
    ( spl0_218
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21632,s7292,s669,s5865,s21829,s7295,s670,s5864,s7298,s671,s5863,s672,s5862,s5771,s25911]) ).

cnf(s26156,plain,
    ( spl0_217
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s21486,s7290,s668,s4964,s21826,s7292,s669,s5865,s7295,s670,s5864,s671,s5863,s5769,s25911]) ).

cnf(s26157,plain,
    ( spl0_216
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21631,s4759,s667,s5866,s23468,s7290,s668,s4964,s7292,s669,s5865,s670,s5864,s5767,s25911]) ).

cnf(s26158,plain,
    ( spl0_215
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s21487,s7373,s666,s5867,s21859,s4759,s667,s5866,s7290,s668,s4964,s669,s5865,s5765,s25911]) ).

cnf(s26159,plain,
    ( spl0_214
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21630,s6020,s665,s4963,s23941,s7373,s666,s5867,s4759,s667,s5866,s668,s4964,s5763,s25911]) ).

cnf(s26160,plain,
    ( spl0_213
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21488,s2727,s664,s5868,s21892,s6020,s665,s4963,s7373,s666,s5867,s667,s5866,s5761,s25911]) ).

cnf(s26161,plain,
    ( spl0_212
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21489,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s21817,s2727,s664,s5868,s6020,s665,s4963,s666,s5867,s5759,s25911]) ).

cnf(s26162,plain,
    ( spl0_211
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s23544,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s2727,s664,s5868,s665,s4963,s5757,s25911]) ).

cnf(s26163,plain,
    ( spl0_210
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s21940,s7370,s661,s4959,s4758,s662,s4958,s2734,s663,s4957,s664,s5868,s5755,s25911]) ).

cnf(s26164,plain,
    ( spl0_209
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s21490,s7367,s660,s5869,s22031,s7370,s661,s4959,s4758,s662,s4958,s663,s4957,s5753,s25911]) ).

cnf(s26165,plain,
    ( spl0_208
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s21491,s2712,s659,s5870,s22056,s7367,s660,s5869,s7370,s661,s4959,s662,s4958,s5751,s25911]) ).

cnf(s26166,plain,
    ( spl0_207
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s21625,s6017,s645,s5084,s21500,s7483,s646,s5880,s21499,s4755,s647,s5879,s21498,s7445,s648,s4967,s21626,s7447,s649,s5878,s21497,s7450,s650,s5877,s21627,s7453,s651,s5876,s21628,s4756,s652,s5875,s21496,s7407,s653,s4966,s21495,s7409,s654,s5874,s21494,s7412,s655,s5873,s21629,s7415,s656,s5872,s21493,s4757,s657,s5871,s21492,s7365,s658,s4965,s22075,s2712,s659,s5870,s7367,s660,s5869,s661,s4959,s5749,s25911]) ).

cnf(s26167,plain,
    ( spl0_206
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s21496,s4756,s652,s5875,s21495,s7407,s653,s4966,s21494,s7409,s654,s5874,s21629,s7412,s655,s5873,s21493,s7415,s656,s5872,s21777,s4757,s657,s5871,s7365,s658,s4965,s2712,s659,s5870,s660,s5869,s5747,s25911]) ).

cnf(s26168,plain,
    ( spl0_205
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s21496,s4756,s652,s5875,s21495,s7407,s653,s4966,s21494,s7409,s654,s5874,s21629,s7412,s655,s5873,s21493,s7415,s656,s5872,s21943,s4757,s657,s5871,s7365,s658,s4965,s659,s5870,s5745,s25911]) ).

cnf(s26169,plain,
    ( spl0_204
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s21496,s4756,s652,s5875,s21495,s7407,s653,s4966,s21494,s7409,s654,s5874,s21629,s7412,s655,s5873,s21845,s7415,s656,s5872,s4757,s657,s5871,s658,s4965,s5743,s25911]) ).

cnf(s26170,plain,
    ( spl0_203
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s21496,s4756,s652,s5875,s21495,s7407,s653,s4966,s21494,s7409,s654,s5874,s21963,s7412,s655,s5873,s7415,s656,s5872,s657,s5871,s5741,s25911]) ).

cnf(s26171,plain,
    ( spl0_202
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s21496,s4756,s652,s5875,s21495,s7407,s653,s4966,s22032,s7409,s654,s5874,s7412,s655,s5873,s656,s5872,s5739,s25911]) ).

cnf(s26172,plain,
    ( spl0_201
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s21496,s4756,s652,s5875,s21916,s7407,s653,s4966,s7409,s654,s5874,s655,s5873,s5737,s25911]) ).

cnf(s26173,plain,
    ( spl0_200
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21628,s7453,s651,s5876,s22008,s4756,s652,s5875,s7407,s653,s4966,s654,s5874,s5735,s25911]) ).

cnf(s26174,plain,
    ( spl0_199
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s21627,s7450,s650,s5877,s21810,s7453,s651,s5876,s4756,s652,s5875,s653,s4966,s5733,s25911]) ).

cnf(s26175,plain,
    ( spl0_198
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21497,s7447,s649,s5878,s22073,s7450,s650,s5877,s7453,s651,s5876,s652,s5875,s5731,s25911]) ).

cnf(s26176,plain,
    ( spl0_197
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s21626,s7445,s648,s4967,s21974,s7447,s649,s5878,s7450,s650,s5877,s651,s5876,s5729,s25911]) ).

cnf(s26177,plain,
    ( spl0_196
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21498,s4755,s647,s5879,s22016,s7445,s648,s4967,s7447,s649,s5878,s650,s5877,s5727,s25911]) ).

cnf(s26178,plain,
    ( spl0_195
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s21499,s7483,s646,s5880,s21890,s4755,s647,s5879,s7445,s648,s4967,s649,s5878,s5725,s25911]) ).

cnf(s26179,plain,
    ( spl0_194
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s21500,s6017,s645,s5084,s22076,s7483,s646,s5880,s4755,s647,s5879,s648,s4967,s5723,s25911]) ).

cnf(s26180,plain,
    ( spl0_193
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s21625,s2874,s644,s4982,s23085,s6017,s645,s5084,s7483,s646,s5880,s647,s5879,s5721,s25911]) ).

cnf(s26181,plain,
    ( spl0_192
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21624,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s23929,s2874,s644,s4982,s6017,s645,s5084,s646,s5880,s5719,s25911]) ).

cnf(s26182,plain,
    ( spl0_191
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s22048,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s2874,s644,s4982,s645,s5084,s5717,s25911]) ).

cnf(s26183,plain,
    ( spl0_190
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s22038,s2864,s641,s5883,s7528,s642,s5882,s2869,s643,s5881,s644,s4982,s5715,s25911]) ).

cnf(s26184,plain,
    ( spl0_189
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s21623,s5979,s640,s5082,s21899,s2864,s641,s5883,s7528,s642,s5882,s643,s5881,s5713,s25911]) ).

cnf(s26185,plain,
    ( spl0_188
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s21979,s3007,s639,s4980,s5979,s640,s5082,s2864,s641,s5883,s642,s5882,s5711,s25911]) ).

cnf(s26186,plain,
    ( spl0_187
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21622,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s21792,s3007,s639,s4980,s5979,s640,s5082,s641,s5883,s5709,s25911]) ).

cnf(s26187,plain,
    ( spl0_186
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s22070,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s3007,s639,s4980,s640,s5082,s5707,s25911]) ).

cnf(s26188,plain,
    ( spl0_185
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s21825,s3005,s636,s4974,s7525,s637,s5885,s3006,s638,s5884,s639,s4980,s5705,s25911]) ).

cnf(s26189,plain,
    ( spl0_184
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s21621,s4754,s635,s4975,s22012,s3005,s636,s4974,s7525,s637,s5885,s638,s5884,s5703,s25911]) ).

cnf(s26190,plain,
    ( spl0_183
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s22053,s3002,s634,s4976,s4754,s635,s4975,s3005,s636,s4974,s637,s5885,s5701,s25911]) ).

cnf(s26191,plain,
    ( spl0_182
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21501,s7519,s632,s4978,s7522,s633,s4977,s21936,s3002,s634,s4976,s4754,s635,s4975,s636,s4974,s5699,s25911]) ).

cnf(s26192,plain,
    ( spl0_181
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21932,s7519,s632,s4978,s7522,s633,s4977,s3002,s634,s4976,s635,s4975,s5697,s25911]) ).

cnf(s26193,plain,
    ( spl0_180
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21502,s7516,s631,s5146,s21852,s7519,s632,s4978,s7522,s633,s4977,s634,s4976,s5695,s25911]) ).

cnf(s26194,plain,
    ( spl0_179
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21503,s6014,s630,s4969,s21862,s7516,s631,s5146,s7519,s632,s4978,s633,s4977,s5693,s25911]) ).

cnf(s26195,plain,
    ( spl0_178
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21504,s2935,s629,s5144,s21884,s6014,s630,s4969,s7516,s631,s5146,s632,s4978,s5691,s25911]) ).

cnf(s26196,plain,
    ( spl0_177
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s2987,s624,s5101,s21619,s7503,s625,s5102,s21620,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s21969,s2935,s629,s5144,s6014,s630,s4969,s631,s5146,s5689,s25911]) ).

cnf(s26197,plain,
    ( spl0_176
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s21619,s2987,s624,s5101,s21929,s7503,s625,s5102,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s2935,s629,s5144,s630,s4969,s5687,s25911]) ).

cnf(s26198,plain,
    ( spl0_175
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s21619,s2987,s624,s5101,s21947,s7503,s625,s5102,s2990,s626,s5152,s2943,s627,s4971,s2933,s628,s5080,s629,s5144,s5685,s25911]) ).

cnf(s26199,plain,
    ( spl0_174
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s21619,s2987,s624,s5101,s21820,s7503,s625,s5102,s2990,s626,s5152,s2943,s627,s4971,s628,s5080,s5683,s25911]) ).

cnf(s26200,plain,
    ( spl0_173
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s21619,s2987,s624,s5101,s21987,s7503,s625,s5102,s2990,s626,s5152,s627,s4971,s5681,s25911]) ).

cnf(s26201,plain,
    ( spl0_172
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s21618,s6040,s623,s5103,s21935,s2987,s624,s5101,s7503,s625,s5102,s626,s5152,s5679,s25911]) ).

cnf(s26202,plain,
    ( spl0_171
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s21795,s2982,s622,s4972,s6040,s623,s5103,s2987,s624,s5101,s625,s5102,s5677,s25911]) ).

cnf(s26203,plain,
    ( spl0_170
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21505,s7514,s620,s5886,s4753,s621,s5028,s21758,s2982,s622,s4972,s6040,s623,s5103,s624,s5101,s5675,s25911]) ).

cnf(s26204,plain,
    ( spl0_169
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s21769,s7514,s620,s5886,s4753,s621,s5028,s2982,s622,s4972,s623,s5103,s5673,s25911]) ).

cnf(s26205,plain,
    ( spl0_168
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21506,s3937,s619,s5887,s23797,s7514,s620,s5886,s4753,s621,s5028,s622,s4972,s5671,s25911]) ).

cnf(s26206,plain,
    ( spl0_167
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s21614,s3931,s614,s5890,s21615,s6079,s615,s4984,s21507,s7586,s616,s5889,s21616,s3932,s617,s5888,s21617,s6012,s618,s4983,s21837,s3937,s619,s5887,s7514,s620,s5886,s621,s5028,s5669,s25911]) ).

cnf(s26207,plain,
    ( spl0_166
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s21614,s3121,s613,s5891,s21615,s3931,s614,s5890,s21507,s6079,s615,s4984,s21616,s7586,s616,s5889,s21962,s3932,s617,s5888,s6012,s618,s4983,s3937,s619,s5887,s620,s5886,s5667,s25911]) ).

cnf(s26208,plain,
    ( spl0_165
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s21614,s3121,s613,s5891,s21615,s3931,s614,s5890,s21507,s6079,s615,s4984,s21616,s7586,s616,s5889,s22024,s3932,s617,s5888,s6012,s618,s4983,s619,s5887,s5665,s25911]) ).

cnf(s26209,plain,
    ( spl0_164
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s21614,s3121,s613,s5891,s21615,s3931,s614,s5890,s21507,s6079,s615,s4984,s21793,s7586,s616,s5889,s3932,s617,s5888,s618,s4983,s5663,s25911]) ).

cnf(s26210,plain,
    ( spl0_163
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s21614,s3121,s613,s5891,s21615,s3931,s614,s5890,s22121,s6079,s615,s4984,s7586,s616,s5889,s617,s5888,s5661,s25911]) ).

cnf(s26211,plain,
    ( spl0_162
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s21614,s3121,s613,s5891,s21831,s3931,s614,s5890,s6079,s615,s4984,s616,s5889,s5659,s25911]) ).

cnf(s26212,plain,
    ( spl0_161
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21613,s3930,s611,s5214,s7643,s612,s4999,s22057,s3121,s613,s5891,s3931,s614,s5890,s615,s4984,s5657,s25911]) ).

cnf(s26213,plain,
    ( spl0_160
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21949,s3930,s611,s5214,s7643,s612,s4999,s3121,s613,s5891,s614,s5890,s5655,s25911]) ).

cnf(s26214,plain,
    ( spl0_159
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21508,s7640,s610,s5182,s21779,s3930,s611,s5214,s7643,s612,s4999,s613,s5891,s5653,s25911]) ).

cnf(s26215,plain,
    ( spl0_158
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21509,s3343,s609,s5119,s21811,s7640,s610,s5182,s3930,s611,s5214,s612,s4999,s5651,s25911]) ).

cnf(s26216,plain,
    ( spl0_157
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21510,s3342,s608,s5085,s21850,s3343,s609,s5119,s7640,s610,s5182,s611,s5214,s5649,s25911]) ).

cnf(s26217,plain,
    ( spl0_156
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21511,s3341,s607,s4986,s21898,s3342,s608,s5085,s3343,s609,s5119,s610,s5182,s5647,s25911]) ).

cnf(s26218,plain,
    ( spl0_155
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21612,s3143,s606,s5209,s21770,s3341,s607,s4986,s3342,s608,s5085,s609,s5119,s5645,s25911]) ).

cnf(s26219,plain,
    ( spl0_154
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s21609,s7596,s600,s5893,s21512,s3332,s601,s5121,s21610,s3333,s602,s4987,s21611,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s21807,s3143,s606,s5209,s3341,s607,s4986,s608,s5085,s5643,s25911]) ).

cnf(s26220,plain,
    ( spl0_153
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21609,s3326,s599,s4988,s21512,s7596,s600,s5893,s21610,s3332,s601,s5121,s21965,s3333,s602,s4987,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s3143,s606,s5209,s607,s4986,s5641,s25911]) ).

cnf(s26221,plain,
    ( spl0_152
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21609,s3326,s599,s4988,s21512,s7596,s600,s5893,s21610,s3332,s601,s5121,s22019,s3333,s602,s4987,s4752,s603,s5086,s3337,s604,s5120,s3147,s605,s5892,s606,s5209,s5639,s25911]) ).

cnf(s26222,plain,
    ( spl0_151
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21609,s3326,s599,s4988,s21512,s7596,s600,s5893,s21610,s3332,s601,s5121,s21832,s3333,s602,s4987,s4752,s603,s5086,s3337,s604,s5120,s605,s5892,s5637,s25911]) ).

cnf(s26223,plain,
    ( spl0_150
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21609,s3326,s599,s4988,s21512,s7596,s600,s5893,s21610,s3332,s601,s5121,s22013,s3333,s602,s4987,s4752,s603,s5086,s604,s5120,s5635,s25911]) ).

cnf(s26224,plain,
    ( spl0_149
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21609,s3326,s599,s4988,s21512,s7596,s600,s5893,s21955,s3332,s601,s5121,s3333,s602,s4987,s603,s5086,s5633,s25911]) ).

cnf(s26225,plain,
    ( spl0_148
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21609,s3326,s599,s4988,s21849,s7596,s600,s5893,s3332,s601,s5121,s602,s4987,s5631,s25911]) ).

cnf(s26226,plain,
    ( spl0_147
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21608,s7603,s597,s5895,s3331,s598,s5894,s21981,s3326,s599,s4988,s7596,s600,s5893,s601,s5121,s5629,s25911]) ).

cnf(s26227,plain,
    ( spl0_146
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s21944,s7603,s597,s5895,s3331,s598,s5894,s3326,s599,s4988,s600,s5893,s5627,s25911]) ).

cnf(s26228,plain,
    ( spl0_145
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21513,s7637,s596,s4998,s22125,s7603,s597,s5895,s3331,s598,s5894,s599,s4988,s5625,s25911]) ).

cnf(s26229,plain,
    ( spl0_144
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21514,s3324,s595,s5896,s21993,s7637,s596,s4998,s7603,s597,s5895,s598,s5894,s5623,s25911]) ).

cnf(s26230,plain,
    ( spl0_143
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21515,s7634,s594,s5897,s21917,s3324,s595,s5896,s7637,s596,s4998,s597,s5895,s5621,s25911]) ).

cnf(s26231,plain,
    ( spl0_142
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s21516,s7631,s593,s5183,s21923,s7634,s594,s5897,s3324,s595,s5896,s596,s4998,s5619,s25911]) ).

cnf(s26232,plain,
    ( spl0_141
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s21517,s3314,s592,s5125,s22116,s7631,s593,s5183,s7634,s594,s5897,s595,s5896,s5617,s25911]) ).

cnf(s26233,plain,
    ( spl0_140
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s21607,s3313,s591,s5087,s22139,s3314,s592,s5125,s7631,s593,s5183,s594,s5897,s5615,s25911]) ).

cnf(s26234,plain,
    ( spl0_139
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21518,s3312,s590,s4991,s22017,s3313,s591,s5087,s3314,s592,s5125,s593,s5183,s5613,s25911]) ).

cnf(s26235,plain,
    ( spl0_138
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s21606,s3311,s589,s5898,s21808,s3312,s590,s4991,s3313,s591,s5087,s592,s5125,s5611,s25911]) ).

cnf(s26236,plain,
    ( spl0_137
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s21605,s7610,s588,s5899,s22145,s3311,s589,s5898,s3312,s590,s4991,s591,s5087,s5609,s25911]) ).

cnf(s26237,plain,
    ( spl0_136
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s21519,s3210,s587,s5900,s22085,s7610,s588,s5899,s3311,s589,s5898,s590,s4991,s5607,s25911]) ).

cnf(s26238,plain,
    ( spl0_135
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21604,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s22143,s3210,s587,s5900,s7610,s588,s5899,s589,s5898,s5605,s25911]) ).

cnf(s26239,plain,
    ( spl0_134
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21980,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s3210,s587,s5900,s588,s5899,s5603,s25911]) ).

cnf(s26240,plain,
    ( spl0_133
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s22104,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s3216,s586,s4990,s587,s5900,s5601,s25911]) ).

cnf(s26241,plain,
    ( spl0_132
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21975,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s3222,s585,s5901,s586,s4990,s5599,s25911]) ).

cnf(s26242,plain,
    ( spl0_131
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21910,s3310,s582,s5903,s7628,s583,s4997,s3245,s584,s5902,s585,s5901,s5597,s25911]) ).

cnf(s26243,plain,
    ( spl0_130
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21520,s7625,s581,s5904,s21991,s3310,s582,s5903,s7628,s583,s4997,s584,s5902,s5595,s25911]) ).

cnf(s26244,plain,
    ( spl0_129
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21521,s7622,s580,s5905,s21966,s7625,s581,s5904,s3310,s582,s5903,s583,s4997,s5593,s25911]) ).

cnf(s26245,plain,
    ( spl0_128
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21603,s5969,s579,s4996,s21891,s7622,s580,s5905,s7625,s581,s5904,s582,s5903,s5591,s25911]) ).

cnf(s26246,plain,
    ( spl0_127
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s21602,s3268,s578,s5906,s21759,s5969,s579,s4996,s7622,s580,s5905,s581,s5904,s5589,s25911]) ).

cnf(s26247,plain,
    ( spl0_126
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s21600,s6054,s576,s5089,s21601,s7620,s577,s5907,s22021,s3268,s578,s5906,s5969,s579,s4996,s580,s5905,s5587,s25911]) ).

cnf(s26248,plain,
    ( spl0_125
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s21600,s3296,s575,s5090,s21902,s6054,s576,s5089,s7620,s577,s5907,s3268,s578,s5906,s579,s4996,s5585,s25911]) ).

cnf(s26249,plain,
    ( spl0_124
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s21600,s3296,s575,s5090,s21768,s6054,s576,s5089,s7620,s577,s5907,s578,s5906,s5583,s25911]) ).

cnf(s26250,plain,
    ( spl0_123
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s21523,s7759,s563,s5916,s21522,s7924,s564,s5915,s21592,s3923,s565,s5914,s21593,s6076,s566,s5024,s21594,s7927,s567,s5913,s21595,s3929,s568,s5912,s21596,s7744,s569,s5025,s21597,s7735,s570,s5911,s21598,s7726,s571,s5910,s21599,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s21806,s3296,s575,s5090,s6054,s576,s5089,s577,s5907,s5581,s25911]) ).

cnf(s26251,plain,
    ( spl0_122
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21596,s3929,s568,s5912,s21597,s7744,s569,s5025,s21598,s7735,s570,s5911,s21882,s7726,s571,s5910,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s3296,s575,s5090,s576,s5089,s5579,s25911]) ).

cnf(s26252,plain,
    ( spl0_121
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21596,s3929,s568,s5912,s21597,s7744,s569,s5025,s21598,s7735,s570,s5911,s22138,s7726,s571,s5910,s6066,s572,s5909,s3291,s573,s5908,s3280,s574,s4994,s575,s5090,s5577,s25911]) ).

cnf(s26253,plain,
    ( spl0_120
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21596,s3929,s568,s5912,s21597,s7744,s569,s5025,s21598,s7735,s570,s5911,s22078,s7726,s571,s5910,s6066,s572,s5909,s3291,s573,s5908,s574,s4994,s5575,s25911]) ).

cnf(s26254,plain,
    ( spl0_119
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21596,s3929,s568,s5912,s21597,s7744,s569,s5025,s21598,s7735,s570,s5911,s21881,s7726,s571,s5910,s6066,s572,s5909,s573,s5908,s5573,s25911]) ).

cnf(s26255,plain,
    ( spl0_118
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21596,s3929,s568,s5912,s21597,s7744,s569,s5025,s22142,s7735,s570,s5911,s7726,s571,s5910,s572,s5909,s5571,s25911]) ).

cnf(s26256,plain,
    ( spl0_117
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21596,s3929,s568,s5912,s21851,s7744,s569,s5025,s7735,s570,s5911,s571,s5910,s5569,s25911]) ).

cnf(s26257,plain,
    ( spl0_116
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21595,s7927,s567,s5913,s21886,s3929,s568,s5912,s7744,s569,s5025,s570,s5911,s5567,s25911]) ).

cnf(s26258,plain,
    ( spl0_115
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21594,s6076,s566,s5024,s21760,s7927,s567,s5913,s3929,s568,s5912,s569,s5025,s5565,s25911]) ).

cnf(s26259,plain,
    ( spl0_114
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s21593,s3923,s565,s5914,s21983,s6076,s566,s5024,s7927,s567,s5913,s568,s5912,s5563,s25911]) ).

cnf(s26260,plain,
    ( spl0_113
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s21592,s7924,s564,s5915,s22084,s3923,s565,s5914,s6076,s566,s5024,s567,s5913,s5561,s25911]) ).

cnf(s26261,plain,
    ( spl0_112
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s21522,s7759,s563,s5916,s22092,s7924,s564,s5915,s3923,s565,s5914,s566,s5024,s5559,s25911]) ).

cnf(s26262,plain,
    ( spl0_111
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21523,s3507,s562,s5188,s22130,s7759,s563,s5916,s7924,s564,s5915,s565,s5914,s5557,s25911]) ).

cnf(s26263,plain,
    ( spl0_110
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21591,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s21844,s3507,s562,s5188,s7759,s563,s5916,s564,s5915,s5555,s25911]) ).

cnf(s26264,plain,
    ( spl0_109
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21818,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s3507,s562,s5188,s563,s5916,s5553,s25911]) ).

cnf(s26265,plain,
    ( spl0_108
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s21880,s3904,s559,s5105,s4751,s560,s5155,s3914,s561,s5023,s562,s5188,s5551,s25911]) ).

cnf(s26266,plain,
    ( spl0_107
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s21590,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s22082,s3904,s559,s5105,s4751,s560,s5155,s561,s5023,s5549,s25911]) ).

cnf(s26267,plain,
    ( spl0_106
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s21853,s3704,s555,s5014,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s3904,s559,s5105,s560,s5155,s5547,s25911]) ).

cnf(s26268,plain,
    ( spl0_105
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s22144,s3704,s555,s5014,s6074,s556,s5095,s3901,s557,s5917,s3899,s558,s5030,s559,s5105,s5545,s25911]) ).

cnf(s26269,plain,
    ( spl0_104
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s21913,s3704,s555,s5014,s6074,s556,s5095,s3901,s557,s5917,s558,s5030,s5543,s25911]) ).

cnf(s26270,plain,
    ( spl0_103
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21589,s7826,s553,s5001,s3896,s554,s5918,s21888,s3704,s555,s5014,s6074,s556,s5095,s557,s5917,s5541,s25911]) ).

cnf(s26271,plain,
    ( spl0_102
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21763,s7826,s553,s5001,s3896,s554,s5918,s3704,s555,s5014,s556,s5095,s5539,s25911]) ).

cnf(s26272,plain,
    ( spl0_101
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s21524,s3545,s552,s5919,s21797,s7826,s553,s5001,s3896,s554,s5918,s555,s5014,s5537,s25911]) ).

cnf(s26273,plain,
    ( spl0_100
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s21585,s7776,s548,s5013,s21586,s3695,s549,s5920,s21587,s3696,s550,s5002,s21588,s6052,s551,s5091,s22039,s3545,s552,s5919,s7826,s553,s5001,s554,s5918,s5535,s25911]) ).

cnf(s26274,plain,
    ( spl0_99
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s21585,s3565,s547,s5921,s21586,s7776,s548,s5013,s21587,s3695,s549,s5920,s21967,s3696,s550,s5002,s6052,s551,s5091,s3545,s552,s5919,s553,s5001,s5533,s25911]) ).

cnf(s26275,plain,
    ( spl0_98
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s21585,s3565,s547,s5921,s21586,s7776,s548,s5013,s21587,s3695,s549,s5920,s22098,s3696,s550,s5002,s6052,s551,s5091,s552,s5919,s5531,s25911]) ).

cnf(s26276,plain,
    ( spl0_97
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s21585,s3565,s547,s5921,s21586,s7776,s548,s5013,s22033,s3695,s549,s5920,s3696,s550,s5002,s551,s5091,s5529,s25911]) ).

cnf(s26277,plain,
    ( spl0_96
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s21585,s3565,s547,s5921,s21863,s7776,s548,s5013,s3695,s549,s5920,s550,s5002,s5527,s25911]) ).

cnf(s26278,plain,
    ( spl0_95
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21584,s6064,s545,s5923,s7823,s546,s5922,s21847,s3565,s547,s5921,s7776,s548,s5013,s549,s5920,s5525,s25911]) ).

cnf(s26279,plain,
    ( spl0_94
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s21903,s6064,s545,s5923,s7823,s546,s5922,s3565,s547,s5921,s548,s5013,s5523,s25911]) ).

cnf(s26280,plain,
    ( spl0_93
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21525,s7820,s544,s5924,s22087,s6064,s545,s5923,s7823,s546,s5922,s547,s5921,s5521,s25911]) ).

cnf(s26281,plain,
    ( spl0_92
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21583,s6115,s543,s5925,s21883,s7820,s544,s5924,s6064,s545,s5923,s546,s5922,s5519,s25911]) ).

cnf(s26282,plain,
    ( spl0_91
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s21582,s7789,s542,s5004,s21828,s6115,s543,s5925,s7820,s544,s5924,s545,s5923,s5517,s25911]) ).

cnf(s26283,plain,
    ( spl0_90
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s21581,s3588,s541,s5926,s22065,s7789,s542,s5004,s6115,s543,s5925,s544,s5924,s5515,s25911]) ).

cnf(s26284,plain,
    ( spl0_89
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21580,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s22068,s3588,s541,s5926,s7789,s542,s5004,s543,s5925,s5513,s25911]) ).

cnf(s26285,plain,
    ( spl0_88
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s21833,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s3588,s541,s5926,s542,s5004,s5511,s25911]) ).

cnf(s26286,plain,
    ( spl0_87
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s22140,s7795,s538,s5185,s3686,s539,s5927,s3601,s540,s5005,s541,s5926,s5509,s25911]) ).

cnf(s26287,plain,
    ( spl0_86
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s21526,s3618,s537,s5186,s22049,s7795,s538,s5185,s3686,s539,s5927,s540,s5005,s5507,s25911]) ).

cnf(s26288,plain,
    ( spl0_85
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s21527,s6132,s536,s5140,s22101,s3618,s537,s5186,s7795,s538,s5185,s539,s5927,s5505,s25911]) ).

cnf(s26289,plain,
    ( spl0_84
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s21876,s3682,s535,s5093,s6132,s536,s5140,s3618,s537,s5186,s538,s5185,s5503,s25911]) ).

cnf(s26290,plain,
    ( spl0_83
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s21579,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s21819,s3682,s535,s5093,s6132,s536,s5140,s537,s5186,s5501,s25911]) ).

cnf(s26291,plain,
    ( spl0_82
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s21922,s3677,s531,s5007,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s3682,s535,s5093,s536,s5140,s5499,s25911]) ).

cnf(s26292,plain,
    ( spl0_81
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s21834,s3677,s531,s5007,s7817,s532,s5128,s3637,s533,s5127,s3630,s534,s5011,s535,s5093,s5497,s25911]) ).

cnf(s26293,plain,
    ( spl0_80
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s22122,s3677,s531,s5007,s7817,s532,s5128,s3637,s533,s5127,s534,s5011,s5495,s25911]) ).

cnf(s26294,plain,
    ( spl0_79
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s21528,s7805,s529,s5130,s3675,s530,s5129,s21789,s3677,s531,s5007,s7817,s532,s5128,s533,s5127,s5493,s25911]) ).

cnf(s26295,plain,
    ( spl0_78
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s22022,s7805,s529,s5130,s3675,s530,s5129,s3677,s531,s5007,s532,s5128,s5491,s25911]) ).

cnf(s26296,plain,
    ( spl0_77
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21578,s5966,s528,s5009,s22141,s7805,s529,s5130,s3675,s530,s5129,s531,s5007,s5489,s25911]) ).

cnf(s26297,plain,
    ( spl0_76
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s21529,s3674,s527,s5131,s21934,s5966,s528,s5009,s7805,s529,s5130,s530,s5129,s5487,s25911]) ).

cnf(s26298,plain,
    ( spl0_75
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21530,s7815,s526,s5008,s22050,s3674,s527,s5131,s5966,s528,s5009,s529,s5130,s5485,s25911]) ).

cnf(s26299,plain,
    ( spl0_74
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21531,s4750,s525,s5928,s21653,s7815,s526,s5008,s3674,s527,s5131,s528,s5009,s5483,s25911]) ).

cnf(s26300,plain,
    ( spl0_73
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21577,s3665,s524,s5097,s21823,s4750,s525,s5928,s7815,s526,s5008,s527,s5131,s5481,s25911]) ).

cnf(s26301,plain,
    ( spl0_72
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21576,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s21937,s3665,s524,s5097,s4750,s525,s5928,s526,s5008,s5479,s25911]) ).

cnf(s26302,plain,
    ( spl0_71
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s22136,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s3665,s524,s5097,s525,s5928,s5477,s25911]) ).

cnf(s26303,plain,
    ( spl0_70
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s21765,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s3798,s523,s5016,s524,s5097,s5475,s25911]) ).

cnf(s26304,plain,
    ( spl0_69
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s22112,s7897,s520,s5017,s6152,s521,s5930,s3801,s522,s5929,s523,s5016,s5473,s25911]) ).

cnf(s26305,plain,
    ( spl0_68
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21532,s3814,s519,s5931,s22027,s7897,s520,s5017,s6152,s521,s5930,s522,s5929,s5471,s25911]) ).

cnf(s26306,plain,
    ( spl0_67
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21575,s3822,s518,s5018,s21771,s3814,s519,s5931,s7897,s520,s5017,s521,s5930,s5469,s25911]) ).

cnf(s26307,plain,
    ( spl0_66
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s21574,s7921,s515,s5934,s21534,s7905,s516,s5933,s21533,s3895,s517,s5932,s21953,s3822,s518,s5018,s3814,s519,s5931,s520,s5017,s5467,s25911]) ).

cnf(s26308,plain,
    ( spl0_65
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s21574,s3884,s514,s5099,s21534,s7921,s515,s5934,s22010,s7905,s516,s5933,s3895,s517,s5932,s3822,s518,s5018,s519,s5931,s5465,s25911]) ).

cnf(s26309,plain,
    ( spl0_64
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s21574,s3884,s514,s5099,s21534,s7921,s515,s5934,s21783,s7905,s516,s5933,s3895,s517,s5932,s518,s5018,s5463,s25911]) ).

cnf(s26310,plain,
    ( spl0_63
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s21574,s3884,s514,s5099,s22003,s7921,s515,s5934,s7905,s516,s5933,s517,s5932,s5461,s25911]) ).

cnf(s26311,plain,
    ( spl0_62
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21573,s3882,s512,s5219,s4749,s513,s5022,s22004,s3884,s514,s5099,s7921,s515,s5934,s516,s5933,s5459,s25911]) ).

cnf(s26312,plain,
    ( spl0_61
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s21804,s3882,s512,s5219,s4749,s513,s5022,s3884,s514,s5099,s515,s5934,s5457,s25911]) ).

cnf(s26313,plain,
    ( spl0_60
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21572,s7918,s511,s5204,s22064,s3882,s512,s5219,s4749,s513,s5022,s514,s5099,s5455,s25911]) ).

cnf(s26314,plain,
    ( spl0_59
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21571,s3874,s510,s5020,s21925,s7918,s511,s5204,s3882,s512,s5219,s513,s5022,s5453,s25911]) ).

cnf(s26315,plain,
    ( spl0_58
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21570,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s21788,s3874,s510,s5020,s7918,s511,s5204,s512,s5219,s5451,s25911]) ).

cnf(s26316,plain,
    ( spl0_57
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s21798,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s3874,s510,s5020,s511,s5204,s5449,s25911]) ).

cnf(s26317,plain,
    ( spl0_56
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s22137,s3873,s507,s5110,s6123,s508,s5158,s3854,s509,s5205,s510,s5020,s5447,s25911]) ).

cnf(s26318,plain,
    ( spl0_55
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s21569,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s22014,s3873,s507,s5110,s6123,s508,s5158,s509,s5205,s5445,s25911]) ).

cnf(s26319,plain,
    ( spl0_54
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s22103,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s3873,s507,s5110,s508,s5158,s5443,s25911]) ).

cnf(s26320,plain,
    ( spl0_53
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s22026,s4748,s504,s5935,s7916,s505,s5036,s3872,s506,s5111,s507,s5110,s5441,s25911]) ).

cnf(s26321,plain,
    ( spl0_52
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21568,s8102,s503,s5936,s22107,s4748,s504,s5935,s7916,s505,s5036,s506,s5111,s5439,s25911]) ).

cnf(s26322,plain,
    ( spl0_51
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21567,s8099,s502,s5937,s21914,s8102,s503,s5936,s4748,s504,s5935,s505,s5036,s5437,s25911]) ).

cnf(s26323,plain,
    ( spl0_50
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21566,s8096,s501,s5031,s21930,s8099,s502,s5937,s8102,s503,s5936,s504,s5935,s5435,s25911]) ).

cnf(s26324,plain,
    ( spl0_49
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21565,s4555,s500,s5938,s21774,s8096,s501,s5031,s8099,s502,s5937,s503,s5936,s5433,s25911]) ).

cnf(s26325,plain,
    ( spl0_48
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21535,s8067,s499,s5939,s21995,s4555,s500,s5938,s8096,s501,s5031,s502,s5937,s5431,s25911]) ).

cnf(s26326,plain,
    ( spl0_47
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21536,s5964,s498,s5201,s21790,s8067,s499,s5939,s4555,s500,s5938,s501,s5031,s5429,s25911]) ).

cnf(s26327,plain,
    ( spl0_46
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21564,s4550,s497,s5156,s21889,s5964,s498,s5201,s8067,s499,s5939,s500,s5938,s5427,s25911]) ).

cnf(s26328,plain,
    ( spl0_45
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s4484,s495,s5108,s21563,s4554,s496,s5107,s21990,s4550,s497,s5156,s5964,s498,s5201,s499,s5939,s5425,s25911]) ).

cnf(s26329,plain,
    ( spl0_44
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s21842,s4484,s495,s5108,s4554,s496,s5107,s4550,s497,s5156,s498,s5201,s5423,s25911]) ).

cnf(s26330,plain,
    ( spl0_43
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s21562,s6165,s494,s5035,s21868,s4484,s495,s5108,s4554,s496,s5107,s497,s5156,s5421,s25911]) ).

cnf(s26331,plain,
    ( spl0_42
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s22135,s4545,s493,s5190,s6165,s494,s5035,s4484,s495,s5108,s496,s5107,s5419,s25911]) ).

cnf(s26332,plain,
    ( spl0_41
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21561,s8090,s491,s5033,s8093,s492,s5191,s21905,s4545,s493,s5190,s6165,s494,s5035,s495,s5108,s5417,s25911]) ).

cnf(s26333,plain,
    ( spl0_40
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s21873,s8090,s491,s5033,s8093,s492,s5191,s4545,s493,s5190,s494,s5035,s5415,s25911]) ).

cnf(s26334,plain,
    ( spl0_39
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s21537,s4543,s490,s5192,s22042,s8090,s491,s5033,s8093,s492,s5191,s493,s5190,s5413,s25911]) ).

cnf(s26335,plain,
    ( spl0_38
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21538,s4507,s489,s5940,s22071,s4543,s490,s5192,s8090,s491,s5033,s492,s5191,s5411,s25911]) ).

cnf(s26336,plain,
    ( spl0_37
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21560,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s21901,s4507,s489,s5940,s4543,s490,s5192,s491,s5033,s5409,s25911]) ).

cnf(s26337,plain,
    ( spl0_36
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21931,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s4507,s489,s5940,s490,s5192,s5407,s25911]) ).

cnf(s26338,plain,
    ( spl0_35
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s22088,s8087,s486,s5943,s6171,s487,s5942,s4538,s488,s5941,s489,s5940,s5405,s25911]) ).

cnf(s26339,plain,
    ( spl0_34
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21559,s8085,s485,s5944,s21854,s8087,s486,s5943,s6171,s487,s5942,s488,s5941,s5403,s25911]) ).

cnf(s26340,plain,
    ( spl0_33
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21558,s6149,s484,s5945,s21957,s8085,s485,s5944,s8087,s486,s5943,s487,s5942,s5401,s25911]) ).

cnf(s26341,plain,
    ( spl0_32
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s21557,s6181,s483,s5946,s21879,s6149,s484,s5945,s8085,s485,s5944,s486,s5943,s5399,s25911]) ).

cnf(s26342,plain,
    ( spl0_31
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21539,s8178,s482,s5947,s22051,s6181,s483,s5946,s6149,s484,s5945,s485,s5944,s5397,s25911]) ).

cnf(s26343,plain,
    ( spl0_30
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s21540,s8175,s481,s5948,s21996,s8178,s482,s5947,s6181,s483,s5946,s484,s5945,s5395,s25911]) ).

cnf(s26344,plain,
    ( spl0_29
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21541,s8173,s480,s5037,s22126,s8175,s481,s5948,s8178,s482,s5947,s483,s5946,s5393,s25911]) ).

cnf(s26345,plain,
    ( spl0_28
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21542,s4747,s479,s5949,s21838,s8173,s480,s5037,s8175,s481,s5948,s482,s5947,s5391,s25911]) ).

cnf(s26346,plain,
    ( spl0_27
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s21543,s6147,s478,s5950,s21973,s4747,s479,s5949,s8173,s480,s5037,s481,s5948,s5389,s25911]) ).

cnf(s26347,plain,
    ( spl0_26
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21544,s4644,s477,s5951,s22044,s6147,s478,s5950,s4747,s479,s5949,s480,s5037,s5387,s25911]) ).

cnf(s26348,plain,
    ( spl0_25
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s4662,s473,s5041,s21547,s6212,s474,s5040,s21546,s6130,s475,s5953,s21545,s6194,s476,s5952,s21915,s4644,s477,s5951,s6147,s478,s5950,s479,s5949,s5385,s25911]) ).

cnf(s26349,plain,
    ( spl0_24
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s21547,s4662,s473,s5041,s21546,s6212,s474,s5040,s21753,s6130,s475,s5953,s6194,s476,s5952,s4644,s477,s5951,s478,s5950,s5383,s25911]) ).

cnf(s26350,plain,
    ( spl0_23
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s21547,s4662,s473,s5041,s21546,s6212,s474,s5040,s21878,s6130,s475,s5953,s6194,s476,s5952,s477,s5951,s5381,s25911]) ).

cnf(s26351,plain,
    ( spl0_22
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s21547,s4662,s473,s5041,s22011,s6212,s474,s5040,s6130,s475,s5953,s476,s5952,s5379,s25911]) ).

cnf(s26352,plain,
    ( spl0_21
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s21548,s8211,s472,s5954,s22089,s4662,s473,s5041,s6212,s474,s5040,s475,s5953,s5377,s25911]) ).

cnf(s26353,plain,
    ( spl0_20
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s22061,s4693,s471,s5955,s8211,s472,s5954,s4662,s473,s5041,s474,s5040,s5375,s25911]) ).

cnf(s26354,plain,
    ( spl0_19
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21549,s4687,s469,s5956,s6203,s470,s5043,s22020,s4693,s471,s5955,s8211,s472,s5954,s473,s5041,s5373,s25911]) ).

cnf(s26355,plain,
    ( spl0_18
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s21841,s4687,s469,s5956,s6203,s470,s5043,s4693,s471,s5955,s472,s5954,s5371,s25911]) ).

cnf(s26356,plain,
    ( spl0_17
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s4724,s466,s5114,s21551,s6224,s467,s5113,s21550,s6192,s468,s5957,s22034,s4687,s469,s5956,s6203,s470,s5043,s471,s5955,s5369,s25911]) ).

cnf(s26357,plain,
    ( spl0_16
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s21551,s4724,s466,s5114,s21754,s6224,s467,s5113,s6192,s468,s5957,s4687,s469,s5956,s470,s5043,s5367,s25911]) ).

cnf(s26358,plain,
    ( spl0_15
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s21551,s4724,s466,s5114,s21784,s6224,s467,s5113,s6192,s468,s5957,s469,s5956,s5365,s25911]) ).

cnf(s26359,plain,
    ( spl0_14
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21552,s4746,s6210,s465,s22083,s4724,s466,s5114,s6224,s467,s5113,s468,s5957,s5363,s25911]) ).

cnf(s26360,plain,
    ( spl0_13
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21796,s4746,s6210,s465,s4724,s466,s5114,s467,s5113,s5361,s25911]) ).

cnf(s26361,plain,
    ( spl0_12
    | spl0_3058
    | spl0_1358 ),
    inference(rat,[],[s21553,s21908,s4746,s6210,s465,s466,s5114,s5359,s25911]) ).

cnf(s26362,plain,
    ( spl0_2749
    | ~ spl0_9
    | spl0_1358
    | ~ spl0_5
    | ~ spl0_8
    | ~ spl0_7
    | ~ spl0_6
    | ~ spl0_4
    | ~ spl0_10 ),
    inference(rat,[],[s4746,s465,s21805,s5357,s3,s26361,s26360,s26359,s26358,s26357,s26356,s26355,s26354,s26353,s26352,s26351,s26350,s26349,s26348,s26347,s26346,s26345,s26344,s26343,s26342,s26341,s26340,s26339,s26338,s26337,s26336,s26335,s26334,s26333,s26332,s26331,s26330,s26329,s26328,s26327,s26326,s26325,s26324,s26323,s26322,s26321,s26320,s26319,s26318,s26317,s26316,s26315,s26314,s26313,s26312,s26311,s26310,s26309,s26308,s26307,s26306,s26305,s26304,s26303,s26302,s26301,s26300,s26299,s26298,s26297,s26296,s26295,s26294,s26293,s26292,s26291,s26290,s26289,s26288,s26287,s26286,s26285,s26284,s26283,s26282,s26281,s26280,s26279,s26278,s26277,s26276,s26275,s26274,s26273,s26272,s26271,s26270,s26269,s26268,s26267,s26266,s26265,s26264,s26263,s26262,s26261,s26260,s26259,s26258,s26257,s26256,s26255,s26254,s26253,s26252,s26251,s26250,s26249,s26248,s26247,s26246,s26245,s26244,s26243,s26242,s26241,s26240,s26239,s26238,s26237,s26236,s26235,s26234,s26233,s26232,s26231,s26230,s26229,s26228,s26227,s26226,s26225,s26224,s26223,s26222,s26221,s26220,s26219,s26218,s26217,s26216,s26215,s26214,s26213,s26212,s26211,s26210,s26209,s26208,s26207,s26206,s26205,s26204,s26203,s26202,s26201,s26200,s26199,s26198,s26197,s26196,s26195,s26194,s26193,s26192,s26191,s26190,s26189,s26188,s26187,s26186,s26185,s26184,s26183,s26182,s26181,s26180,s26179,s26178,s26177,s26176,s26175,s26174,s26173,s26172,s26171,s26170,s26169,s26168,s26167,s26166,s26165,s26164,s26163,s26162,s26161,s26160,s26159,s26158,s26157,s26156,s26155,s26154,s26153,s26152,s26151,s26150,s26149,s26148,s26147,s26146,s26145,s26144,s26143,s26142,s26141,s26140,s26139,s26138,s26137,s26136,s26135,s26134,s26133,s26132,s26131,s26130,s26129,s26128,s26127,s26126,s26125,s26124,s26123,s26122,s26121,s26120,s26119,s26118,s26117,s26116,s26115,s26114,s26113,s26112,s26111,s26110,s26109,s26108,s26107,s26106,s26105,s26104,s26103,s26102,s26101,s26100,s26099,s26098,s26097,s26096,s26095,s26094,s26093,s26092,s26091,s26090,s26089,s26088,s26087,s26086,s26085,s26084,s26083,s26082,s26081,s26080,s26079,s26078,s26077,s26076,s26075,s26074,s26073,s26072,s26071,s26070,s26069,s26068,s26067,s26066,s26065,s26064,s26063,s26062,s26061,s26060,s26059,s26058,s26057,s26056,s26055,s26054,s26053,s26052,s26051,s26050,s26049,s26048,s26047,s26046,s26045,s26044,s26043,s26042,s26041,s26040,s26039,s26038,s26037,s26036,s26035,s26034,s26033,s26032,s26031,s26030,s26029,s26028,s26027,s26026,s26025,s26024,s26023,s26022,s26021,s26020,s26019,s26018,s26017,s26016,s26015,s26014,s26013,s26012,s26011,s26010,s26009,s26008,s26007,s26006,s26005,s26004,s26003,s26002,s26001,s26000,s25999,s25998,s25997,s25996,s25995,s25994,s25993,s25992,s25991,s25990,s25989,s25988,s25987,s25986,s25985,s25984,s25983,s25982,s25981,s25980,s25979,s25978,s25977,s25976,s25975,s25974,s25973,s25972,s25971,s25970,s25969,s25968,s25967,s25966,s25965,s25964,s25963,s25962,s25961,s25960,s25959,s25958,s25957,s25956,s25955,s25954,s25953,s25952,s25951,s25950,s25949,s25948,s25947,s25946,s25945,s25944,s25943,s25942,s25941,s25940,s25939,s25938,s25937,s25936,s25935,s25934,s25933,s25932,s25931,s25930,s25929,s25928,s25927,s25926,s25925,s25924,s25923,s25922,s25921,s25920,s21556,s6231,s464,s25919,s25912,s25911]) ).

cnf(s26363,plain,
    ( ~ spl0_2709
    | ~ spl0_10
    | spl0_1365
    | spl0_1361 ),
    inference(rat,[],[s26362,s21555,s5353,s4827,s5351,s21554,s5349,s5792,s4825,s10189,s4818,s461,s4800,s4797,s4803,s4796,s5047,s10188,s4741,s463,s4745,s462,s21401,s25911]) ).

cnf(s26364,plain,
    ( ~ spl0_10
    | spl0_1365
    | spl0_1361 ),
    inference(rat,[],[s3,s459,s24329,s24238,s24988,s24236,s24235,s24234,s24233,s24232,s24231,s24230,s24229,s8233,s24228,s24227,s24226,s24225,s24224,s24223,s24222,s24221,s24220,s24219,s24218,s24217,s24216,s24215,s24214,s24213,s24212,s22826,s23002,s22956,s23864,s23322,s24192,s23720,s24109,s23149,s23401,s22953,s23151,s22883,s22834,s23578,s22843,s23234,s23517,s23424,s23271,s24004,s23663,s23848,s23291,s23102,s22942,s23767,s23175,s22975,s23953,s23041,s23075,s23835,s22996,s24055,s23210,s24172,s23077,s23378,s23630,s23624,s23193,s24070,s22852,s23039,s23242,s24210,s23586,s24096,s24078,s23590,s23010,s23761,s24190,s23419,s23090,s23261,s23970,s22893,s23982,s23778,s23842,s23399,s23146,s23491,s23946,s23044,s23665,s22940,s23220,s23340,s23246,s24073,s23158,s22867,s23350,s23610,s23447,s23217,s23681,s23436,s23657,s23134,s23278,s23568,s23168,s23572,s24036,s23643,s23299,s23604,s23319,s22922,s23297,s23535,s24119,s23388,s23890,s23200,s23285,s23908,s23921,s24169,s24011,s23862,s23032,s23108,s23807,s23856,s23364,s23867,s22850,s23692,s23483,s23977,s23407,s24137,s22860,s23930,s23696,s23654,s23718,s23813,s23337,s23901,s23428,s23224,s23328,s23096,s23207,s23012,s23186,s23005,s24183,s23019,s23202,s23765,s22962,s23177,s22836,s24039,s23016,s23332,s23959,s23562,s23803,s23030,s23556,s23347,s23057,s23859,s24032,s23184,s23584,s23309,s23553,s23204,s21397,s23064,s24154,s23439,s23509,s23615,s23055,s23560,s23992,s23302,s23396,s23845,s23453,s22978,s22828,s24019,s23980,s23432,s24098,s23499,s23594,s24053,s23758,s23520,s24151,s24208,s23361,s23072,s23489,s24062,s23294,s23669,s23335,s24047,s24022,s23087,s23374,s23942,s23985,s23700,s23683,s23384,s23911,s23628,s23897,s23502,s23404,s22869,s23533,s22846,s23467,s24050,s23939,s23956,s24148,s23542,s23456,s23686,s23138,s24127,s24204,s23581,s22929,s23825,s23325,s23884,s23785,s23618,s22959,s22993,s23505,s24058,s23422,s23083,s23927,s23099,s23214,s23023,s23264,s23634,s22989,s23755,s24123,s22915,s23851,s23258,s22831,s23660,s22856,s22965,s23546,s22900,s22880,s23474,s23925,s23728,s22932,s23130,s23795,s23268,s23677,s23673,s23598,s23358,s24043,s23165,s24130,s23048,s23881,s24106,s24090,s24093,s23817,s24158,s23513,s23464,s23111,s23752,s23870,s23036,s24176,s24180,s23740,s22982,s23989,s23411,s23973,s22912,s22969,s23781,s23893,s24186,s23155,s23640,s23539,s22873,s24166,s23254,s22896,s22973,s23238,s24025,s23646,s23887,s23832,s24140,s24086,s22936,s23105,s22946,s23637,s23274,s24162,s23933,s23905,s24001,s23305,s23197,s24113,s23575,s22840,s23839,s23607,s23775,s23915,s24117,s23703,s23601,s23008,s24144,s23789,s23122,s23565,s23711,s23480,s24196,s23793,s22877,s22890,s23771,s22919,s23460,s23190,s23828,s23068,s23744,s23080,s23118,s23810,s23181,s23316,s23450,s23477,s23381,s23288,s24082,s23250,s23495,s23171,s23919,s23707,s23026,s23950,s23231,s23228,s23732,s23995,s23060,s23470,s24066,s22908,s23161,s23873,s23281,s23371,s23877,s22950,s23052,s23093,s23613,s23966,s23998,s23392,s24076,s22864,s23550,s24007,s22904,s23962,s24102,s22925,s23367,s24029,s23799,s23487,s23343,s23821,s24200,s24134,s23622,s23443,s23142,s23689,s22985,s23415,s23525,s23715,s23724,s23354,s23748,s23312,s24015,s23126,s23650,s23115,s22886,s23737,s23530,s23523,s23000,s23855,s25007,s4824,s26363,s10189,s10188,s25912]) ).

cnf(s26365,plain,
    ( spl0_1365
    | spl0_1361 ),
    inference(rat,[],[s21555,s22036,s21554,s6231,s4824,s464,s23936,s5355,s26364,s4745,s4741,s462,s463,s21401,s10189,s4818,s461,s4800,s4797,s4803,s4796,s5047,s10188,s25911]) ).

cnf(s26366,plain,
    spl0_2701,
    inference(rat,[],[s462,s4745,s8213]) ).

cnf(s26367,plain,
    ( ~ spl0_2709
    | spl0_1361 ),
    inference(rat,[],[s3,s5353,s5351,s4827,s5349,s5792,s4825,s4818,s461,s4800,s4797,s4803,s4796,s5047,s4737,s5355,s5357,s5359,s5361,s5363,s5365,s5367,s5369,s5371,s5373,s5375,s5377,s5379,s5381,s5383,s5385,s5387,s5389,s5391,s5393,s5395,s5397,s5399,s5401,s5403,s5405,s5407,s5409,s5411,s5413,s5415,s5417,s5419,s5421,s5423,s5425,s5427,s5429,s5431,s5433,s5435,s5437,s5439,s5441,s5443,s5445,s5447,s5449,s5451,s5453,s5455,s5457,s5459,s5461,s5463,s5465,s5467,s5469,s5471,s5473,s5475,s5477,s5479,s5481,s5483,s5485,s5487,s5489,s5491,s5493,s5495,s5497,s5499,s5501,s5503,s5505,s5507,s5509,s5511,s5513,s5515,s5517,s5519,s5521,s5523,s5525,s5527,s5529,s5531,s5533,s5535,s5537,s5539,s5541,s5543,s5545,s5547,s5549,s5551,s5553,s5555,s5557,s5559,s5561,s5563,s5565,s5567,s5569,s5571,s5573,s5575,s5577,s5579,s5581,s5583,s5585,s5587,s5589,s5591,s5593,s5595,s5597,s5599,s5601,s5603,s5605,s5607,s5609,s5611,s5613,s5615,s5617,s5619,s5621,s5623,s5625,s5627,s5629,s5631,s5633,s5635,s5637,s5639,s5641,s5643,s5645,s5647,s5649,s5651,s5653,s5655,s5657,s5659,s5661,s5663,s5665,s5667,s5669,s5671,s5673,s5675,s5677,s5679,s5681,s5683,s5685,s5687,s5689,s5691,s5693,s5695,s5697,s5699,s5701,s5703,s5705,s5707,s5709,s5711,s5713,s5715,s5717,s5719,s5721,s5723,s5725,s5727,s5729,s5731,s5733,s5735,s5737,s5739,s5741,s5743,s5745,s5747,s5749,s5751,s5753,s5755,s5757,s5759,s5761,s5763,s5765,s5767,s5769,s5771,s5773,s5775,s5777,s5779,s5781,s5783,s5785,s5787,s5789,s5791,s5790,s5788,s5786,s5784,s5782,s5780,s5778,s5776,s5774,s5772,s5770,s5768,s5766,s5764,s5762,s5760,s5758,s5756,s5754,s5752,s5750,s5748,s5746,s5744,s5742,s5740,s5738,s5736,s5734,s5732,s5730,s5728,s5726,s5724,s5722,s5720,s5718,s5716,s5714,s5712,s5710,s5708,s5706,s5704,s5702,s5700,s5698,s5696,s5694,s5692,s5690,s5688,s5686,s5684,s5682,s5680,s5678,s5676,s5674,s5672,s5670,s5668,s5666,s5664,s5662,s5660,s5658,s5656,s5654,s5652,s5650,s5648,s5646,s5644,s5642,s5640,s5638,s5636,s5634,s5632,s5630,s5628,s5626,s5624,s5622,s5620,s5618,s5616,s5614,s5612,s5610,s5608,s5606,s5604,s5602,s5600,s5598,s5596,s5594,s5592,s5590,s5588,s5586,s5584,s5582,s5580,s5578,s5576,s5574,s5572,s5570,s5568,s5566,s5564,s5562,s5560,s5558,s5556,s5554,s5552,s5550,s5548,s5546,s5544,s5542,s5540,s5538,s5536,s5534,s5532,s5530,s5528,s5526,s5524,s5522,s5520,s5518,s5516,s5514,s5512,s5510,s5508,s5506,s5504,s5502,s5500,s5498,s5496,s5494,s5492,s5490,s5488,s5486,s5484,s5482,s5480,s5478,s5476,s5474,s5472,s5470,s5468,s5466,s5464,s5462,s5460,s5458,s5456,s5454,s5452,s5450,s5448,s5446,s5444,s5442,s5440,s5438,s5436,s5434,s5432,s5430,s5428,s5426,s5424,s5422,s5420,s5418,s5416,s5414,s5412,s5410,s5408,s5406,s5404,s5402,s5400,s5398,s5396,s5394,s5392,s5390,s5388,s5386,s5384,s5382,s5380,s5378,s5376,s5374,s5372,s5370,s5368,s5366,s5364,s5362,s5360,s5358,s5356,s5354,s5352,s5350,s4834,s4832,s4826,s5795,s4828,s5065,s4831,s5049,s5050,s5051,s5052,s5053,s5054,s5055,s5067,s4835,s5812,s5811,s5810,s5809,s5808,s5807,s5806,s5805,s5804,s5803,s5802,s5801,s5800,s5799,s5798,s5797,s5796,s4836,s5813,s5814,s5815,s5816,s5817,s5818,s5819,s5820,s5821,s5822,s5823,s5824,s5825,s5826,s5827,s5828,s5310,s5301,s4838,s4839,s4840,s4841,s4842,s4843,s4844,s4845,s4846,s4847,s4848,s4849,s5302,s5286,s5277,s4851,s4852,s4853,s4854,s4855,s4856,s4857,s4858,s4859,s4860,s4861,s4862,s5278,s5262,s5255,s4864,s4865,s4866,s4867,s4868,s4869,s4870,s4871,s4872,s4873,s4874,s4875,s4876,s5256,s5239,s5226,s4878,s4879,s4880,s4881,s4882,s5227,s5206,s5161,s4884,s5162,s5115,s5069,s4885,s5829,s5830,s5831,s5832,s5833,s5347,s4887,s4888,s4889,s4890,s4891,s4892,s4893,s4894,s4895,s4896,s5348,s5335,s5333,s4898,s4899,s4900,s5334,s5328,s5326,s4902,s5327,s5323,s5321,s4904,s4905,s4906,s4907,s4908,s5322,s5314,s5313,s5311,s5308,s4910,s4911,s4912,s4913,s5309,s5287,s5284,s4915,s4916,s4917,s4918,s5285,s5263,s5260,s4920,s4921,s5261,s5240,s5237,s4923,s4924,s4925,s4926,s4927,s4928,s4929,s4930,s5238,s5207,s5174,s4932,s4933,s4934,s4935,s4936,s4937,s4938,s4939,s4940,s4941,s5175,s5116,s5071,s4942,s5834,s5180,s4944,s4945,s4946,s5181,s5117,s5076,s4948,s4949,s4950,s5077,s4951,s5835,s5836,s5837,s5838,s5839,s4952,s5840,s5841,s5842,s5843,s4953,s5844,s5845,s5846,s5847,s4954,s5848,s5849,s5850,s5851,s5852,s5853,s4955,s5854,s5855,s4956,s5856,s5857,s5858,s5859,s5860,s5861,s5862,s5863,s5864,s5865,s4964,s5866,s5867,s4963,s5868,s4957,s4958,s4959,s5869,s5870,s4965,s5871,s5872,s5873,s5874,s4966,s5875,s5876,s5877,s5878,s4967,s5879,s5880,s5084,s4982,s5881,s5882,s5883,s5082,s4980,s5884,s5885,s4974,s4975,s4976,s4977,s4978,s5146,s4969,s5144,s5080,s4971,s5152,s5102,s5101,s5103,s4972,s5028,s5886,s5887,s4983,s5888,s5889,s4984,s5890,s5891,s4999,s5214,s5182,s5119,s5085,s4986,s5209,s5892,s5120,s5086,s4987,s5121,s5893,s4988,s5894,s5895,s4998,s5896,s5897,s5183,s5125,s5087,s4991,s5898,s5899,s5900,s4990,s5901,s5902,s4997,s5903,s5904,s5905,s4996,s5906,s5907,s5089,s5090,s4994,s5908,s5909,s5910,s5911,s5025,s5912,s5913,s5024,s5914,s5915,s5916,s5188,s5023,s5155,s5105,s5030,s5917,s5095,s5014,s5918,s5001,s5919,s5091,s5002,s5920,s5013,s5921,s5922,s5923,s5924,s5925,s5004,s5926,s5005,s5927,s5185,s5186,s5140,s5093,s5011,s5127,s5128,s5007,s5129,s5130,s5009,s5131,s5008,s5928,s5097,s5016,s5929,s5930,s5017,s5931,s5018,s5932,s5933,s5934,s5099,s5022,s5219,s5204,s5020,s5205,s5158,s5110,s5111,s5036,s5935,s5936,s5937,s5031,s5938,s5939,s5201,s5156,s5107,s5108,s5035,s5190,s5191,s5033,s5192,s5940,s5941,s5942,s5943,s5944,s5945,s5946,s5947,s5948,s5037,s5949,s5950,s5951,s5952,s5953,s5040,s5041,s5954,s5955,s5043,s5956,s5957,s5113,s5114,s5045,s24335,s26365,s10189,s10188,s25912,s26366,s25911]) ).

cnf(s26368,plain,
    spl0_1361,
    inference(rat,[],[s3,s23737,s23530,s23523,s23000,s23855,s25007,s4824,s26367,s5795,s4826,s4828,s4832,s5065,s4834,s4831,s5350,s5049,s5352,s5050,s5354,s5051,s5356,s5052,s5358,s5053,s5360,s5054,s5362,s5055,s5364,s5067,s5366,s4835,s5368,s5812,s5370,s5811,s5372,s5810,s5374,s5809,s5376,s5808,s5378,s5807,s5380,s5806,s5382,s5805,s5384,s5804,s5386,s5803,s5388,s5802,s5390,s5801,s5392,s5800,s5394,s5799,s5396,s5798,s5398,s5797,s5400,s5796,s5402,s4836,s5404,s5813,s5406,s5814,s5408,s5815,s5410,s5816,s5412,s5817,s5414,s5818,s5416,s5819,s5418,s5820,s5420,s5821,s5422,s5822,s5424,s5823,s5426,s5824,s5428,s5825,s5430,s5826,s5432,s5827,s5434,s5828,s5436,s5310,s5438,s5301,s5440,s4838,s5442,s4839,s5444,s4840,s5446,s4841,s5448,s4842,s5450,s4843,s5452,s4844,s5454,s4845,s5456,s4846,s5458,s4847,s5460,s4848,s5462,s4849,s5464,s5302,s5466,s5286,s5468,s5277,s5470,s4851,s5472,s4852,s5474,s4853,s5476,s4854,s5478,s4855,s5480,s4856,s5482,s4857,s5484,s4858,s5486,s4859,s5488,s4860,s5490,s4861,s5492,s4862,s5494,s5278,s5496,s5262,s5498,s5255,s5500,s4864,s5502,s4865,s5504,s4866,s5506,s4867,s5508,s4868,s5510,s4869,s5512,s4870,s5514,s4871,s5516,s4872,s5518,s4873,s5520,s4874,s5522,s4875,s5524,s4876,s5526,s5256,s5528,s5239,s5530,s5226,s5532,s4878,s5534,s4879,s5536,s4880,s5538,s4881,s5540,s4882,s5542,s5227,s5544,s5206,s5546,s5161,s5548,s4884,s5550,s5162,s5552,s5115,s5554,s5069,s5556,s4885,s5558,s5829,s5560,s5830,s5562,s5831,s5564,s5832,s5566,s5833,s5568,s5347,s5570,s4887,s5572,s4888,s5574,s4889,s5576,s4890,s5578,s4891,s5580,s4892,s5582,s4893,s5584,s4894,s5586,s4895,s5588,s4896,s5590,s5348,s5592,s5335,s5594,s5333,s5596,s4898,s5598,s4899,s5600,s4900,s5602,s5334,s5604,s5328,s5606,s5326,s5608,s4902,s5610,s5327,s5612,s5323,s5614,s5321,s5616,s4904,s5618,s4905,s5620,s4906,s5622,s4907,s5624,s4908,s5626,s5322,s5628,s5314,s5630,s5313,s5632,s5311,s5634,s5308,s5636,s4910,s5638,s4911,s5640,s4912,s5642,s4913,s5644,s5309,s5646,s5287,s5648,s5284,s5650,s4915,s5652,s4916,s5654,s4917,s5656,s4918,s5658,s5285,s5660,s5263,s5662,s5260,s5664,s4920,s5666,s4921,s5668,s5261,s5670,s5240,s5672,s5237,s5674,s4923,s5676,s4924,s5678,s4925,s5680,s4926,s5682,s4927,s5684,s4928,s5686,s4929,s5688,s4930,s5690,s5238,s5692,s5207,s5694,s5174,s5696,s4932,s5698,s4933,s5700,s4934,s5702,s4935,s5704,s4936,s5706,s4937,s5708,s4938,s5710,s4939,s5712,s4940,s5714,s4941,s5716,s5175,s5718,s5116,s5720,s5071,s5722,s4942,s5724,s5834,s5726,s5180,s5728,s4944,s5730,s4945,s5732,s4946,s5734,s5181,s5736,s5117,s5738,s5076,s5740,s4948,s5742,s4949,s5744,s4950,s5746,s5077,s5748,s4951,s5750,s5835,s5752,s5836,s5754,s5837,s5756,s5838,s5758,s5839,s5760,s4952,s5762,s5840,s5764,s5841,s5766,s5842,s5768,s5843,s5770,s4953,s5772,s5844,s5774,s5845,s5776,s5846,s5778,s5847,s5780,s4954,s5782,s5848,s5784,s5849,s5786,s5850,s5788,s5851,s5790,s5852,s5791,s5853,s5789,s4955,s5787,s5854,s5785,s5855,s5783,s4956,s5781,s5856,s5779,s5857,s5777,s5858,s5775,s5859,s5773,s5860,s5771,s5861,s5769,s5862,s5767,s5863,s5765,s5864,s5763,s5865,s5761,s4964,s5759,s5866,s5757,s5867,s5755,s4963,s5753,s5868,s5751,s4957,s5749,s4958,s5747,s4959,s5745,s5869,s5743,s5870,s5741,s4965,s5739,s5871,s5737,s5872,s5735,s5873,s5733,s5874,s5731,s4966,s5729,s5875,s5727,s5876,s5725,s5877,s5723,s5878,s5721,s4967,s5719,s5879,s5717,s5880,s5715,s5084,s5713,s4982,s5711,s5881,s5709,s5882,s5707,s5883,s5705,s5082,s5703,s4980,s5701,s5884,s5699,s5885,s5697,s4974,s5695,s4975,s5693,s4976,s5691,s4977,s5689,s4978,s5687,s5146,s5685,s4969,s5683,s5144,s5681,s5080,s5679,s4971,s5677,s5152,s5675,s5102,s5673,s5101,s5671,s5103,s5669,s4972,s5667,s5028,s5665,s5886,s5663,s5887,s5661,s4983,s5659,s5888,s5657,s5889,s5655,s4984,s5653,s5890,s5651,s5891,s5649,s4999,s5647,s5214,s5645,s5182,s5643,s5119,s5641,s5085,s5639,s4986,s5637,s5209,s5635,s5892,s5633,s5120,s5631,s5086,s5629,s4987,s5627,s5121,s5625,s5893,s5623,s4988,s5621,s5894,s5619,s5895,s5617,s4998,s5615,s5896,s5613,s5897,s5611,s5183,s5609,s5125,s5607,s5087,s5605,s4991,s5603,s5898,s5601,s5899,s5599,s5900,s5597,s4990,s5595,s5901,s5593,s5902,s5591,s4997,s5589,s5903,s5587,s5904,s5585,s5905,s5583,s4996,s5581,s5906,s5579,s5907,s5577,s5089,s5575,s5090,s5573,s4994,s5571,s5908,s5569,s5909,s5567,s5910,s5565,s5911,s5563,s5025,s5561,s5912,s5559,s5913,s5557,s5024,s5555,s5914,s5553,s5915,s5551,s5916,s5549,s5188,s5547,s5023,s5545,s5155,s5543,s5105,s5541,s5030,s5539,s5917,s5537,s5095,s5535,s5014,s5533,s5918,s5531,s5001,s5529,s5919,s5527,s5091,s5525,s5002,s5523,s5920,s5521,s5013,s5519,s5921,s5517,s5922,s5515,s5923,s5513,s5924,s5511,s5925,s5509,s5004,s5507,s5926,s5505,s5005,s5503,s5927,s5501,s5185,s5499,s5186,s5497,s5140,s5495,s5093,s5493,s5011,s5491,s5127,s5489,s5128,s5487,s5007,s5485,s5129,s5483,s5130,s5481,s5009,s5479,s5131,s5477,s5008,s5475,s5928,s5473,s5097,s5471,s5016,s5469,s5929,s5467,s5930,s5465,s5017,s5463,s5931,s5461,s5018,s5459,s5932,s5457,s5933,s5455,s5934,s5453,s5099,s5451,s5022,s5449,s5219,s5447,s5204,s5445,s5020,s5443,s5205,s5441,s5158,s5439,s5110,s5437,s5111,s5435,s5036,s5433,s5935,s5431,s5936,s5429,s5937,s5427,s5031,s5425,s5938,s5423,s5939,s5421,s5201,s5419,s5156,s5417,s5107,s5415,s5108,s5413,s5035,s5411,s5190,s5409,s5191,s5407,s5033,s5405,s5192,s5403,s5940,s5401,s5941,s5399,s5942,s5397,s5943,s5395,s5944,s5393,s5945,s5391,s5946,s5389,s5947,s5387,s5948,s5385,s5037,s5383,s5949,s5381,s5950,s5379,s5951,s5377,s5952,s5375,s5953,s5373,s5040,s5371,s5041,s5369,s5954,s5367,s5955,s5365,s5043,s5363,s5956,s5361,s5957,s5359,s5113,s5357,s5114,s5355,s5045,s24335,s26365,s10189,s10188,s25912]) ).

cnf(s26369,plain,
    spl0_1363,
    inference(rat,[],[s24333,s26368]) ).

cnf(s26370,plain,
    spl0_2708,
    inference(rat,[],[s4813,s26368]) ).

cnf(s26371,plain,
    spl0_1365,
    inference(rat,[],[s21401,s26369]) ).

cnf(s26372,plain,
    spl0_1367,
    inference(rat,[],[s24335,s26371]) ).

cnf(s26373,plain,
    spl0_2700,
    inference(rat,[],[s4737,s26371]) ).

cnf(s26374,plain,
    spl0_1369,
    inference(rat,[],[s5045,s26372]) ).

cnf(s26375,plain,
    spl0_2699,
    inference(rat,[],[s4730,s26372]) ).

cnf(s26376,plain,
    spl0_2698,
    inference(rat,[],[s21129,s26374]) ).

cnf(s26377,plain,
    spl0_1371,
    inference(rat,[],[s5114,s26374]) ).

cnf(s26378,plain,
    spl0_1373,
    inference(rat,[],[s5113,s26377]) ).

cnf(s26379,plain,
    spl0_2696,
    inference(rat,[],[s4714,s26377]) ).

cnf(s26380,plain,
    spl0_1375,
    inference(rat,[],[s5957,s26378]) ).

cnf(s26381,plain,
    spl0_2697,
    inference(rat,[],[s4719,s26378]) ).

cnf(s26382,plain,
    spl0_1377,
    inference(rat,[],[s5956,s26380]) ).

cnf(s26383,plain,
    spl0_2695,
    inference(rat,[],[s4708,s26380]) ).

cnf(s26384,plain,
    spl0_1379,
    inference(rat,[],[s5043,s26382]) ).

cnf(s26385,plain,
    spl0_2694,
    inference(rat,[],[s4704,s26382]) ).

cnf(s26386,plain,
    spl0_1381,
    inference(rat,[],[s5955,s26384]) ).

cnf(s26387,plain,
    spl0_2692,
    inference(rat,[],[s4683,s26384]) ).

cnf(s26388,plain,
    spl0_1383,
    inference(rat,[],[s5954,s26386]) ).

cnf(s26389,plain,
    spl0_2691,
    inference(rat,[],[s4794,s26386]) ).

cnf(s26390,plain,
    spl0_1385,
    inference(rat,[],[s5041,s26388]) ).

cnf(s26391,plain,
    spl0_2693,
    inference(rat,[],[s4698,s26388]) ).

cnf(s26392,plain,
    spl0_1387,
    inference(rat,[],[s5040,s26390]) ).

cnf(s26393,plain,
    spl0_2690,
    inference(rat,[],[s4674,s26390]) ).

cnf(s26394,plain,
    spl0_1389,
    inference(rat,[],[s5953,s26392]) ).

cnf(s26395,plain,
    spl0_2689,
    inference(rat,[],[s4661,s26392]) ).

cnf(s26396,plain,
    spl0_1391,
    inference(rat,[],[s5952,s26394]) ).

cnf(s26397,plain,
    spl0_2688,
    inference(rat,[],[s4657,s26394]) ).

cnf(s26398,plain,
    spl0_1393,
    inference(rat,[],[s5951,s26396]) ).

cnf(s26399,plain,
    spl0_2687,
    inference(rat,[],[s4653,s26396]) ).

cnf(s26400,plain,
    spl0_1395,
    inference(rat,[],[s5950,s26398]) ).

cnf(s26401,plain,
    spl0_2686,
    inference(rat,[],[s4649,s26398]) ).

cnf(s26402,plain,
    spl0_1397,
    inference(rat,[],[s5949,s26400]) ).

cnf(s26403,plain,
    spl0_2685,
    inference(rat,[],[s4643,s26400]) ).

cnf(s26404,plain,
    spl0_1399,
    inference(rat,[],[s5037,s26402]) ).

cnf(s26405,plain,
    spl0_2684,
    inference(rat,[],[s4639,s26402]) ).

cnf(s26406,plain,
    spl0_2683,
    inference(rat,[],[s20378,s26404]) ).

cnf(s26407,plain,
    spl0_1401,
    inference(rat,[],[s5948,s26404]) ).

cnf(s26408,plain,
    spl0_1403,
    inference(rat,[],[s5947,s26407]) ).

cnf(s26409,plain,
    spl0_2680,
    inference(rat,[],[s4620,s26407]) ).

cnf(s26410,plain,
    spl0_1405,
    inference(rat,[],[s5946,s26408]) ).

cnf(s26411,plain,
    spl0_2681,
    inference(rat,[],[s4624,s26408]) ).

cnf(s26412,plain,
    spl0_1407,
    inference(rat,[],[s5945,s26410]) ).

cnf(s26413,plain,
    spl0_2682,
    inference(rat,[],[s4630,s26410]) ).

cnf(s26414,plain,
    spl0_1409,
    inference(rat,[],[s5944,s26412]) ).

cnf(s26415,plain,
    spl0_2672,
    inference(rat,[],[s4529,s26412]) ).

cnf(s26416,plain,
    spl0_1411,
    inference(rat,[],[s5943,s26414]) ).

cnf(s26417,plain,
    spl0_2671,
    inference(rat,[],[s4525,s26414]) ).

cnf(s26418,plain,
    spl0_1413,
    inference(rat,[],[s5942,s26416]) ).

cnf(s26419,plain,
    spl0_2673,
    inference(rat,[],[s4534,s26416]) ).

cnf(s26420,plain,
    spl0_1415,
    inference(rat,[],[s5941,s26418]) ).

cnf(s26421,plain,
    spl0_2674,
    inference(rat,[],[s4539,s26418]) ).

cnf(s26422,plain,
    spl0_1417,
    inference(rat,[],[s5940,s26420]) ).

cnf(s26423,plain,
    spl0_2670,
    inference(rat,[],[s4793,s26420]) ).

cnf(s26424,plain,
    spl0_1419,
    inference(rat,[],[s5192,s26422]) ).

cnf(s26425,plain,
    spl0_2669,
    inference(rat,[],[s4516,s26422]) ).

cnf(s26426,plain,
    spl0_1421,
    inference(rat,[],[s5033,s26424]) ).

cnf(s26427,plain,
    spl0_2668,
    inference(rat,[],[s4503,s26424]) ).

cnf(s26428,plain,
    spl0_2667,
    inference(rat,[],[s10663,s26426]) ).

cnf(s26429,plain,
    spl0_1423,
    inference(rat,[],[s5191,s26426]) ).

cnf(s26430,plain,
    spl0_1425,
    inference(rat,[],[s5190,s26429]) ).

cnf(s26431,plain,
    spl0_2675,
    inference(rat,[],[s4546,s26429]) ).

cnf(s26432,plain,
    spl0_1427,
    inference(rat,[],[s5035,s26430]) ).

cnf(s26433,plain,
    spl0_2676,
    inference(rat,[],[s4551,s26430]) ).

cnf(s26434,plain,
    spl0_1429,
    inference(rat,[],[s5108,s26432]) ).

cnf(s26435,plain,
    spl0_2666,
    inference(rat,[],[s4490,s26432]) ).

cnf(s26436,plain,
    spl0_1431,
    inference(rat,[],[s5107,s26434]) ).

cnf(s26437,plain,
    spl0_2665,
    inference(rat,[],[s4486,s26434]) ).

cnf(s26438,plain,
    spl0_1433,
    inference(rat,[],[s5156,s26436]) ).

cnf(s26439,plain,
    spl0_2664,
    inference(rat,[],[s4481,s26436]) ).

cnf(s26440,plain,
    spl0_2663,
    inference(rat,[],[s21123,s26438]) ).

cnf(s26441,plain,
    spl0_1435,
    inference(rat,[],[s5201,s26438]) ).

cnf(s26442,plain,
    spl0_1437,
    inference(rat,[],[s5939,s26441]) ).

cnf(s26443,plain,
    spl0_2662,
    inference(rat,[],[s4474,s26441]) ).

cnf(s26444,plain,
    spl0_1439,
    inference(rat,[],[s5938,s26442]) ).

cnf(s26445,plain,
    spl0_2661,
    inference(rat,[],[s4470,s26442]) ).

cnf(s26446,plain,
    spl0_1441,
    inference(rat,[],[s5031,s26444]) ).

cnf(s26447,plain,
    spl0_2660,
    inference(rat,[],[s4466,s26444]) ).

cnf(s26448,plain,
    spl0_2659,
    inference(rat,[],[s21126,s26446]) ).

cnf(s26449,plain,
    spl0_1443,
    inference(rat,[],[s5937,s26446]) ).

cnf(s26450,plain,
    spl0_1445,
    inference(rat,[],[s5936,s26449]) ).

cnf(s26451,plain,
    spl0_2677,
    inference(rat,[],[s4557,s26449]) ).

cnf(s26452,plain,
    spl0_1447,
    inference(rat,[],[s5935,s26450]) ).

cnf(s26453,plain,
    spl0_2678,
    inference(rat,[],[s4561,s26450]) ).

cnf(s26454,plain,
    spl0_1449,
    inference(rat,[],[s5036,s26452]) ).

cnf(s26455,plain,
    spl0_2679,
    inference(rat,[],[s4567,s26452]) ).

cnf(s26456,plain,
    spl0_2657,
    inference(rat,[],[s21043,s26454]) ).

cnf(s26457,plain,
    spl0_1451,
    inference(rat,[],[s5111,s26454]) ).

cnf(s26458,plain,
    spl0_1453,
    inference(rat,[],[s5110,s26457]) ).

cnf(s26459,plain,
    spl0_2644,
    inference(rat,[],[s3875,s26457]) ).

cnf(s26460,plain,
    spl0_1455,
    inference(rat,[],[s5158,s26458]) ).

cnf(s26461,plain,
    spl0_2643,
    inference(rat,[],[s3864,s26458]) ).

cnf(s26462,plain,
    spl0_1457,
    inference(rat,[],[s5205,s26460]) ).

cnf(s26463,plain,
    spl0_2642,
    inference(rat,[],[s3860,s26460]) ).

cnf(s26464,plain,
    spl0_1459,
    inference(rat,[],[s5020,s26462]) ).

cnf(s26465,plain,
    spl0_2641,
    inference(rat,[],[s3856,s26462]) ).

cnf(s26466,plain,
    spl0_1461,
    inference(rat,[],[s5204,s26464]) ).

cnf(s26467,plain,
    spl0_2640,
    inference(rat,[],[s3851,s26464]) ).

cnf(s26468,plain,
    spl0_1463,
    inference(rat,[],[s5219,s26466]) ).

cnf(s26469,plain,
    spl0_2639,
    inference(rat,[],[s3847,s26466]) ).

cnf(s26470,plain,
    spl0_1465,
    inference(rat,[],[s5022,s26468]) ).

cnf(s26471,plain,
    spl0_2645,
    inference(rat,[],[s3879,s26468]) ).

cnf(s26472,plain,
    spl0_2638,
    inference(rat,[],[s21014,s26470]) ).

cnf(s26473,plain,
    spl0_1467,
    inference(rat,[],[s5099,s26470]) ).

cnf(s26474,plain,
    spl0_2656,
    inference(rat,[],[s21045,s26473]) ).

cnf(s26475,plain,
    spl0_1469,
    inference(rat,[],[s5934,s26473]) ).

cnf(s26476,plain,
    spl0_1471,
    inference(rat,[],[s5933,s26475]) ).

cnf(s26477,plain,
    spl0_2646,
    inference(rat,[],[s3886,s26475]) ).

cnf(s26478,plain,
    spl0_1473,
    inference(rat,[],[s5932,s26476]) ).

cnf(s26479,plain,
    spl0_2647,
    inference(rat,[],[s3892,s26476]) ).

cnf(s26480,plain,
    spl0_1475,
    inference(rat,[],[s5018,s26478]) ).

cnf(s26481,plain,
    spl0_2637,
    inference(rat,[],[s3832,s26478]) ).

cnf(s26482,plain,
    spl0_2636,
    inference(rat,[],[s20989,s26480]) ).

cnf(s26483,plain,
    spl0_1477,
    inference(rat,[],[s5931,s26480]) ).

cnf(s26484,plain,
    spl0_1479,
    inference(rat,[],[s5017,s26483]) ).

cnf(s26485,plain,
    spl0_2635,
    inference(rat,[],[s3819,s26483]) ).

cnf(s26486,plain,
    spl0_2634,
    inference(rat,[],[s20965,s26484]) ).

cnf(s26487,plain,
    spl0_1481,
    inference(rat,[],[s5930,s26484]) ).

cnf(s26488,plain,
    spl0_1483,
    inference(rat,[],[s5929,s26487]) ).

cnf(s26489,plain,
    spl0_2633,
    inference(rat,[],[s3811,s26487]) ).

cnf(s26490,plain,
    spl0_1485,
    inference(rat,[],[s5016,s26488]) ).

cnf(s26491,plain,
    spl0_2631,
    inference(rat,[],[s3788,s26488]) ).

cnf(s26492,plain,
    spl0_1487,
    inference(rat,[],[s5097,s26490]) ).

cnf(s26493,plain,
    spl0_2632,
    inference(rat,[],[s3794,s26490]) ).

cnf(s26494,plain,
    spl0_1489,
    inference(rat,[],[s5928,s26492]) ).

cnf(s26495,plain,
    spl0_2630,
    inference(rat,[],[s3782,s26492]) ).

cnf(s26496,plain,
    spl0_1491,
    inference(rat,[],[s5008,s26494]) ).

cnf(s26497,plain,
    spl0_2620,
    inference(rat,[],[s3667,s26494]) ).

cnf(s26498,plain,
    spl0_2628,
    inference(rat,[],[s20854,s26496]) ).

cnf(s26499,plain,
    spl0_1493,
    inference(rat,[],[s5131,s26496]) ).

cnf(s26500,plain,
    spl0_1495,
    inference(rat,[],[s5009,s26499]) ).

cnf(s26501,plain,
    spl0_2621,
    inference(rat,[],[s3670,s26499]) ).

cnf(s26502,plain,
    spl0_2619,
    inference(rat,[],[s10853,s26500]) ).

cnf(s26503,plain,
    spl0_1497,
    inference(rat,[],[s5130,s26500]) ).

cnf(s26504,plain,
    spl0_1499,
    inference(rat,[],[s5129,s26503]) ).

cnf(s26505,plain,
    spl0_2618,
    inference(rat,[],[s4792,s26503]) ).

cnf(s26506,plain,
    spl0_1501,
    inference(rat,[],[s5007,s26504]) ).

cnf(s26507,plain,
    spl0_2617,
    inference(rat,[],[s3650,s26504]) ).

cnf(s26508,plain,
    spl0_2616,
    inference(rat,[],[s10858,s26506]) ).

cnf(s26509,plain,
    spl0_1503,
    inference(rat,[],[s5128,s26506]) ).

cnf(s26510,plain,
    spl0_1505,
    inference(rat,[],[s5127,s26509]) ).

cnf(s26511,plain,
    spl0_2622,
    inference(rat,[],[s3679,s26509]) ).

cnf(s26512,plain,
    spl0_1507,
    inference(rat,[],[s5011,s26510]) ).

cnf(s26513,plain,
    spl0_2623,
    inference(rat,[],[s3683,s26510]) ).

cnf(s26514,plain,
    spl0_1509,
    inference(rat,[],[s5093,s26512]) ).

cnf(s26515,plain,
    spl0_2615,
    inference(rat,[],[s3633,s26512]) ).

cnf(s26516,plain,
    spl0_1511,
    inference(rat,[],[s5140,s26514]) ).

cnf(s26517,plain,
    spl0_2614,
    inference(rat,[],[s3628,s26514]) ).

cnf(s26518,plain,
    spl0_1513,
    inference(rat,[],[s5186,s26516]) ).

cnf(s26519,plain,
    spl0_2613,
    inference(rat,[],[s3624,s26516]) ).

cnf(s26520,plain,
    spl0_1515,
    inference(rat,[],[s5185,s26518]) ).

cnf(s26521,plain,
    spl0_2612,
    inference(rat,[],[s3620,s26518]) ).

cnf(s26522,plain,
    spl0_1517,
    inference(rat,[],[s5927,s26520]) ).

cnf(s26523,plain,
    spl0_2611,
    inference(rat,[],[s3615,s26520]) ).

cnf(s26524,plain,
    spl0_1519,
    inference(rat,[],[s5005,s26522]) ).

cnf(s26525,plain,
    spl0_2610,
    inference(rat,[],[s3611,s26522]) ).

cnf(s26526,plain,
    spl0_2609,
    inference(rat,[],[s20746,s26524]) ).

cnf(s26527,plain,
    spl0_1521,
    inference(rat,[],[s5926,s26524]) ).

cnf(s26528,plain,
    spl0_1523,
    inference(rat,[],[s5004,s26527]) ).

cnf(s26529,plain,
    spl0_2608,
    inference(rat,[],[s3597,s26527]) ).

cnf(s26530,plain,
    spl0_1525,
    inference(rat,[],[s5925,s26528]) ).

cnf(s26531,plain,
    spl0_2606,
    inference(rat,[],[s3582,s26528]) ).

cnf(s26532,plain,
    spl0_1527,
    inference(rat,[],[s5924,s26530]) ).

cnf(s26533,plain,
    spl0_2607,
    inference(rat,[],[s3589,s26530]) ).

cnf(s26534,plain,
    spl0_1529,
    inference(rat,[],[s5923,s26532]) ).

cnf(s26535,plain,
    spl0_2605,
    inference(rat,[],[s3576,s26532]) ).

cnf(s26536,plain,
    spl0_1531,
    inference(rat,[],[s5922,s26534]) ).

cnf(s26537,plain,
    spl0_2624,
    inference(rat,[],[s3688,s26534]) ).

cnf(s26538,plain,
    spl0_1533,
    inference(rat,[],[s5921,s26536]) ).

cnf(s26539,plain,
    spl0_2604,
    inference(rat,[],[s3570,s26536]) ).

cnf(s26540,plain,
    spl0_1535,
    inference(rat,[],[s5013,s26538]) ).

cnf(s26541,plain,
    spl0_2625,
    inference(rat,[],[s3692,s26538]) ).

cnf(s26542,plain,
    spl0_1537,
    inference(rat,[],[s5920,s26540]) ).

cnf(s26543,plain,
    spl0_2603,
    inference(rat,[],[s3563,s26540]) ).

cnf(s26544,plain,
    spl0_1539,
    inference(rat,[],[s5002,s26542]) ).

cnf(s26545,plain,
    spl0_2602,
    inference(rat,[],[s3559,s26542]) ).

cnf(s26546,plain,
    spl0_2601,
    inference(rat,[],[s19037,s26544]) ).

cnf(s26547,plain,
    spl0_1541,
    inference(rat,[],[s5091,s26544]) ).

cnf(s26548,plain,
    spl0_2600,
    inference(rat,[],[s9346,s26547]) ).

cnf(s26549,plain,
    spl0_1543,
    inference(rat,[],[s5919,s26547]) ).

cnf(s26550,plain,
    spl0_1545,
    inference(rat,[],[s5001,s26549]) ).

cnf(s26551,plain,
    spl0_2599,
    inference(rat,[],[s4791,s26549]) ).

cnf(s26552,plain,
    spl0_1547,
    inference(rat,[],[s5918,s26550]) ).

cnf(s26553,plain,
    spl0_2598,
    inference(rat,[],[s3541,s26550]) ).

cnf(s26554,plain,
    spl0_1549,
    inference(rat,[],[s5014,s26552]) ).

cnf(s26555,plain,
    spl0_2626,
    inference(rat,[],[s3698,s26552]) ).

cnf(s26556,plain,
    spl0_2629,
    inference(rat,[],[s14141,s26554]) ).

cnf(s26557,plain,
    spl0_1551,
    inference(rat,[],[s5095,s26554]) ).

cnf(s26558,plain,
    spl0_1553,
    inference(rat,[],[s5917,s26557]) ).

cnf(s26559,plain,
    spl0_2627,
    inference(rat,[],[s3701,s26557]) ).

cnf(s26560,plain,
    spl0_1555,
    inference(rat,[],[s5030,s26558]) ).

cnf(s26561,plain,
    spl0_2658,
    inference(rat,[],[s4311,s26558]) ).

cnf(s26562,plain,
    spl0_1557,
    inference(rat,[],[s5105,s26560]) ).

cnf(s26563,plain,
    spl0_2648,
    inference(rat,[],[s3897,s26560]) ).

cnf(s26564,plain,
    spl0_1559,
    inference(rat,[],[s5155,s26562]) ).

cnf(s26565,plain,
    spl0_2597,
    inference(rat,[],[s3524,s26562]) ).

cnf(s26566,plain,
    spl0_1561,
    inference(rat,[],[s5023,s26564]) ).

cnf(s26567,plain,
    spl0_2649,
    inference(rat,[],[s3907,s26564]) ).

cnf(s26568,plain,
    spl0_2654,
    inference(rat,[],[s10490,s26566]) ).

cnf(s26569,plain,
    spl0_1563,
    inference(rat,[],[s5188,s26566]) ).

cnf(s26570,plain,
    spl0_1565,
    inference(rat,[],[s5916,s26569]) ).

cnf(s26571,plain,
    spl0_2650,
    inference(rat,[],[s3909,s26569]) ).

cnf(s26572,plain,
    spl0_1567,
    inference(rat,[],[s5915,s26570]) ).

cnf(s26573,plain,
    spl0_2595,
    inference(rat,[],[s3504,s26570]) ).

cnf(s26574,plain,
    spl0_1569,
    inference(rat,[],[s5914,s26572]) ).

cnf(s26575,plain,
    spl0_2596,
    inference(rat,[],[s3512,s26572]) ).

cnf(s26576,plain,
    spl0_1571,
    inference(rat,[],[s5024,s26574]) ).

cnf(s26577,plain,
    spl0_2651,
    inference(rat,[],[s3919,s26574]) ).

cnf(s26578,plain,
    spl0_2594,
    inference(rat,[],[s15525,s26576]) ).

cnf(s26579,plain,
    spl0_1573,
    inference(rat,[],[s5913,s26576]) ).

cnf(s26580,plain,
    spl0_1575,
    inference(rat,[],[s5912,s26579]) ).

cnf(s26581,plain,
    spl0_2593,
    inference(rat,[],[s3489,s26579]) ).

cnf(s26582,plain,
    spl0_1577,
    inference(rat,[],[s5025,s26580]) ).

cnf(s26583,plain,
    spl0_2652,
    inference(rat,[],[s3925,s26580]) ).

cnf(s26584,plain,
    spl0_2592,
    inference(rat,[],[s16837,s26582]) ).

cnf(s26585,plain,
    spl0_1579,
    inference(rat,[],[s5911,s26582]) ).

cnf(s26586,plain,
    spl0_1581,
    inference(rat,[],[s5910,s26585]) ).

cnf(s26587,plain,
    spl0_2591,
    inference(rat,[],[s3479,s26585]) ).

cnf(s26588,plain,
    spl0_1583,
    inference(rat,[],[s5909,s26586]) ).

cnf(s26589,plain,
    spl0_2590,
    inference(rat,[],[s3469,s26586]) ).

cnf(s26590,plain,
    spl0_1585,
    inference(rat,[],[s5908,s26588]) ).

cnf(s26591,plain,
    spl0_2589,
    inference(rat,[],[s3461,s26588]) ).

cnf(s26592,plain,
    spl0_1587,
    inference(rat,[],[s4994,s26590]) ).

cnf(s26593,plain,
    spl0_2587,
    inference(rat,[],[s4790,s26590]) ).

cnf(s26594,plain,
    spl0_1589,
    inference(rat,[],[s5090,s26592]) ).

cnf(s26595,plain,
    spl0_2575,
    inference(rat,[],[s3288,s26592]) ).

cnf(s26596,plain,
    spl0_1591,
    inference(rat,[],[s5089,s26594]) ).

cnf(s26597,plain,
    spl0_2574,
    inference(rat,[],[s3279,s26594]) ).

cnf(s26598,plain,
    spl0_1593,
    inference(rat,[],[s5907,s26596]) ).

cnf(s26599,plain,
    spl0_2576,
    inference(rat,[],[s3293,s26596]) ).

cnf(s26600,plain,
    spl0_1595,
    inference(rat,[],[s5906,s26598]) ).

cnf(s26601,plain,
    spl0_2573,
    inference(rat,[],[s3273,s26598]) ).

cnf(s26602,plain,
    spl0_1597,
    inference(rat,[],[s4996,s26600]) ).

cnf(s26603,plain,
    spl0_2577,
    inference(rat,[],[s3299,s26600]) ).

cnf(s26604,plain,
    spl0_1599,
    inference(rat,[],[s5905,s26602]) ).

cnf(s26605,plain,
    spl0_2572,
    inference(rat,[],[s3266,s26602]) ).

cnf(s26606,plain,
    spl0_1601,
    inference(rat,[],[s5904,s26604]) ).

cnf(s26607,plain,
    spl0_2571,
    inference(rat,[],[s3262,s26604]) ).

cnf(s26608,plain,
    spl0_1603,
    inference(rat,[],[s5903,s26606]) ).

cnf(s26609,plain,
    spl0_2578,
    inference(rat,[],[s3303,s26606]) ).

cnf(s26610,plain,
    spl0_1605,
    inference(rat,[],[s4997,s26608]) ).

cnf(s26611,plain,
    spl0_2579,
    inference(rat,[],[s3307,s26608]) ).

cnf(s26612,plain,
    spl0_2570,
    inference(rat,[],[s15669,s26610]) ).

cnf(s26613,plain,
    spl0_1607,
    inference(rat,[],[s5902,s26610]) ).

cnf(s26614,plain,
    spl0_1609,
    inference(rat,[],[s5901,s26613]) ).

cnf(s26615,plain,
    spl0_2569,
    inference(rat,[],[s3251,s26613]) ).

cnf(s26616,plain,
    spl0_1611,
    inference(rat,[],[s4990,s26614]) ).

cnf(s26617,plain,
    spl0_2567,
    inference(rat,[],[s3229,s26614]) ).

cnf(s26618,plain,
    spl0_1613,
    inference(rat,[],[s5900,s26616]) ).

cnf(s26619,plain,
    spl0_2566,
    inference(rat,[],[s3221,s26616]) ).

cnf(s26620,plain,
    spl0_1615,
    inference(rat,[],[s5899,s26618]) ).

cnf(s26621,plain,
    spl0_2565,
    inference(rat,[],[s3215,s26618]) ).

cnf(s26622,plain,
    spl0_1617,
    inference(rat,[],[s5898,s26620]) ).

cnf(s26623,plain,
    spl0_2564,
    inference(rat,[],[s3209,s26620]) ).

cnf(s26624,plain,
    spl0_1619,
    inference(rat,[],[s4991,s26622]) ).

cnf(s26625,plain,
    spl0_2568,
    inference(rat,[],[s3233,s26622]) ).

cnf(s26626,plain,
    spl0_2563,
    inference(rat,[],[s10670,s26624]) ).

cnf(s26627,plain,
    spl0_1621,
    inference(rat,[],[s5087,s26624]) ).

cnf(s26628,plain,
    spl0_2562,
    inference(rat,[],[s11674,s26627]) ).

cnf(s26629,plain,
    spl0_1623,
    inference(rat,[],[s5125,s26627]) ).

cnf(s26630,plain,
    spl0_2561,
    inference(rat,[],[s12567,s26629]) ).

cnf(s26631,plain,
    spl0_1625,
    inference(rat,[],[s5183,s26629]) ).

cnf(s26632,plain,
    spl0_2560,
    inference(rat,[],[s17396,s26631]) ).

cnf(s26633,plain,
    spl0_1627,
    inference(rat,[],[s5897,s26631]) ).

cnf(s26634,plain,
    spl0_1629,
    inference(rat,[],[s5896,s26633]) ).

cnf(s26635,plain,
    spl0_2580,
    inference(rat,[],[s3316,s26633]) ).

cnf(s26636,plain,
    spl0_1631,
    inference(rat,[],[s4998,s26634]) ).

cnf(s26637,plain,
    spl0_2581,
    inference(rat,[],[s3320,s26634]) ).

cnf(s26638,plain,
    spl0_2559,
    inference(rat,[],[s18227,s26636]) ).

cnf(s26639,plain,
    spl0_1633,
    inference(rat,[],[s5895,s26636]) ).

cnf(s26640,plain,
    spl0_1635,
    inference(rat,[],[s5894,s26639]) ).

cnf(s26641,plain,
    spl0_2582,
    inference(rat,[],[s3327,s26639]) ).

cnf(s26642,plain,
    spl0_1637,
    inference(rat,[],[s4988,s26640]) ).

cnf(s26643,plain,
    spl0_2558,
    inference(rat,[],[s3182,s26640]) ).

cnf(s26644,plain,
    spl0_2557,
    inference(rat,[],[s18989,s26642]) ).

cnf(s26645,plain,
    spl0_1639,
    inference(rat,[],[s5893,s26642]) ).

cnf(s26646,plain,
    spl0_1641,
    inference(rat,[],[s5121,s26645]) ).

cnf(s26647,plain,
    spl0_2555,
    inference(rat,[],[s3166,s26645]) ).

cnf(s26648,plain,
    spl0_1643,
    inference(rat,[],[s4987,s26646]) ).

cnf(s26649,plain,
    spl0_2556,
    inference(rat,[],[s3170,s26646]) ).

cnf(s26650,plain,
    spl0_2554,
    inference(rat,[],[s18694,s26648]) ).

cnf(s26651,plain,
    spl0_1645,
    inference(rat,[],[s5086,s26648]) ).

cnf(s26652,plain,
    spl0_2553,
    inference(rat,[],[s16157,s26651]) ).

cnf(s26653,plain,
    spl0_1647,
    inference(rat,[],[s5120,s26651]) ).

cnf(s26654,plain,
    spl0_2586,
    inference(rat,[],[s18697,s26653]) ).

cnf(s26655,plain,
    spl0_1649,
    inference(rat,[],[s5892,s26653]) ).

cnf(s26656,plain,
    spl0_1651,
    inference(rat,[],[s5209,s26655]) ).

cnf(s26657,plain,
    spl0_2583,
    inference(rat,[],[s3335,s26655]) ).

cnf(s26658,plain,
    spl0_1653,
    inference(rat,[],[s4986,s26656]) ).

cnf(s26659,plain,
    spl0_2552,
    inference(rat,[],[s3146,s26656]) ).

cnf(s26660,plain,
    spl0_1655,
    inference(rat,[],[s5085,s26658]) ).

cnf(s26661,plain,
    spl0_2551,
    inference(rat,[],[s3141,s26658]) ).

cnf(s26662,plain,
    spl0_2550,
    inference(rat,[],[s12506,s26660]) ).

cnf(s26663,plain,
    spl0_1657,
    inference(rat,[],[s5119,s26660]) ).

cnf(s26664,plain,
    spl0_2549,
    inference(rat,[],[s14649,s26663]) ).

cnf(s26665,plain,
    spl0_1659,
    inference(rat,[],[s5182,s26663]) ).

cnf(s26666,plain,
    spl0_2548,
    inference(rat,[],[s13283,s26665]) ).

cnf(s26667,plain,
    spl0_1661,
    inference(rat,[],[s5214,s26665]) ).

cnf(s26668,plain,
    spl0_1663,
    inference(rat,[],[s4999,s26667]) ).

cnf(s26669,plain,
    spl0_2584,
    inference(rat,[],[s3345,s26667]) ).

cnf(s26670,plain,
    spl0_2588,
    inference(rat,[],[s12509,s26668]) ).

cnf(s26671,plain,
    spl0_1665,
    inference(rat,[],[s5891,s26668]) ).

cnf(s26672,plain,
    spl0_1667,
    inference(rat,[],[s5890,s26671]) ).

cnf(s26673,plain,
    spl0_2585,
    inference(rat,[],[s3349,s26671]) ).

cnf(s26674,plain,
    spl0_1669,
    inference(rat,[],[s4984,s26672]) ).

cnf(s26675,plain,
    spl0_2547,
    inference(rat,[],[s3120,s26672]) ).

cnf(s26676,plain,
    spl0_2546,
    inference(rat,[],[s15527,s26674]) ).

cnf(s26677,plain,
    spl0_1671,
    inference(rat,[],[s5889,s26674]) ).

cnf(s26678,plain,
    spl0_1673,
    inference(rat,[],[s5888,s26677]) ).

cnf(s26679,plain,
    spl0_2545,
    inference(rat,[],[s4789,s26677]) ).

cnf(s26680,plain,
    spl0_1675,
    inference(rat,[],[s4983,s26678]) ).

cnf(s26681,plain,
    spl0_2544,
    inference(rat,[],[s3112,s26678]) ).

cnf(s26682,plain,
    spl0_2543,
    inference(rat,[],[s17813,s26680]) ).

cnf(s26683,plain,
    spl0_1677,
    inference(rat,[],[s5887,s26680]) ).

cnf(s26684,plain,
    spl0_1679,
    inference(rat,[],[s5886,s26683]) ).

cnf(s26685,plain,
    spl0_2655,
    inference(rat,[],[s4057,s26683]) ).

cnf(s26686,plain,
    spl0_1681,
    inference(rat,[],[s5028,s26684]) ).

cnf(s26687,plain,
    spl0_2653,
    inference(rat,[],[s3933,s26684]) ).

cnf(s26688,plain,
    spl0_1683,
    inference(rat,[],[s4972,s26686]) ).

cnf(s26689,plain,
    spl0_2532,
    inference(rat,[],[s2977,s26686]) ).

cnf(s26690,plain,
    spl0_2541,
    inference(rat,[],[s16160,s26688]) ).

cnf(s26691,plain,
    spl0_1685,
    inference(rat,[],[s5103,s26688]) ).

cnf(s26692,plain,
    spl0_1687,
    inference(rat,[],[s5101,s26691]) ).

cnf(s26693,plain,
    spl0_2533,
    inference(rat,[],[s2985,s26691]) ).

cnf(s26694,plain,
    spl0_1689,
    inference(rat,[],[s5102,s26692]) ).

cnf(s26695,plain,
    spl0_2530,
    inference(rat,[],[s4788,s26692]) ).

cnf(s26696,plain,
    spl0_1691,
    inference(rat,[],[s5152,s26694]) ).

cnf(s26697,plain,
    spl0_2529,
    inference(rat,[],[s2955,s26694]) ).

cnf(s26698,plain,
    spl0_1693,
    inference(rat,[],[s4971,s26696]) ).

cnf(s26699,plain,
    spl0_2531,
    inference(rat,[],[s2963,s26696]) ).

cnf(s26700,plain,
    spl0_2528,
    inference(rat,[],[s14772,s26698]) ).

cnf(s26701,plain,
    spl0_1695,
    inference(rat,[],[s5080,s26698]) ).

cnf(s26702,plain,
    spl0_1697,
    inference(rat,[],[s5144,s26701]) ).

cnf(s26703,plain,
    spl0_2527,
    inference(rat,[],[s2940,s26701]) ).

cnf(s26704,plain,
    spl0_1699,
    inference(rat,[],[s4969,s26702]) ).

cnf(s26705,plain,
    spl0_2526,
    inference(rat,[],[s2936,s26702]) ).

cnf(s26706,plain,
    spl0_1701,
    inference(rat,[],[s5146,s26704]) ).

cnf(s26707,plain,
    spl0_2525,
    inference(rat,[],[s2926,s26704]) ).

cnf(s26708,plain,
    spl0_1703,
    inference(rat,[],[s4978,s26706]) ).

cnf(s26709,plain,
    spl0_2524,
    inference(rat,[],[s4787,s26706]) ).

cnf(s26710,plain,
    spl0_1705,
    inference(rat,[],[s4977,s26708]) ).

cnf(s26711,plain,
    spl0_2523,
    inference(rat,[],[s2921,s26708]) ).

cnf(s26712,plain,
    spl0_1707,
    inference(rat,[],[s4976,s26710]) ).

cnf(s26713,plain,
    spl0_2534,
    inference(rat,[],[s2992,s26710]) ).

cnf(s26714,plain,
    spl0_1709,
    inference(rat,[],[s4975,s26712]) ).

cnf(s26715,plain,
    spl0_2535,
    inference(rat,[],[s2996,s26712]) ).

cnf(s26716,plain,
    spl0_1711,
    inference(rat,[],[s4974,s26714]) ).

cnf(s26717,plain,
    spl0_2536,
    inference(rat,[],[s2999,s26714]) ).

cnf(s26718,plain,
    spl0_2540,
    inference(rat,[],[s16163,s26716]) ).

cnf(s26719,plain,
    spl0_1713,
    inference(rat,[],[s5885,s26716]) ).

cnf(s26720,plain,
    spl0_1715,
    inference(rat,[],[s5884,s26719]) ).

cnf(s26721,plain,
    spl0_2537,
    inference(rat,[],[s3010,s26719]) ).

cnf(s26722,plain,
    spl0_1717,
    inference(rat,[],[s4980,s26720]) ).

cnf(s26723,plain,
    spl0_2538,
    inference(rat,[],[s3013,s26720]) ).

cnf(s26724,plain,
    spl0_1719,
    inference(rat,[],[s5082,s26722]) ).

cnf(s26725,plain,
    spl0_2516,
    inference(rat,[],[s2854,s26722]) ).

cnf(s26726,plain,
    spl0_1721,
    inference(rat,[],[s5883,s26724]) ).

cnf(s26727,plain,
    spl0_2517,
    inference(rat,[],[s2858,s26724]) ).

cnf(s26728,plain,
    spl0_1723,
    inference(rat,[],[s5882,s26726]) ).

cnf(s26729,plain,
    spl0_2542,
    inference(rat,[],[s3053,s26726]) ).

cnf(s26730,plain,
    spl0_1725,
    inference(rat,[],[s5881,s26728]) ).

cnf(s26731,plain,
    spl0_2518,
    inference(rat,[],[s2861,s26728]) ).

cnf(s26732,plain,
    spl0_1727,
    inference(rat,[],[s4982,s26730]) ).

cnf(s26733,plain,
    spl0_2539,
    inference(rat,[],[s3023,s26730]) ).

cnf(s26734,plain,
    spl0_1729,
    inference(rat,[],[s5084,s26732]) ).

cnf(s26735,plain,
    spl0_2519,
    inference(rat,[],[s2866,s26732]) ).

cnf(s26736,plain,
    spl0_1731,
    inference(rat,[],[s5880,s26734]) ).

cnf(s26737,plain,
    spl0_2520,
    inference(rat,[],[s2871,s26734]) ).

cnf(s26738,plain,
    spl0_1733,
    inference(rat,[],[s5879,s26736]) ).

cnf(s26739,plain,
    spl0_2522,
    inference(rat,[],[s2886,s26736]) ).

cnf(s26740,plain,
    spl0_1735,
    inference(rat,[],[s4967,s26738]) ).

cnf(s26741,plain,
    spl0_2521,
    inference(rat,[],[s2877,s26738]) ).

cnf(s26742,plain,
    spl0_2515,
    inference(rat,[],[s18700,s26740]) ).

cnf(s26743,plain,
    spl0_1737,
    inference(rat,[],[s5878,s26740]) ).

cnf(s26744,plain,
    spl0_1739,
    inference(rat,[],[s5877,s26743]) ).

cnf(s26745,plain,
    spl0_2511,
    inference(rat,[],[s2811,s26743]) ).

cnf(s26746,plain,
    spl0_1741,
    inference(rat,[],[s5876,s26744]) ).

cnf(s26747,plain,
    spl0_2512,
    inference(rat,[],[s2815,s26744]) ).

cnf(s26748,plain,
    spl0_1743,
    inference(rat,[],[s5875,s26746]) ).

cnf(s26749,plain,
    spl0_2513,
    inference(rat,[],[s2819,s26746]) ).

cnf(s26750,plain,
    spl0_1745,
    inference(rat,[],[s4966,s26748]) ).

cnf(s26751,plain,
    spl0_2514,
    inference(rat,[],[s2824,s26748]) ).

cnf(s26752,plain,
    spl0_2510,
    inference(rat,[],[s18421,s26750]) ).

cnf(s26753,plain,
    spl0_1747,
    inference(rat,[],[s5874,s26750]) ).

cnf(s26754,plain,
    spl0_1749,
    inference(rat,[],[s5873,s26753]) ).

cnf(s26755,plain,
    spl0_2506,
    inference(rat,[],[s2777,s26753]) ).

cnf(s26756,plain,
    spl0_1751,
    inference(rat,[],[s5872,s26754]) ).

cnf(s26757,plain,
    spl0_2507,
    inference(rat,[],[s2781,s26754]) ).

cnf(s26758,plain,
    spl0_1753,
    inference(rat,[],[s5871,s26756]) ).

cnf(s26759,plain,
    spl0_2508,
    inference(rat,[],[s2785,s26756]) ).

cnf(s26760,plain,
    spl0_1755,
    inference(rat,[],[s4965,s26758]) ).

cnf(s26761,plain,
    spl0_2509,
    inference(rat,[],[s2790,s26758]) ).

cnf(s26762,plain,
    spl0_2504,
    inference(rat,[],[s14652,s26760]) ).

cnf(s26763,plain,
    spl0_1757,
    inference(rat,[],[s5870,s26760]) ).

cnf(s26764,plain,
    spl0_1759,
    inference(rat,[],[s5869,s26763]) ).

cnf(s26765,plain,
    spl0_2496,
    inference(rat,[],[s2706,s26763]) ).

cnf(s26766,plain,
    spl0_1761,
    inference(rat,[],[s4959,s26764]) ).

cnf(s26767,plain,
    spl0_2497,
    inference(rat,[],[s2709,s26764]) ).

cnf(s26768,plain,
    spl0_1763,
    inference(rat,[],[s4958,s26766]) ).

cnf(s26769,plain,
    spl0_2498,
    inference(rat,[],[s2715,s26766]) ).

cnf(s26770,plain,
    spl0_1765,
    inference(rat,[],[s4957,s26768]) ).

cnf(s26771,plain,
    spl0_2499,
    inference(rat,[],[s2719,s26768]) ).

cnf(s26772,plain,
    spl0_2503,
    inference(rat,[],[s18337,s26770]) ).

cnf(s26773,plain,
    spl0_1767,
    inference(rat,[],[s5868,s26770]) ).

cnf(s26774,plain,
    spl0_1769,
    inference(rat,[],[s4963,s26773]) ).

cnf(s26775,plain,
    spl0_2501,
    inference(rat,[],[s2736,s26773]) ).

cnf(s26776,plain,
    spl0_1771,
    inference(rat,[],[s5867,s26774]) ).

cnf(s26777,plain,
    spl0_2500,
    inference(rat,[],[s2722,s26774]) ).

cnf(s26778,plain,
    spl0_1773,
    inference(rat,[],[s5866,s26776]) ).

cnf(s26779,plain,
    spl0_2505,
    inference(rat,[],[s2748,s26776]) ).

cnf(s26780,plain,
    spl0_1775,
    inference(rat,[],[s4964,s26778]) ).

cnf(s26781,plain,
    spl0_2502,
    inference(rat,[],[s2739,s26778]) ).

cnf(s26782,plain,
    spl0_2495,
    inference(rat,[],[s10192,s26780]) ).

cnf(s26783,plain,
    spl0_1777,
    inference(rat,[],[s5865,s26780]) ).

cnf(s26784,plain,
    spl0_1779,
    inference(rat,[],[s5864,s26783]) ).

cnf(s26785,plain,
    spl0_2485,
    inference(rat,[],[s2624,s26783]) ).

cnf(s26786,plain,
    spl0_1781,
    inference(rat,[],[s5863,s26784]) ).

cnf(s26787,plain,
    spl0_2486,
    inference(rat,[],[s2628,s26784]) ).

cnf(s26788,plain,
    spl0_1783,
    inference(rat,[],[s5862,s26786]) ).

cnf(s26789,plain,
    spl0_2487,
    inference(rat,[],[s2632,s26786]) ).

cnf(s26790,plain,
    spl0_1785,
    inference(rat,[],[s5861,s26788]) ).

cnf(s26791,plain,
    spl0_2488,
    inference(rat,[],[s2636,s26788]) ).

cnf(s26792,plain,
    spl0_1787,
    inference(rat,[],[s5860,s26790]) ).

cnf(s26793,plain,
    spl0_2489,
    inference(rat,[],[s2642,s26790]) ).

cnf(s26794,plain,
    spl0_1789,
    inference(rat,[],[s5859,s26792]) ).

cnf(s26795,plain,
    spl0_2490,
    inference(rat,[],[s2647,s26792]) ).

cnf(s26796,plain,
    spl0_1791,
    inference(rat,[],[s5858,s26794]) ).

cnf(s26797,plain,
    spl0_2491,
    inference(rat,[],[s2650,s26794]) ).

cnf(s26798,plain,
    spl0_1793,
    inference(rat,[],[s5857,s26796]) ).

cnf(s26799,plain,
    spl0_2492,
    inference(rat,[],[s2654,s26796]) ).

cnf(s26800,plain,
    spl0_1795,
    inference(rat,[],[s5856,s26798]) ).

cnf(s26801,plain,
    spl0_2493,
    inference(rat,[],[s2658,s26798]) ).

cnf(s26802,plain,
    spl0_1797,
    inference(rat,[],[s4956,s26800]) ).

cnf(s26803,plain,
    spl0_2494,
    inference(rat,[],[s2663,s26800]) ).

cnf(s26804,plain,
    spl0_2484,
    inference(rat,[],[s17815,s26802]) ).

cnf(s26805,plain,
    spl0_1799,
    inference(rat,[],[s5855,s26802]) ).

cnf(s26806,plain,
    spl0_1801,
    inference(rat,[],[s5854,s26805]) ).

cnf(s26807,plain,
    spl0_2483,
    inference(rat,[],[s2597,s26805]) ).

cnf(s26808,plain,
    spl0_1803,
    inference(rat,[],[s4955,s26806]) ).

cnf(s26809,plain,
    spl0_2482,
    inference(rat,[],[s2588,s26806]) ).

cnf(s26810,plain,
    spl0_2481,
    inference(rat,[],[s18229,s26808]) ).

cnf(s26811,plain,
    spl0_1805,
    inference(rat,[],[s5853,s26808]) ).

cnf(s26812,plain,
    spl0_1807,
    inference(rat,[],[s5852,s26811]) ).

cnf(s26813,plain,
    spl0_2475,
    inference(rat,[],[s2552,s26811]) ).

cnf(s26814,plain,
    spl0_1809,
    inference(rat,[],[s5851,s26812]) ).

cnf(s26815,plain,
    spl0_2476,
    inference(rat,[],[s2556,s26812]) ).

cnf(s26816,plain,
    spl0_1811,
    inference(rat,[],[s5850,s26814]) ).

cnf(s26817,plain,
    spl0_2477,
    inference(rat,[],[s2560,s26814]) ).

cnf(s26818,plain,
    spl0_1813,
    inference(rat,[],[s5849,s26816]) ).

cnf(s26819,plain,
    spl0_2478,
    inference(rat,[],[s2564,s26816]) ).

cnf(s26820,plain,
    spl0_1815,
    inference(rat,[],[s5848,s26818]) ).

cnf(s26821,plain,
    spl0_2479,
    inference(rat,[],[s2568,s26818]) ).

cnf(s26822,plain,
    spl0_1817,
    inference(rat,[],[s4954,s26820]) ).

cnf(s26823,plain,
    spl0_2480,
    inference(rat,[],[s2573,s26820]) ).

cnf(s26824,plain,
    spl0_2474,
    inference(rat,[],[s12236,s26822]) ).

cnf(s26825,plain,
    spl0_1819,
    inference(rat,[],[s5847,s26822]) ).

cnf(s26826,plain,
    spl0_1821,
    inference(rat,[],[s5846,s26825]) ).

cnf(s26827,plain,
    spl0_2470,
    inference(rat,[],[s2514,s26825]) ).

cnf(s26828,plain,
    spl0_1823,
    inference(rat,[],[s5845,s26826]) ).

cnf(s26829,plain,
    spl0_2471,
    inference(rat,[],[s2518,s26826]) ).

cnf(s26830,plain,
    spl0_1825,
    inference(rat,[],[s5844,s26828]) ).

cnf(s26831,plain,
    spl0_2472,
    inference(rat,[],[s2522,s26828]) ).

cnf(s26832,plain,
    spl0_1827,
    inference(rat,[],[s4953,s26830]) ).

cnf(s26833,plain,
    spl0_2473,
    inference(rat,[],[s2527,s26830]) ).

cnf(s26834,plain,
    spl0_2469,
    inference(rat,[],[s16930,s26832]) ).

cnf(s26835,plain,
    spl0_1829,
    inference(rat,[],[s5843,s26832]) ).

cnf(s26836,plain,
    spl0_1831,
    inference(rat,[],[s5842,s26835]) ).

cnf(s26837,plain,
    spl0_2465,
    inference(rat,[],[s2480,s26835]) ).

cnf(s26838,plain,
    spl0_1833,
    inference(rat,[],[s5841,s26836]) ).

cnf(s26839,plain,
    spl0_2466,
    inference(rat,[],[s2484,s26836]) ).

cnf(s26840,plain,
    spl0_1835,
    inference(rat,[],[s5840,s26838]) ).

cnf(s26841,plain,
    spl0_2467,
    inference(rat,[],[s2488,s26838]) ).

cnf(s26842,plain,
    spl0_1837,
    inference(rat,[],[s4952,s26840]) ).

cnf(s26843,plain,
    spl0_2468,
    inference(rat,[],[s2493,s26840]) ).

cnf(s26844,plain,
    spl0_2464,
    inference(rat,[],[s15749,s26842]) ).

cnf(s26845,plain,
    spl0_1839,
    inference(rat,[],[s5839,s26842]) ).

cnf(s26846,plain,
    spl0_1841,
    inference(rat,[],[s5838,s26845]) ).

cnf(s26847,plain,
    spl0_2459,
    inference(rat,[],[s2440,s26845]) ).

cnf(s26848,plain,
    spl0_1843,
    inference(rat,[],[s5837,s26846]) ).

cnf(s26849,plain,
    spl0_2460,
    inference(rat,[],[s2444,s26846]) ).

cnf(s26850,plain,
    spl0_1845,
    inference(rat,[],[s5836,s26848]) ).

cnf(s26851,plain,
    spl0_2461,
    inference(rat,[],[s2448,s26848]) ).

cnf(s26852,plain,
    spl0_1847,
    inference(rat,[],[s5835,s26850]) ).

cnf(s26853,plain,
    spl0_2462,
    inference(rat,[],[s2452,s26850]) ).

cnf(s26854,plain,
    spl0_1849,
    inference(rat,[],[s4951,s26852]) ).

cnf(s26855,plain,
    spl0_2463,
    inference(rat,[],[s2457,s26852]) ).

cnf(s26856,plain,
    spl0_2458,
    inference(rat,[],[s17398,s26854]) ).

cnf(s26857,plain,
    spl0_1851,
    inference(rat,[],[s5077,s26854]) ).

cnf(s26858,plain,
    spl0_1853,
    inference(rat,[],[s4950,s26857]) ).

cnf(s26859,plain,
    spl0_2453,
    inference(rat,[],[s2396,s26857]) ).

cnf(s26860,plain,
    spl0_1855,
    inference(rat,[],[s4949,s26858]) ).

cnf(s26861,plain,
    spl0_2454,
    inference(rat,[],[s2400,s26858]) ).

cnf(s26862,plain,
    spl0_1857,
    inference(rat,[],[s4948,s26860]) ).

cnf(s26863,plain,
    spl0_2455,
    inference(rat,[],[s2404,s26860]) ).

cnf(s26864,plain,
    spl0_1859,
    inference(rat,[],[s5076,s26862]) ).

cnf(s26865,plain,
    spl0_2456,
    inference(rat,[],[s2408,s26862]) ).

cnf(s26866,plain,
    spl0_1861,
    inference(rat,[],[s5117,s26864]) ).

cnf(s26867,plain,
    spl0_2457,
    inference(rat,[],[s2411,s26864]) ).

cnf(s26868,plain,
    spl0_2452,
    inference(rat,[],[s16839,s26866]) ).

cnf(s26869,plain,
    spl0_1863,
    inference(rat,[],[s5181,s26866]) ).

cnf(s26870,plain,
    spl0_1865,
    inference(rat,[],[s4946,s26869]) ).

cnf(s26871,plain,
    spl0_2447,
    inference(rat,[],[s2352,s26869]) ).

cnf(s26872,plain,
    spl0_1867,
    inference(rat,[],[s4945,s26870]) ).

cnf(s26873,plain,
    spl0_2448,
    inference(rat,[],[s2356,s26870]) ).

cnf(s26874,plain,
    spl0_1869,
    inference(rat,[],[s4944,s26872]) ).

cnf(s26875,plain,
    spl0_2449,
    inference(rat,[],[s2360,s26872]) ).

cnf(s26876,plain,
    spl0_1871,
    inference(rat,[],[s5180,s26874]) ).

cnf(s26877,plain,
    spl0_2450,
    inference(rat,[],[s2364,s26874]) ).

cnf(s26878,plain,
    spl0_1873,
    inference(rat,[],[s5834,s26876]) ).

cnf(s26879,plain,
    spl0_2451,
    inference(rat,[],[s2367,s26876]) ).

cnf(s26880,plain,
    spl0_1875,
    inference(rat,[],[s4942,s26878]) ).

cnf(s26881,plain,
    spl0_2446,
    inference(rat,[],[s2336,s26878]) ).

cnf(s26882,plain,
    spl0_2445,
    inference(rat,[],[s15671,s26880]) ).

cnf(s26883,plain,
    spl0_1877,
    inference(rat,[],[s5071,s26880]) ).

cnf(s26884,plain,
    spl0_1879,
    inference(rat,[],[s5116,s26883]) ).

cnf(s26885,plain,
    spl0_2444,
    inference(rat,[],[s2327,s26883]) ).

cnf(s26886,plain,
    spl0_2443,
    inference(rat,[],[s16166,s26884]) ).

cnf(s26887,plain,
    spl0_1881,
    inference(rat,[],[s5175,s26884]) ).

cnf(s26888,plain,
    spl0_1883,
    inference(rat,[],[s4941,s26887]) ).

cnf(s26889,plain,
    spl0_2431,
    inference(rat,[],[s2250,s26887]) ).

cnf(s26890,plain,
    spl0_1885,
    inference(rat,[],[s4940,s26888]) ).

cnf(s26891,plain,
    spl0_2432,
    inference(rat,[],[s2254,s26888]) ).

cnf(s26892,plain,
    spl0_1887,
    inference(rat,[],[s4939,s26890]) ).

cnf(s26893,plain,
    spl0_2433,
    inference(rat,[],[s2258,s26890]) ).

cnf(s26894,plain,
    spl0_1889,
    inference(rat,[],[s4938,s26892]) ).

cnf(s26895,plain,
    spl0_2434,
    inference(rat,[],[s2262,s26892]) ).

cnf(s26896,plain,
    spl0_1891,
    inference(rat,[],[s4937,s26894]) ).

cnf(s26897,plain,
    spl0_2435,
    inference(rat,[],[s2266,s26894]) ).

cnf(s26898,plain,
    spl0_1893,
    inference(rat,[],[s4936,s26896]) ).

cnf(s26899,plain,
    spl0_2436,
    inference(rat,[],[s2270,s26896]) ).

cnf(s26900,plain,
    spl0_1895,
    inference(rat,[],[s4935,s26898]) ).

cnf(s26901,plain,
    spl0_2437,
    inference(rat,[],[s2274,s26898]) ).

cnf(s26902,plain,
    spl0_1897,
    inference(rat,[],[s4934,s26900]) ).

cnf(s26903,plain,
    spl0_2438,
    inference(rat,[],[s2278,s26900]) ).

cnf(s26904,plain,
    spl0_1899,
    inference(rat,[],[s4933,s26902]) ).

cnf(s26905,plain,
    spl0_2439,
    inference(rat,[],[s2282,s26902]) ).

cnf(s26906,plain,
    spl0_1901,
    inference(rat,[],[s4932,s26904]) ).

cnf(s26907,plain,
    spl0_2440,
    inference(rat,[],[s2286,s26904]) ).

cnf(s26908,plain,
    spl0_1903,
    inference(rat,[],[s5174,s26906]) ).

cnf(s26909,plain,
    spl0_2441,
    inference(rat,[],[s2290,s26906]) ).

cnf(s26910,plain,
    spl0_1905,
    inference(rat,[],[s5207,s26908]) ).

cnf(s26911,plain,
    spl0_2442,
    inference(rat,[],[s2293,s26908]) ).

cnf(s26912,plain,
    spl0_2430,
    inference(rat,[],[s14775,s26910]) ).

cnf(s26913,plain,
    spl0_1907,
    inference(rat,[],[s5238,s26910]) ).

cnf(s26914,plain,
    spl0_1909,
    inference(rat,[],[s4930,s26913]) ).

cnf(s26915,plain,
    spl0_2420,
    inference(rat,[],[s2162,s26913]) ).

cnf(s26916,plain,
    spl0_1911,
    inference(rat,[],[s4929,s26914]) ).

cnf(s26917,plain,
    spl0_2421,
    inference(rat,[],[s2166,s26914]) ).

cnf(s26918,plain,
    spl0_1913,
    inference(rat,[],[s4928,s26916]) ).

cnf(s26919,plain,
    spl0_2422,
    inference(rat,[],[s2170,s26916]) ).

cnf(s26920,plain,
    spl0_1915,
    inference(rat,[],[s4927,s26918]) ).

cnf(s26921,plain,
    spl0_2423,
    inference(rat,[],[s2174,s26918]) ).

cnf(s26922,plain,
    spl0_1917,
    inference(rat,[],[s4926,s26920]) ).

cnf(s26923,plain,
    spl0_2424,
    inference(rat,[],[s2178,s26920]) ).

cnf(s26924,plain,
    spl0_1919,
    inference(rat,[],[s4925,s26922]) ).

cnf(s26925,plain,
    spl0_2425,
    inference(rat,[],[s2182,s26922]) ).

cnf(s26926,plain,
    spl0_1921,
    inference(rat,[],[s4924,s26924]) ).

cnf(s26927,plain,
    spl0_2426,
    inference(rat,[],[s2186,s26924]) ).

cnf(s26928,plain,
    spl0_1923,
    inference(rat,[],[s4923,s26926]) ).

cnf(s26929,plain,
    spl0_2427,
    inference(rat,[],[s2190,s26926]) ).

cnf(s26930,plain,
    spl0_1925,
    inference(rat,[],[s5237,s26928]) ).

cnf(s26931,plain,
    spl0_2428,
    inference(rat,[],[s2194,s26928]) ).

cnf(s26932,plain,
    spl0_1927,
    inference(rat,[],[s5240,s26930]) ).

cnf(s26933,plain,
    spl0_2429,
    inference(rat,[],[s2197,s26930]) ).

cnf(s26934,plain,
    spl0_2419,
    inference(rat,[],[s10923,s26932]) ).

cnf(s26935,plain,
    spl0_1929,
    inference(rat,[],[s5261,s26932]) ).

cnf(s26936,plain,
    spl0_1931,
    inference(rat,[],[s4921,s26935]) ).

cnf(s26937,plain,
    spl0_2415,
    inference(rat,[],[s2114,s26935]) ).

cnf(s26938,plain,
    spl0_1933,
    inference(rat,[],[s4920,s26936]) ).

cnf(s26939,plain,
    spl0_2416,
    inference(rat,[],[s2118,s26936]) ).

cnf(s26940,plain,
    spl0_1935,
    inference(rat,[],[s5260,s26938]) ).

cnf(s26941,plain,
    spl0_2417,
    inference(rat,[],[s2122,s26938]) ).

cnf(s26942,plain,
    spl0_1937,
    inference(rat,[],[s5263,s26940]) ).

cnf(s26943,plain,
    spl0_2418,
    inference(rat,[],[s2125,s26940]) ).

cnf(s26944,plain,
    spl0_2414,
    inference(rat,[],[s14149,s26942]) ).

cnf(s26945,plain,
    spl0_1939,
    inference(rat,[],[s5285,s26942]) ).

cnf(s26946,plain,
    spl0_1941,
    inference(rat,[],[s4918,s26945]) ).

cnf(s26947,plain,
    spl0_2408,
    inference(rat,[],[s2066,s26945]) ).

cnf(s26948,plain,
    spl0_1943,
    inference(rat,[],[s4917,s26946]) ).

cnf(s26949,plain,
    spl0_2409,
    inference(rat,[],[s2070,s26946]) ).

cnf(s26950,plain,
    spl0_1945,
    inference(rat,[],[s4916,s26948]) ).

cnf(s26951,plain,
    spl0_2410,
    inference(rat,[],[s2074,s26948]) ).

cnf(s26952,plain,
    spl0_1947,
    inference(rat,[],[s4915,s26950]) ).

cnf(s26953,plain,
    spl0_2411,
    inference(rat,[],[s2078,s26950]) ).

cnf(s26954,plain,
    spl0_1949,
    inference(rat,[],[s5284,s26952]) ).

cnf(s26955,plain,
    spl0_2412,
    inference(rat,[],[s2082,s26952]) ).

cnf(s26956,plain,
    spl0_1951,
    inference(rat,[],[s5287,s26954]) ).

cnf(s26957,plain,
    spl0_2413,
    inference(rat,[],[s2085,s26954]) ).

cnf(s26958,plain,
    spl0_2407,
    inference(rat,[],[s12012,s26956]) ).

cnf(s26959,plain,
    spl0_1953,
    inference(rat,[],[s5309,s26956]) ).

cnf(s26960,plain,
    spl0_1955,
    inference(rat,[],[s4913,s26959]) ).

cnf(s26961,plain,
    spl0_2401,
    inference(rat,[],[s2014,s26959]) ).

cnf(s26962,plain,
    spl0_1957,
    inference(rat,[],[s4912,s26960]) ).

cnf(s26963,plain,
    spl0_2402,
    inference(rat,[],[s2018,s26960]) ).

cnf(s26964,plain,
    spl0_1959,
    inference(rat,[],[s4911,s26962]) ).

cnf(s26965,plain,
    spl0_2403,
    inference(rat,[],[s2022,s26962]) ).

cnf(s26966,plain,
    spl0_1961,
    inference(rat,[],[s4910,s26964]) ).

cnf(s26967,plain,
    spl0_2404,
    inference(rat,[],[s2026,s26964]) ).

cnf(s26968,plain,
    spl0_1963,
    inference(rat,[],[s5308,s26966]) ).

cnf(s26969,plain,
    spl0_2405,
    inference(rat,[],[s2030,s26966]) ).

cnf(s26970,plain,
    spl0_1965,
    inference(rat,[],[s5311,s26968]) ).

cnf(s26971,plain,
    spl0_2406,
    inference(rat,[],[s2033,s26968]) ).

cnf(s26972,plain,
    spl0_2400,
    inference(rat,[],[s14778,s26970]) ).

cnf(s26973,plain,
    spl0_1967,
    inference(rat,[],[s5313,s26970]) ).

cnf(s26974,plain,
    spl0_1969,
    inference(rat,[],[s5314,s26973]) ).

cnf(s26975,plain,
    spl0_2399,
    inference(rat,[],[s1991,s26973]) ).

cnf(s26976,plain,
    spl0_2398,
    inference(rat,[],[s10867,s26974]) ).

cnf(s26977,plain,
    spl0_1971,
    inference(rat,[],[s5322,s26974]) ).

cnf(s26978,plain,
    spl0_1973,
    inference(rat,[],[s4908,s26977]) ).

cnf(s26979,plain,
    spl0_2391,
    inference(rat,[],[s1944,s26977]) ).

cnf(s26980,plain,
    spl0_1975,
    inference(rat,[],[s4907,s26978]) ).

cnf(s26981,plain,
    spl0_2392,
    inference(rat,[],[s1948,s26978]) ).

cnf(s26982,plain,
    spl0_1977,
    inference(rat,[],[s4906,s26980]) ).

cnf(s26983,plain,
    spl0_2393,
    inference(rat,[],[s1952,s26980]) ).

cnf(s26984,plain,
    spl0_1979,
    inference(rat,[],[s4905,s26982]) ).

cnf(s26985,plain,
    spl0_2394,
    inference(rat,[],[s1956,s26982]) ).

cnf(s26986,plain,
    spl0_1981,
    inference(rat,[],[s4904,s26984]) ).

cnf(s26987,plain,
    spl0_2395,
    inference(rat,[],[s1960,s26984]) ).

cnf(s26988,plain,
    spl0_1983,
    inference(rat,[],[s5321,s26986]) ).

cnf(s26989,plain,
    spl0_2396,
    inference(rat,[],[s1964,s26986]) ).

cnf(s26990,plain,
    spl0_1985,
    inference(rat,[],[s5323,s26988]) ).

cnf(s26991,plain,
    spl0_2397,
    inference(rat,[],[s1967,s26988]) ).

cnf(s26992,plain,
    spl0_2390,
    inference(rat,[],[s19032,s26990]) ).

cnf(s26993,plain,
    spl0_1987,
    inference(rat,[],[s5327,s26990]) ).

cnf(s26994,plain,
    spl0_1989,
    inference(rat,[],[s4902,s26993]) ).

cnf(s26995,plain,
    spl0_2387,
    inference(rat,[],[s1908,s26993]) ).

cnf(s26996,plain,
    spl0_1991,
    inference(rat,[],[s5326,s26994]) ).

cnf(s26997,plain,
    spl0_2388,
    inference(rat,[],[s1912,s26994]) ).

cnf(s26998,plain,
    spl0_1993,
    inference(rat,[],[s5328,s26996]) ).

cnf(s26999,plain,
    spl0_2389,
    inference(rat,[],[s1915,s26996]) ).

cnf(s27000,plain,
    spl0_2386,
    inference(rat,[],[s12719,s26998]) ).

cnf(s27001,plain,
    spl0_1995,
    inference(rat,[],[s5334,s26998]) ).

cnf(s27002,plain,
    spl0_1997,
    inference(rat,[],[s4900,s27001]) ).

cnf(s27003,plain,
    spl0_2381,
    inference(rat,[],[s1868,s27001]) ).

cnf(s27004,plain,
    spl0_1999,
    inference(rat,[],[s4899,s27002]) ).

cnf(s27005,plain,
    spl0_2382,
    inference(rat,[],[s1872,s27002]) ).

cnf(s27006,plain,
    spl0_2001,
    inference(rat,[],[s4898,s27004]) ).

cnf(s27007,plain,
    spl0_2383,
    inference(rat,[],[s1876,s27004]) ).

cnf(s27008,plain,
    spl0_2003,
    inference(rat,[],[s5333,s27006]) ).

cnf(s27009,plain,
    spl0_2384,
    inference(rat,[],[s1880,s27006]) ).

cnf(s27010,plain,
    spl0_2005,
    inference(rat,[],[s5335,s27008]) ).

cnf(s27011,plain,
    spl0_2385,
    inference(rat,[],[s1883,s27008]) ).

cnf(s27012,plain,
    spl0_2380,
    inference(rat,[],[s18991,s27010]) ).

cnf(s27013,plain,
    spl0_2007,
    inference(rat,[],[s5348,s27010]) ).

cnf(s27014,plain,
    spl0_2009,
    inference(rat,[],[s4896,s27013]) ).

cnf(s27015,plain,
    spl0_2368,
    inference(rat,[],[s1782,s27013]) ).

cnf(s27016,plain,
    spl0_2011,
    inference(rat,[],[s4895,s27014]) ).

cnf(s27017,plain,
    spl0_2369,
    inference(rat,[],[s1786,s27014]) ).

cnf(s27018,plain,
    spl0_2013,
    inference(rat,[],[s4894,s27016]) ).

cnf(s27019,plain,
    spl0_2370,
    inference(rat,[],[s1790,s27016]) ).

cnf(s27020,plain,
    spl0_2015,
    inference(rat,[],[s4893,s27018]) ).

cnf(s27021,plain,
    spl0_2371,
    inference(rat,[],[s1794,s27018]) ).

cnf(s27022,plain,
    spl0_2017,
    inference(rat,[],[s4892,s27020]) ).

cnf(s27023,plain,
    spl0_2372,
    inference(rat,[],[s1798,s27020]) ).

cnf(s27024,plain,
    spl0_2019,
    inference(rat,[],[s4891,s27022]) ).

cnf(s27025,plain,
    spl0_2373,
    inference(rat,[],[s1802,s27022]) ).

cnf(s27026,plain,
    spl0_2021,
    inference(rat,[],[s4890,s27024]) ).

cnf(s27027,plain,
    spl0_2374,
    inference(rat,[],[s1806,s27024]) ).

cnf(s27028,plain,
    spl0_2023,
    inference(rat,[],[s4889,s27026]) ).

cnf(s27029,plain,
    spl0_2375,
    inference(rat,[],[s1810,s27026]) ).

cnf(s27030,plain,
    spl0_2025,
    inference(rat,[],[s4888,s27028]) ).

cnf(s27031,plain,
    spl0_2376,
    inference(rat,[],[s1814,s27028]) ).

cnf(s27032,plain,
    spl0_2027,
    inference(rat,[],[s4887,s27030]) ).

cnf(s27033,plain,
    spl0_2377,
    inference(rat,[],[s1818,s27030]) ).

cnf(s27034,plain,
    spl0_2029,
    inference(rat,[],[s5347,s27032]) ).

cnf(s27035,plain,
    spl0_2378,
    inference(rat,[],[s1822,s27032]) ).

cnf(s27036,plain,
    spl0_2031,
    inference(rat,[],[s5833,s27034]) ).

cnf(s27037,plain,
    spl0_2379,
    inference(rat,[],[s1825,s27034]) ).

cnf(s27038,plain,
    spl0_2033,
    inference(rat,[],[s5832,s27036]) ).

cnf(s27039,plain,
    spl0_2367,
    inference(rat,[],[s1752,s27036]) ).

cnf(s27040,plain,
    spl0_2035,
    inference(rat,[],[s5831,s27038]) ).

cnf(s27041,plain,
    spl0_2366,
    inference(rat,[],[s1748,s27038]) ).

cnf(s27042,plain,
    spl0_2037,
    inference(rat,[],[s5830,s27040]) ).

cnf(s27043,plain,
    spl0_2365,
    inference(rat,[],[s1744,s27040]) ).

cnf(s27044,plain,
    spl0_2039,
    inference(rat,[],[s5829,s27042]) ).

cnf(s27045,plain,
    spl0_2364,
    inference(rat,[],[s1740,s27042]) ).

cnf(s27046,plain,
    spl0_2041,
    inference(rat,[],[s4885,s27044]) ).

cnf(s27047,plain,
    spl0_2363,
    inference(rat,[],[s1736,s27044]) ).

cnf(s27048,plain,
    spl0_2362,
    inference(rat,[],[s11033,s27046]) ).

cnf(s27049,plain,
    spl0_2043,
    inference(rat,[],[s5069,s27046]) ).

cnf(s27050,plain,
    spl0_2045,
    inference(rat,[],[s5115,s27049]) ).

cnf(s27051,plain,
    spl0_2361,
    inference(rat,[],[s1727,s27049]) ).

cnf(s27052,plain,
    spl0_2360,
    inference(rat,[],[s11035,s27050]) ).

cnf(s27053,plain,
    spl0_2047,
    inference(rat,[],[s5162,s27050]) ).

cnf(s27054,plain,
    spl0_2049,
    inference(rat,[],[s4884,s27053]) ).

cnf(s27055,plain,
    spl0_2357,
    inference(rat,[],[s1704,s27053]) ).

cnf(s27056,plain,
    spl0_2051,
    inference(rat,[],[s5161,s27054]) ).

cnf(s27057,plain,
    spl0_2358,
    inference(rat,[],[s1708,s27054]) ).

cnf(s27058,plain,
    spl0_2053,
    inference(rat,[],[s5206,s27056]) ).

cnf(s27059,plain,
    spl0_2359,
    inference(rat,[],[s1711,s27056]) ).

cnf(s27060,plain,
    spl0_2356,
    inference(rat,[],[s19034,s27058]) ).

cnf(s27061,plain,
    spl0_2055,
    inference(rat,[],[s5227,s27058]) ).

cnf(s27062,plain,
    spl0_2057,
    inference(rat,[],[s4882,s27061]) ).

cnf(s27063,plain,
    spl0_2349,
    inference(rat,[],[s1652,s27061]) ).

cnf(s27064,plain,
    spl0_2059,
    inference(rat,[],[s4881,s27062]) ).

cnf(s27065,plain,
    spl0_2350,
    inference(rat,[],[s1656,s27062]) ).

cnf(s27066,plain,
    spl0_2061,
    inference(rat,[],[s4880,s27064]) ).

cnf(s27067,plain,
    spl0_2351,
    inference(rat,[],[s1660,s27064]) ).

cnf(s27068,plain,
    spl0_2063,
    inference(rat,[],[s4879,s27066]) ).

cnf(s27069,plain,
    spl0_2352,
    inference(rat,[],[s1664,s27066]) ).

cnf(s27070,plain,
    spl0_2065,
    inference(rat,[],[s4878,s27068]) ).

cnf(s27071,plain,
    spl0_2353,
    inference(rat,[],[s1668,s27068]) ).

cnf(s27072,plain,
    spl0_2067,
    inference(rat,[],[s5226,s27070]) ).

cnf(s27073,plain,
    spl0_2354,
    inference(rat,[],[s1672,s27070]) ).

cnf(s27074,plain,
    spl0_2069,
    inference(rat,[],[s5239,s27072]) ).

cnf(s27075,plain,
    spl0_2355,
    inference(rat,[],[s1675,s27072]) ).

cnf(s27076,plain,
    spl0_2348,
    inference(rat,[],[s13286,s27074]) ).

cnf(s27077,plain,
    spl0_2071,
    inference(rat,[],[s5256,s27074]) ).

cnf(s27078,plain,
    spl0_2073,
    inference(rat,[],[s4876,s27077]) ).

cnf(s27079,plain,
    spl0_2333,
    inference(rat,[],[s1544,s27077]) ).

cnf(s27080,plain,
    spl0_2075,
    inference(rat,[],[s4875,s27078]) ).

cnf(s27081,plain,
    spl0_2334,
    inference(rat,[],[s1548,s27078]) ).

cnf(s27082,plain,
    spl0_2077,
    inference(rat,[],[s4874,s27080]) ).

cnf(s27083,plain,
    spl0_2335,
    inference(rat,[],[s1552,s27080]) ).

cnf(s27084,plain,
    spl0_2079,
    inference(rat,[],[s4873,s27082]) ).

cnf(s27085,plain,
    spl0_2336,
    inference(rat,[],[s1556,s27082]) ).

cnf(s27086,plain,
    spl0_2081,
    inference(rat,[],[s4872,s27084]) ).

cnf(s27087,plain,
    spl0_2337,
    inference(rat,[],[s1560,s27084]) ).

cnf(s27088,plain,
    spl0_2083,
    inference(rat,[],[s4871,s27086]) ).

cnf(s27089,plain,
    spl0_2338,
    inference(rat,[],[s1564,s27086]) ).

cnf(s27090,plain,
    spl0_2085,
    inference(rat,[],[s4870,s27088]) ).

cnf(s27091,plain,
    spl0_2339,
    inference(rat,[],[s1568,s27088]) ).

cnf(s27092,plain,
    spl0_2087,
    inference(rat,[],[s4869,s27090]) ).

cnf(s27093,plain,
    spl0_2340,
    inference(rat,[],[s1572,s27090]) ).

cnf(s27094,plain,
    spl0_2089,
    inference(rat,[],[s4868,s27092]) ).

cnf(s27095,plain,
    spl0_2341,
    inference(rat,[],[s1576,s27092]) ).

cnf(s27096,plain,
    spl0_2091,
    inference(rat,[],[s4867,s27094]) ).

cnf(s27097,plain,
    spl0_2342,
    inference(rat,[],[s1580,s27094]) ).

cnf(s27098,plain,
    spl0_2093,
    inference(rat,[],[s4866,s27096]) ).

cnf(s27099,plain,
    spl0_2343,
    inference(rat,[],[s1584,s27096]) ).

cnf(s27100,plain,
    spl0_2095,
    inference(rat,[],[s4865,s27098]) ).

cnf(s27101,plain,
    spl0_2344,
    inference(rat,[],[s1588,s27098]) ).

cnf(s27102,plain,
    spl0_2097,
    inference(rat,[],[s4864,s27100]) ).

cnf(s27103,plain,
    spl0_2345,
    inference(rat,[],[s1592,s27100]) ).

cnf(s27104,plain,
    spl0_2099,
    inference(rat,[],[s5255,s27102]) ).

cnf(s27105,plain,
    spl0_2346,
    inference(rat,[],[s1596,s27102]) ).

cnf(s27106,plain,
    spl0_2101,
    inference(rat,[],[s5262,s27104]) ).

cnf(s27107,plain,
    spl0_2347,
    inference(rat,[],[s1599,s27104]) ).

cnf(s27108,plain,
    spl0_2332,
    inference(rat,[],[s12569,s27106]) ).

cnf(s27109,plain,
    spl0_2103,
    inference(rat,[],[s5278,s27106]) ).

cnf(s27110,plain,
    spl0_2105,
    inference(rat,[],[s4862,s27109]) ).

cnf(s27111,plain,
    spl0_2318,
    inference(rat,[],[s1426,s27109]) ).

cnf(s27112,plain,
    spl0_2107,
    inference(rat,[],[s4861,s27110]) ).

cnf(s27113,plain,
    spl0_2319,
    inference(rat,[],[s1430,s27110]) ).

cnf(s27114,plain,
    spl0_2109,
    inference(rat,[],[s4860,s27112]) ).

cnf(s27115,plain,
    spl0_2320,
    inference(rat,[],[s1434,s27112]) ).

cnf(s27116,plain,
    spl0_2111,
    inference(rat,[],[s4859,s27114]) ).

cnf(s27117,plain,
    spl0_2321,
    inference(rat,[],[s1438,s27114]) ).

cnf(s27118,plain,
    spl0_2113,
    inference(rat,[],[s4858,s27116]) ).

cnf(s27119,plain,
    spl0_2322,
    inference(rat,[],[s1442,s27116]) ).

cnf(s27120,plain,
    spl0_2115,
    inference(rat,[],[s4857,s27118]) ).

cnf(s27121,plain,
    spl0_2323,
    inference(rat,[],[s1446,s27118]) ).

cnf(s27122,plain,
    spl0_2117,
    inference(rat,[],[s4856,s27120]) ).

cnf(s27123,plain,
    spl0_2324,
    inference(rat,[],[s1450,s27120]) ).

cnf(s27124,plain,
    spl0_2119,
    inference(rat,[],[s4855,s27122]) ).

cnf(s27125,plain,
    spl0_2325,
    inference(rat,[],[s1454,s27122]) ).

cnf(s27126,plain,
    spl0_2121,
    inference(rat,[],[s4854,s27124]) ).

cnf(s27127,plain,
    spl0_2326,
    inference(rat,[],[s1458,s27124]) ).

cnf(s27128,plain,
    spl0_2123,
    inference(rat,[],[s4853,s27126]) ).

cnf(s27129,plain,
    spl0_2327,
    inference(rat,[],[s1462,s27126]) ).

cnf(s27130,plain,
    spl0_2125,
    inference(rat,[],[s4852,s27128]) ).

cnf(s27131,plain,
    spl0_2328,
    inference(rat,[],[s1466,s27128]) ).

cnf(s27132,plain,
    spl0_2127,
    inference(rat,[],[s4851,s27130]) ).

cnf(s27133,plain,
    spl0_2329,
    inference(rat,[],[s1470,s27130]) ).

cnf(s27134,plain,
    spl0_2129,
    inference(rat,[],[s5277,s27132]) ).

cnf(s27135,plain,
    spl0_2330,
    inference(rat,[],[s1474,s27132]) ).

cnf(s27136,plain,
    spl0_2131,
    inference(rat,[],[s5286,s27134]) ).

cnf(s27137,plain,
    spl0_2331,
    inference(rat,[],[s1477,s27134]) ).

cnf(s27138,plain,
    spl0_2317,
    inference(rat,[],[s10926,s27136]) ).

cnf(s27139,plain,
    spl0_2133,
    inference(rat,[],[s5302,s27136]) ).

cnf(s27140,plain,
    spl0_2135,
    inference(rat,[],[s4849,s27139]) ).

cnf(s27141,plain,
    spl0_2303,
    inference(rat,[],[s1310,s27139]) ).

cnf(s27142,plain,
    spl0_2137,
    inference(rat,[],[s4848,s27140]) ).

cnf(s27143,plain,
    spl0_2304,
    inference(rat,[],[s1314,s27140]) ).

cnf(s27144,plain,
    spl0_2139,
    inference(rat,[],[s4847,s27142]) ).

cnf(s27145,plain,
    spl0_2305,
    inference(rat,[],[s1318,s27142]) ).

cnf(s27146,plain,
    spl0_2141,
    inference(rat,[],[s4846,s27144]) ).

cnf(s27147,plain,
    spl0_2306,
    inference(rat,[],[s1322,s27144]) ).

cnf(s27148,plain,
    spl0_2143,
    inference(rat,[],[s4845,s27146]) ).

cnf(s27149,plain,
    spl0_2307,
    inference(rat,[],[s1326,s27146]) ).

cnf(s27150,plain,
    spl0_2145,
    inference(rat,[],[s4844,s27148]) ).

cnf(s27151,plain,
    spl0_2308,
    inference(rat,[],[s1330,s27148]) ).

cnf(s27152,plain,
    spl0_2147,
    inference(rat,[],[s4843,s27150]) ).

cnf(s27153,plain,
    spl0_2309,
    inference(rat,[],[s1334,s27150]) ).

cnf(s27154,plain,
    spl0_2149,
    inference(rat,[],[s4842,s27152]) ).

cnf(s27155,plain,
    spl0_2310,
    inference(rat,[],[s1338,s27152]) ).

cnf(s27156,plain,
    spl0_2151,
    inference(rat,[],[s4841,s27154]) ).

cnf(s27157,plain,
    spl0_2311,
    inference(rat,[],[s1342,s27154]) ).

cnf(s27158,plain,
    spl0_2153,
    inference(rat,[],[s4840,s27156]) ).

cnf(s27159,plain,
    spl0_2312,
    inference(rat,[],[s1346,s27156]) ).

cnf(s27160,plain,
    spl0_2155,
    inference(rat,[],[s4839,s27158]) ).

cnf(s27161,plain,
    spl0_2313,
    inference(rat,[],[s1350,s27158]) ).

cnf(s27162,plain,
    spl0_2157,
    inference(rat,[],[s4838,s27160]) ).

cnf(s27163,plain,
    spl0_2314,
    inference(rat,[],[s1354,s27160]) ).

cnf(s27164,plain,
    spl0_2159,
    inference(rat,[],[s5301,s27162]) ).

cnf(s27165,plain,
    spl0_2315,
    inference(rat,[],[s1358,s27162]) ).

cnf(s27166,plain,
    spl0_2161,
    inference(rat,[],[s5310,s27164]) ).

cnf(s27167,plain,
    spl0_2316,
    inference(rat,[],[s1361,s27164]) ).

cnf(s27168,plain,
    spl0_2302,
    inference(rat,[],[s11677,s27166]) ).

cnf(s27169,plain,
    spl0_2163,
    inference(rat,[],[s5828,s27166]) ).

cnf(s27170,plain,
    spl0_2165,
    inference(rat,[],[s5827,s27169]) ).

cnf(s27171,plain,
    spl0_2286,
    inference(rat,[],[s1184,s27169]) ).

cnf(s27172,plain,
    spl0_2167,
    inference(rat,[],[s5826,s27170]) ).

cnf(s27173,plain,
    spl0_2287,
    inference(rat,[],[s1188,s27170]) ).

cnf(s27174,plain,
    spl0_2169,
    inference(rat,[],[s5825,s27172]) ).

cnf(s27175,plain,
    spl0_2288,
    inference(rat,[],[s1192,s27172]) ).

cnf(s27176,plain,
    spl0_2171,
    inference(rat,[],[s5824,s27174]) ).

cnf(s27177,plain,
    spl0_2289,
    inference(rat,[],[s1196,s27174]) ).

cnf(s27178,plain,
    spl0_2173,
    inference(rat,[],[s5823,s27176]) ).

cnf(s27179,plain,
    spl0_2290,
    inference(rat,[],[s1200,s27176]) ).

cnf(s27180,plain,
    spl0_2175,
    inference(rat,[],[s5822,s27178]) ).

cnf(s27181,plain,
    spl0_2291,
    inference(rat,[],[s1204,s27178]) ).

cnf(s27182,plain,
    spl0_2177,
    inference(rat,[],[s5821,s27180]) ).

cnf(s27183,plain,
    spl0_2292,
    inference(rat,[],[s1208,s27180]) ).

cnf(s27184,plain,
    spl0_2179,
    inference(rat,[],[s5820,s27182]) ).

cnf(s27185,plain,
    spl0_2293,
    inference(rat,[],[s1212,s27182]) ).

cnf(s27186,plain,
    spl0_2181,
    inference(rat,[],[s5819,s27184]) ).

cnf(s27187,plain,
    spl0_2294,
    inference(rat,[],[s1216,s27184]) ).

cnf(s27188,plain,
    spl0_2183,
    inference(rat,[],[s5818,s27186]) ).

cnf(s27189,plain,
    spl0_2295,
    inference(rat,[],[s1220,s27186]) ).

cnf(s27190,plain,
    spl0_2185,
    inference(rat,[],[s5817,s27188]) ).

cnf(s27191,plain,
    spl0_2296,
    inference(rat,[],[s1224,s27188]) ).

cnf(s27192,plain,
    spl0_2187,
    inference(rat,[],[s5816,s27190]) ).

cnf(s27193,plain,
    spl0_2297,
    inference(rat,[],[s1228,s27190]) ).

cnf(s27194,plain,
    spl0_2189,
    inference(rat,[],[s5815,s27192]) ).

cnf(s27195,plain,
    spl0_2298,
    inference(rat,[],[s1232,s27192]) ).

cnf(s27196,plain,
    spl0_2191,
    inference(rat,[],[s5814,s27194]) ).

cnf(s27197,plain,
    spl0_2299,
    inference(rat,[],[s1236,s27194]) ).

cnf(s27198,plain,
    spl0_2193,
    inference(rat,[],[s5813,s27196]) ).

cnf(s27199,plain,
    spl0_2300,
    inference(rat,[],[s1240,s27196]) ).

cnf(s27200,plain,
    spl0_2195,
    inference(rat,[],[s4836,s27198]) ).

cnf(s27201,plain,
    spl0_2301,
    inference(rat,[],[s1245,s27198]) ).

cnf(s27202,plain,
    spl0_2285,
    inference(rat,[],[s11680,s27200]) ).

cnf(s27203,plain,
    spl0_2197,
    inference(rat,[],[s5796,s27200]) ).

cnf(s27204,plain,
    spl0_2199,
    inference(rat,[],[s5797,s27203]) ).

cnf(s27205,plain,
    spl0_2268,
    inference(rat,[],[s1048,s27203]) ).

cnf(s27206,plain,
    spl0_2201,
    inference(rat,[],[s5798,s27204]) ).

cnf(s27207,plain,
    spl0_2269,
    inference(rat,[],[s1052,s27204]) ).

cnf(s27208,plain,
    spl0_2203,
    inference(rat,[],[s5799,s27206]) ).

cnf(s27209,plain,
    spl0_2270,
    inference(rat,[],[s1056,s27206]) ).

cnf(s27210,plain,
    spl0_2205,
    inference(rat,[],[s5800,s27208]) ).

cnf(s27211,plain,
    spl0_2271,
    inference(rat,[],[s1060,s27208]) ).

cnf(s27212,plain,
    spl0_2207,
    inference(rat,[],[s5801,s27210]) ).

cnf(s27213,plain,
    spl0_2272,
    inference(rat,[],[s1064,s27210]) ).

cnf(s27214,plain,
    spl0_2209,
    inference(rat,[],[s5802,s27212]) ).

cnf(s27215,plain,
    spl0_2273,
    inference(rat,[],[s1068,s27212]) ).

cnf(s27216,plain,
    spl0_2211,
    inference(rat,[],[s5803,s27214]) ).

cnf(s27217,plain,
    spl0_2274,
    inference(rat,[],[s1072,s27214]) ).

cnf(s27218,plain,
    spl0_2213,
    inference(rat,[],[s5804,s27216]) ).

cnf(s27219,plain,
    spl0_2275,
    inference(rat,[],[s1076,s27216]) ).

cnf(s27220,plain,
    spl0_2215,
    inference(rat,[],[s5805,s27218]) ).

cnf(s27221,plain,
    spl0_2276,
    inference(rat,[],[s1080,s27218]) ).

cnf(s27222,plain,
    spl0_2217,
    inference(rat,[],[s5806,s27220]) ).

cnf(s27223,plain,
    spl0_2277,
    inference(rat,[],[s1084,s27220]) ).

cnf(s27224,plain,
    spl0_2219,
    inference(rat,[],[s5807,s27222]) ).

cnf(s27225,plain,
    spl0_2278,
    inference(rat,[],[s1088,s27222]) ).

cnf(s27226,plain,
    spl0_2221,
    inference(rat,[],[s5808,s27224]) ).

cnf(s27227,plain,
    spl0_2279,
    inference(rat,[],[s1092,s27224]) ).

cnf(s27228,plain,
    spl0_2223,
    inference(rat,[],[s5809,s27226]) ).

cnf(s27229,plain,
    spl0_2280,
    inference(rat,[],[s1096,s27226]) ).

cnf(s27230,plain,
    spl0_2225,
    inference(rat,[],[s5810,s27228]) ).

cnf(s27231,plain,
    spl0_2281,
    inference(rat,[],[s1100,s27228]) ).

cnf(s27232,plain,
    spl0_2227,
    inference(rat,[],[s5811,s27230]) ).

cnf(s27233,plain,
    spl0_2282,
    inference(rat,[],[s1104,s27230]) ).

cnf(s27234,plain,
    spl0_2229,
    inference(rat,[],[s5812,s27232]) ).

cnf(s27235,plain,
    spl0_2283,
    inference(rat,[],[s1108,s27232]) ).

cnf(s27236,plain,
    spl0_2231,
    inference(rat,[],[s4835,s27234]) ).

cnf(s27237,plain,
    spl0_2284,
    inference(rat,[],[s1113,s27234]) ).

cnf(s27238,plain,
    spl0_2267,
    inference(rat,[],[s24994,s27236]) ).

cnf(s27239,plain,
    spl0_2233,
    inference(rat,[],[s5067,s27236]) ).

cnf(s27240,plain,
    spl0_2235,
    inference(rat,[],[s5055,s27239]) ).

cnf(s27241,plain,
    spl0_2259,
    inference(rat,[],[s946,s27239]) ).

cnf(s27242,plain,
    spl0_2237,
    inference(rat,[],[s5054,s27240]) ).

cnf(s27243,plain,
    spl0_2260,
    inference(rat,[],[s950,s27240]) ).

cnf(s27244,plain,
    spl0_2239,
    inference(rat,[],[s5053,s27242]) ).

cnf(s27245,plain,
    spl0_2261,
    inference(rat,[],[s954,s27242]) ).

cnf(s27246,plain,
    spl0_2241,
    inference(rat,[],[s5052,s27244]) ).

cnf(s27247,plain,
    spl0_2262,
    inference(rat,[],[s958,s27244]) ).

cnf(s27248,plain,
    spl0_2243,
    inference(rat,[],[s5051,s27246]) ).

cnf(s27249,plain,
    spl0_2263,
    inference(rat,[],[s962,s27246]) ).

cnf(s27250,plain,
    spl0_2245,
    inference(rat,[],[s5050,s27248]) ).

cnf(s27251,plain,
    spl0_2264,
    inference(rat,[],[s966,s27248]) ).

cnf(s27252,plain,
    spl0_2247,
    inference(rat,[],[s5049,s27250]) ).

cnf(s27253,plain,
    spl0_2265,
    inference(rat,[],[s970,s27250]) ).

cnf(s27254,plain,
    spl0_2249,
    inference(rat,[],[s4831,s27252]) ).

cnf(s27255,plain,
    spl0_2266,
    inference(rat,[],[s976,s27252]) ).

cnf(s27256,plain,
    spl0_2258,
    inference(rat,[],[s24982,s27254]) ).

cnf(s27257,plain,
    spl0_2251,
    inference(rat,[],[s5065,s27254]) ).

cnf(s27258,plain,
    spl0_2257,
    inference(rat,[],[s24976,s27257]) ).

cnf(s27259,plain,
    spl0_2256,
    inference(rat,[],[s4828,s27257]) ).

cnf(s27260,plain,
    spl0_2707,
    inference(rat,[],[s4796,s4803,s4808]) ).

cnf(s27261,plain,
    spl0_2706,
    inference(rat,[],[s4797,s4800,s4810]) ).

cnf(s27264,plain,
    ( ~ spl0_2709
    | ~ spl0_10 ),
    inference(rat,[],[s3,s24288,s25894,s24285,s24275,s25003,s24277,s24291,s24263,s25001,s24264,s24287,s24265,s24290,s24266,s24284,s24997,s24261,s24283,s24245,s24262,s21399,s24323,s21751,s24308,s21750,s24309,s21749,s24314,s21748,s24311,s21747,s24317,s21746,s24321,s21745,s24315,s21744,s24310,s21743,s24322,s21742,s24324,s21741,s24318,s21740,s24316,s21739,s24320,s21738,s24312,s21737,s24319,s21736,s24313,s21735,s22825,s21734,s23003,s21733,s22957,s21732,s23865,s21731,s23323,s21730,s24194,s21729,s23722,s21728,s24111,s21727,s23150,s21726,s23402,s21725,s22955,s21724,s23153,s21723,s22884,s21722,s22835,s21721,s23579,s21720,s22844,s21719,s23236,s21762,s21718,s23426,s21717,s23272,s21716,s24005,s21715,s23664,s21714,s21794,s21713,s23292,s21712,s23103,s21711,s22944,s21710,s23769,s21709,s21764,s21708,s22976,s21707,s23954,s21706,s23042,s21403,s23076,s23837,s21705,s22998,s21404,s24056,s21405,s23212,s21406,s21786,s21704,s23078,s21407,s21778,s21408,s23632,s21703,s23626,s21409,s23195,s21702,s21822,s21410,s22854,s21411,s23040,s21701,s21752,s21700,s24211,s23588,s21699,s24097,s21412,s24080,s21698,s21848,s21413,s23011,s21414,s23763,s21697,s21773,s21415,s21870,s21416,s23091,s21696,s23262,s21695,s21843,s21694,s22894,s21693,s23983,s21417,s23779,s21692,s23843,s21418,s23400,s21858,s21419,s23493,s21420,s21787,s21691,s21885,s21421,s23667,s21422,s21785,s21423,s23222,s21690,s23341,s21827,s21689,s21803,s21424,s23159,s21425,s22868,s23352,s21688,s23611,s21687,s21896,s21426,s23219,s21686,s21860,s21427,s21791,s21428,s21867,s21836,s21429,s21821,s21430,s23570,s21431,s23169,s21432,s21800,s21685,s21865,s21433,s23644,s21434,s23301,s21435,s23605,s21436,s23321,s21684,s21755,s21683,s23298,s21682,s23537,s24121,s21437,s21887,s21681,s23891,s21438,s23201,s21439,s21846,s21440,s23909,s23923,s21680,s21766,s21679,s21812,s21441,s21893,s23034,s21678,s23109,s21677,s21872,s21676,s23857,s21442,s23365,s21443,s21772,s21444,s21814,s21445,s23694,s23485,s21675,s21906,s23409,s21674,s24138,s21446,s21775,s21673,s23931,s21447,s21761,s21672,s21776,s21671,s23719,s23815,s21670,s23339,s21669,s21824,s21448,s21816,s21449,s21895,s21668,s23330,s21667,s23097,s23209,s21450,s23014,s21666,s23188,s21665,s21801,s21664,s24184,s21918,s21451,s23203,s21452,s21757,s21663,s22963,s21453,s23179,s21662,s22838,s21454,s21946,s21455,s21875,s21456,s21869,s21661,s21839,s21457,s23563,s21921,s21660,s21809,s21659,s21861,s21458,s21815,s21459,s23058,s21658,s21782,s21460,s24034,s21657,s23185,s21656,s23585,s21461,s21767,s21655,s23554,s21462,s23206,s21654,s21398,s21855,s21463,s24156,s21464,s21830,s21933,s21652,s23616,s21651,s23056,s21465,s21986,s21650,s21874,s21466,s23303,s21799,s21649,s21920,s21467,s21835,s21648,s21909,s21468,s21924,s21647,s21984,s21646,s21864,s21469,s21780,s21470,s24100,s21471,s22035,s21645,s22015,s21644,s24054,s21472,s23760,s21473,s23521,s21643,s21756,s21642,s21941,s21474,s21802,s21475,s22018,s21476,s23490,s21641,s21866,s21477,s21961,s21478,s21956,s21640,s21945,s21479,s22001,s21639,s21948,s21480,s21813,s21481,s21894,s21638,s23944,s21637,s21972,s21482,s21840,s21483,s23684,s21636,s22062,s21635,s21912,s21484,s21977,s21634,s22030,s21485,s21781,s22871,s22060,s21633,s21829,s21632,s21826,s21486,s23468,s21631,s21859,s21487,s23941,s21630,s21892,s21488,s21817,s21940,s23544,s21489,s22031,s21490,s22056,s21491,s22075,s21777,s21492,s21943,s21493,s21845,s21629,s21963,s21494,s22032,s21495,s21916,s21496,s22008,s21628,s21810,s21627,s22073,s21497,s21974,s21626,s22016,s21498,s21890,s21499,s22076,s21500,s23085,s21625,s23929,s22038,s22048,s21624,s21899,s21979,s21623,s21792,s21825,s22070,s21622,s22012,s22053,s21621,s21936,s21932,s21501,s21852,s21502,s21862,s21503,s21884,s21504,s21969,s21820,s21947,s21929,s21620,s21987,s21619,s21935,s21795,s21618,s21758,s21769,s21505,s23797,s21506,s21837,s21962,s21617,s22024,s21616,s21793,s21507,s22121,s21615,s21831,s21614,s22057,s21949,s21613,s21779,s21508,s21811,s21509,s21850,s21510,s21898,s21511,s21770,s21612,s21807,s21832,s22019,s21965,s21611,s22013,s21610,s21955,s21512,s21849,s21609,s21981,s21944,s21608,s22125,s21513,s21993,s21514,s21917,s21515,s21923,s21516,s22116,s21517,s22139,s21607,s22017,s21518,s21808,s21606,s22145,s21605,s22085,s21519,s22143,s21910,s21975,s22104,s21980,s21604,s21991,s21520,s21966,s21521,s21891,s21603,s21759,s21602,s22021,s21902,s21601,s21768,s21600,s21806,s22078,s22138,s21882,s21599,s21881,s21598,s22142,s21597,s21851,s21596,s21886,s21595,s21760,s21594,s21983,s21593,s22084,s21592,s22092,s21522,s22130,s21523,s21844,s21880,s21818,s21591,s22082,s21913,s22144,s21853,s21590,s21888,s21763,s21589,s21797,s21524,s22039,s21967,s21588,s22098,s21587,s22033,s21586,s21863,s21585,s21847,s21903,s21584,s22087,s21525,s21883,s21583,s21828,s21582,s22065,s21581,s22068,s22140,s21833,s21580,s22049,s21526,s22101,s21876,s21527,s21819,s22122,s21834,s21922,s21579,s21789,s22022,s21528,s22141,s21578,s21934,s21529,s22050,s21530,s21653,s21531,s21823,s21577,s21937,s22112,s21765,s22136,s21576,s22027,s21532,s21771,s21575,s21953,s22010,s21533,s21783,s21534,s22003,s21574,s22004,s21804,s21573,s22064,s21572,s21925,s21571,s21788,s22137,s21798,s21570,s22014,s22026,s22103,s21569,s22107,s21568,s21914,s21567,s21930,s21566,s21774,s21565,s21995,s21535,s21790,s21536,s21889,s21564,s21990,s21842,s21563,s21868,s22135,s21562,s21905,s21873,s21561,s22042,s21537,s22071,s21538,s21901,s22088,s21931,s21560,s21854,s21559,s21957,s21558,s21879,s21557,s22051,s21539,s21996,s21540,s22126,s21541,s21838,s21542,s21973,s21543,s22044,s21544,s21915,s21753,s21545,s21878,s21546,s22011,s21547,s22089,s22061,s21548,s22020,s21841,s21549,s22034,s21754,s21550,s21784,s21551,s22083,s21796,s21552,s21908,s21805,s21553,s21556,s21555,s5349,s5792,s21554,s5353,s5351,s5958,s4827,s4825,s25912,s27255,s25911,s27258,s27256,s27253,s27251,s27249,s27247,s27245,s27243,s27241,s27237,s27238,s27235,s27233,s27231,s27229,s27227,s27225,s27223,s27221,s27219,s27217,s27215,s27213,s27211,s27209,s27207,s27205,s27202,s27201,s27199,s27197,s27195,s27193,s27191,s27189,s27187,s27185,s27183,s27181,s27179,s27177,s27175,s27173,s27171,s27168,s27165,s27167,s27163,s27161,s27159,s27157,s27155,s27153,s27151,s27149,s27147,s27145,s27143,s27141,s27138,s27135,s27137,s27133,s27131,s27129,s27127,s27125,s27123,s27121,s27119,s27117,s27115,s27113,s27111,s27108,s27105,s27107,s27103,s27101,s27099,s27097,s27095,s27093,s27091,s27089,s27087,s27085,s27083,s27081,s27079,s27076,s27073,s27075,s27071,s27069,s27067,s27065,s27063,s27060,s27057,s27059,s27055,s27052,s27051,s27048,s27047,s27045,s27043,s27041,s27039,s27035,s27037,s27033,s27031,s27029,s27027,s27025,s27023,s27021,s27019,s27017,s27015,s27012,s27009,s27011,s27007,s27005,s27003,s27000,s26997,s26999,s26995,s26992,s26989,s26991,s26987,s26985,s26983,s26981,s26979,s26976,s26975,s26972,s26969,s26971,s26967,s26965,s26963,s26961,s26958,s26955,s26957,s26953,s26951,s26949,s26947,s26944,s26941,s26943,s26939,s26937,s26934,s26931,s26933,s26929,s26927,s26925,s26923,s26921,s26919,s26917,s26915,s26912,s26909,s26911,s26907,s26905,s26903,s26901,s26899,s26897,s26895,s26893,s26891,s26889,s26886,s26885,s26882,s26881,s26877,s26879,s26875,s26873,s26871,s26868,s26865,s26867,s26863,s26861,s26859,s26856,s26855,s26853,s26851,s26849,s26847,s26844,s26843,s26841,s26839,s26837,s26834,s26833,s26831,s26829,s26827,s26824,s26823,s26821,s26819,s26817,s26815,s26813,s26810,s26809,s26807,s26804,s26803,s26801,s26799,s26797,s26791,s26793,s26795,s26789,s26787,s26785,s26782,s26781,s26779,s26775,s26772,s26777,s26771,s26769,s26765,s26767,s26762,s26761,s26759,s26757,s26755,s26752,s26751,s26749,s26747,s26745,s26742,s26741,s26739,s26733,s26735,s26737,s26729,s26731,s26723,s26725,s26727,s26721,s26718,s26715,s26717,s26713,s26711,s26709,s26703,s26700,s26705,s26707,s26699,s26695,s26697,s26693,s26690,s26689,s26685,s26687,s26682,s26681,s26679,s26676,s26673,s26675,s26670,s26669,s26666,s26664,s26662,s26657,s26654,s26659,s26661,s26652,s26650,s26649,s26647,s26644,s26643,s26641,s26638,s26637,s26635,s26632,s26630,s26628,s26626,s26625,s26615,s26617,s26619,s26621,s26623,s26612,s26611,s26609,s26607,s26603,s26605,s26601,s26593,s26595,s26597,s26599,s26591,s26589,s26587,s26584,s26583,s26581,s26578,s26577,s26575,s26571,s26568,s26573,s26561,s26563,s26565,s26567,s26559,s26556,s26555,s26551,s26553,s26548,s26546,s26545,s26541,s26543,s26539,s26537,s26535,s26533,s26529,s26526,s26531,s26525,s26521,s26523,s26513,s26515,s26517,s26519,s26511,s26508,s26507,s26505,s26502,s26501,s26498,s26491,s26493,s26495,s26497,s26489,s26486,s26485,s26482,s26481,s26479,s26477,s26474,s26472,s26471,s26465,s26467,s26469,s26459,s26461,s26463,s26456,s26455,s26453,s26451,s26448,s26447,s26445,s26443,s26440,s26437,s26439,s26433,s26435,s26431,s26428,s26423,s26425,s26427,s26421,s26419,s26417,s26415,s26413,s26411,s26409,s26406,s26405,s26401,s26403,s26399,s26397,s26393,s26395,s26389,s26391,s26385,s26387,s26383,s26379,s26381,s26376,s26375,s26373,s26366,s27260,s26370,s27261]) ).

cnf(s27265,plain,
    ~ spl0_10,
    inference(rat,[],[s3,s23737,s23530,s23523,s23000,s23855,s5795,s4826,s4832,s4834,s5350,s5352,s5354,s5356,s5358,s5360,s5362,s5364,s5366,s5368,s5370,s5372,s5374,s5376,s5378,s5380,s5382,s5384,s5386,s5388,s5390,s5392,s5394,s5396,s5398,s5400,s5402,s5404,s5406,s5408,s5410,s5412,s5414,s5416,s5418,s5420,s5422,s5424,s5426,s5428,s5430,s5432,s5434,s5436,s5438,s5440,s5442,s5444,s5446,s5448,s5450,s5452,s5454,s5456,s5458,s5460,s5462,s5464,s5466,s5468,s5470,s5472,s5474,s5476,s5478,s5480,s5482,s5484,s5486,s5488,s5490,s5492,s5494,s5496,s5498,s5500,s5502,s5504,s5506,s5508,s5510,s5512,s5514,s5516,s5518,s5520,s5522,s5524,s5526,s5528,s5530,s5532,s5534,s5536,s5538,s5540,s5542,s5544,s5546,s5548,s5550,s5552,s5554,s5556,s5558,s5560,s5562,s5564,s5566,s5568,s5570,s5572,s5574,s5576,s5578,s5580,s5582,s5584,s5586,s5588,s5590,s5592,s5594,s5596,s5598,s5600,s5602,s5604,s5606,s5608,s5610,s5612,s5614,s5616,s5618,s5620,s5622,s5624,s5626,s5628,s5630,s5632,s5634,s5636,s5638,s5640,s5642,s5644,s5646,s5648,s5650,s5652,s5654,s5656,s5658,s5660,s5662,s5664,s5666,s5668,s5670,s5672,s5674,s5676,s5678,s5680,s5682,s5684,s5686,s5688,s5690,s5692,s5694,s5696,s5698,s5700,s5702,s5704,s5706,s5708,s5710,s5712,s5714,s5716,s5718,s5720,s5722,s5724,s5726,s5728,s5730,s5732,s5734,s5736,s5738,s5740,s5742,s5744,s5746,s5748,s5750,s5752,s5754,s5756,s5758,s5760,s5762,s5764,s5766,s5768,s5770,s5772,s5774,s5776,s5778,s5780,s5782,s5784,s5786,s5788,s5790,s5791,s5789,s5787,s5785,s5783,s5781,s5779,s5777,s5775,s5773,s5771,s5769,s5767,s5765,s5763,s5761,s5759,s5757,s5755,s5753,s5751,s5749,s5747,s5745,s5743,s5741,s5739,s5737,s5735,s5733,s5731,s5729,s5727,s5725,s5723,s5721,s5719,s5717,s5715,s5713,s5711,s5709,s5707,s5705,s5703,s5701,s5699,s5697,s5695,s5693,s5691,s5689,s5687,s5685,s5683,s5681,s5679,s5677,s5675,s5673,s5671,s5669,s5667,s5665,s5663,s5661,s5659,s5657,s5655,s5653,s5651,s5649,s5647,s5645,s5643,s5641,s5639,s5637,s5635,s5633,s5631,s5629,s5627,s5625,s5623,s5621,s5619,s5617,s5615,s5613,s5611,s5609,s5607,s5605,s5603,s5601,s5599,s5597,s5595,s5593,s5591,s5589,s5587,s5585,s5583,s5581,s5579,s5577,s5575,s5573,s5571,s5569,s5567,s5565,s5563,s5561,s5559,s5557,s5555,s5553,s5551,s5549,s5547,s5545,s5543,s5541,s5539,s5537,s5535,s5533,s5531,s5529,s5527,s5525,s5523,s5521,s5519,s5517,s5515,s5513,s5511,s5509,s5507,s5505,s5503,s5501,s5499,s5497,s5495,s5493,s5491,s5489,s5487,s5485,s5483,s5481,s5479,s5477,s5475,s5473,s5471,s5469,s5467,s5465,s5463,s5461,s5459,s5457,s5455,s5453,s5451,s5449,s5447,s5445,s5443,s5441,s5439,s5437,s5435,s5433,s5431,s5429,s5427,s5425,s5423,s5421,s5419,s5417,s5415,s5413,s5411,s5409,s5407,s5405,s5403,s5401,s5399,s5397,s5395,s5393,s5391,s5389,s5387,s5385,s5383,s5381,s5379,s5377,s5375,s5373,s5371,s5369,s5367,s5365,s5363,s5361,s5359,s5357,s25007,s4824,s9170,s27264,s25912,s27259,s27257,s27254,s27252,s27250,s27248,s27246,s27244,s27242,s27240,s27239,s27236,s27234,s27232,s27230,s27228,s27226,s27224,s27222,s27220,s27218,s27216,s27214,s27212,s27210,s27208,s27206,s27204,s27203,s27200,s27198,s27196,s27194,s27192,s27190,s27188,s27186,s27184,s27182,s27180,s27178,s27176,s27174,s27172,s27170,s27169,s27166,s27164,s27162,s27160,s27158,s27156,s27154,s27152,s27150,s27148,s27146,s27144,s27142,s27140,s27139,s27136,s27134,s27132,s27130,s27128,s27126,s27124,s27122,s27120,s27118,s27116,s27114,s27112,s27110,s27109,s27106,s27104,s27102,s27100,s27098,s27096,s27094,s27092,s27090,s27088,s27086,s27084,s27082,s27080,s27078,s27077,s27074,s27072,s27070,s27068,s27066,s27064,s27062,s27061,s27058,s27056,s27054,s27053,s27050,s27049,s27046,s27044,s27042,s27040,s27038,s27036,s27034,s27032,s27030,s27028,s27026,s27024,s27022,s27020,s27018,s27016,s27014,s27013,s27010,s27008,s27006,s27004,s27002,s27001,s26998,s26996,s26994,s26993,s26990,s26988,s26986,s26984,s26982,s26980,s26978,s26977,s26974,s26973,s26970,s26968,s26966,s26964,s26962,s26960,s26959,s26956,s26954,s26952,s26950,s26948,s26946,s26945,s26942,s26940,s26938,s26936,s26935,s26932,s26930,s26928,s26926,s26924,s26922,s26920,s26918,s26916,s26914,s26913,s26910,s26908,s26906,s26904,s26902,s26900,s26898,s26896,s26894,s26892,s26890,s26888,s26887,s26884,s26883,s26880,s26878,s26876,s26874,s26872,s26870,s26869,s26866,s26864,s26862,s26860,s26858,s26857,s26854,s26852,s26850,s26848,s26846,s26845,s26842,s26840,s26838,s26836,s26835,s26832,s26830,s26828,s26826,s26825,s26822,s26820,s26818,s26816,s26814,s26812,s26811,s26808,s26806,s26805,s26802,s26800,s26798,s26796,s26794,s26792,s26790,s26788,s26786,s26784,s26783,s26780,s26778,s26776,s26774,s26773,s26770,s26768,s26766,s26764,s26763,s26760,s26758,s26756,s26754,s26753,s26750,s26748,s26746,s26744,s26743,s26740,s26738,s26736,s26734,s26732,s26730,s26728,s26726,s26724,s26722,s26720,s26719,s26716,s26714,s26712,s26710,s26708,s26706,s26704,s26702,s26701,s26698,s26696,s26694,s26692,s26691,s26688,s26686,s26684,s26683,s26680,s26678,s26677,s26674,s26672,s26671,s26668,s26667,s26665,s26663,s26660,s26658,s26656,s26655,s26653,s26651,s26648,s26646,s26645,s26642,s26640,s26639,s26636,s26634,s26633,s26631,s26629,s26627,s26624,s26622,s26620,s26618,s26616,s26614,s26613,s26610,s26608,s26606,s26604,s26602,s26600,s26598,s26596,s26594,s26592,s26590,s26588,s26586,s26585,s26582,s26580,s26579,s26576,s26574,s26572,s26570,s26569,s26566,s26564,s26562,s26560,s26558,s26557,s26554,s26552,s26550,s26549,s26547,s26544,s26542,s26540,s26538,s26536,s26534,s26532,s26530,s26528,s26527,s26524,s26522,s26520,s26518,s26516,s26514,s26512,s26510,s26509,s26506,s26504,s26503,s26500,s26499,s26496,s26494,s26492,s26490,s26488,s26487,s26484,s26483,s26480,s26478,s26476,s26475,s26473,s26470,s26468,s26466,s26464,s26462,s26460,s26458,s26457,s26454,s26452,s26450,s26449,s26446,s26444,s26442,s26441,s26438,s26436,s26434,s26432,s26430,s26429,s26426,s26424,s26422,s26420,s26418,s26416,s26414,s26412,s26410,s26408,s26407,s26404,s26402,s26400,s26398,s26396,s26394,s26392,s26390,s26388,s26386,s26384,s26382,s26380,s26378,s26377,s26374]) ).

cnf(s27266,plain,
    spl0_1358,
    inference(rat,[],[s5355,s26372,s27265]) ).

cnf(s27267,plain,
    spl0_2749,
    inference(rat,[],[s22036,s25911,s26375,s27265]) ).

cnf(s27270,plain,
    spl0_2709,
    inference(rat,[],[s9170,s27266]) ).

cnf(s27271,plain,
    spl0_2988,
    inference(rat,[],[s21555,s26366,s26373,s27267]) ).

cnf(s27277,plain,
    $false,
    inference(rat,[],[s21554,s26370,s27261,s27260,s27270,s27271]) ).

fof(f45915,plain,
    $false,
    inference(avatar_sat_refutation,[],[s27277]) ).

%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.03  % Problem  : SWV424-1.450 : TPTP v9.3.1. Released v3.5.0.
% 0.00/0.05  % Command  : run_vampire /export/starexec/sandbox2/benchmark/theBenchmark.p 300 SAT
% 0.09/0.19  % Computer : n007.cluster.edu
% 0.09/0.19  % Model    : x86_64 x86_64
% 0.09/0.19  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.09/0.19  % Memory   : 8046.5625MB
% 0.09/0.19  % OS       : Linux 6.8.0-71-generic
% 0.09/0.19  % CPULimit : 300
% 0.09/0.19  % WCLimit  : 300
% 0.09/0.19  % DateTime : Mon Sep 28 11:03:55 UTC 2026
% 0.09/0.19  % CPUTime  : 
% 0.09/0.19  Running run_vampire /export/starexec/sandbox2/benchmark/theBenchmark.p 300 SAT
% 0.09/0.22  Running first-order model finding
% 0.09/0.22  Running: /export/starexec/sandbox2/solver/bin/vampire-ho --input_syntax tptp --output_axiom_names on --mode casc --intent sat -m 16384 --cores 7 -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p
% 10.50/1.94  % (2320255)Will run a generic schedule for satisfiability detection.
% 10.50/1.94  % (2320264)ott+31_1_sil=16000:lcm=predicate:bce=on:newcnf=on:random_seed=3701995266:i=116_2999 on theBenchmark for (2999ds/116Mi)
% 10.50/1.94  % (2320261)% WARNING: option uhcvi not known.
% 10.50/1.94  % (2320260)fmb+10_1_sas=cadical:bce=on:rp=on:random_seed=3330399369_2999 on theBenchmark for (2999ds/0Mi)
% 10.50/1.94  % (2320261)dis+11_61:31_drc=ordering:lsd=5:bsr=unit_only:rp=on:newcnf=on:random_seed=492854140:i=135531:add=off:rawr=on_2999 on theBenchmark for (2999ds/135531Mi)
% 10.50/1.94  % (2320262)dis+10_161_sil=256000:plsq=on:plsqr=61199697,1048576:gs=on:alpa=true:sac=on:slsq=on:cn=on:random_seed=3787461248:i=88024:add=on:rawr=on_2999 on theBenchmark for (2999ds/88024Mi)
% 10.50/1.94  % (2320263)dis+10_1_sil=32000:sp=arity:random_seed=2595697432:i=103:fgj=on_2999 on theBenchmark for (2999ds/103Mi)
% 10.50/1.94  % (2320266)ott-3_16_to=lpo:sil=16000:sp=arity:fd=off:rp=on:random_seed=4016956038:i=159:bs=unit_only:nicw=on:fsr=off:amm=off_2999 on theBenchmark for (2999ds/159Mi)
% 10.50/1.94  % (2320265)ott+1_1_to=lpo:sil=16000:sp=reverse_arity:erd=off:random_seed=4051460508:i=131_2999 on theBenchmark for (2999ds/131Mi)
% 10.50/1.94  % (2320264)Instruction limit reached! 
% 10.50/1.94  % (2320264)------------------------------
% 10.50/1.94  % (2320264)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 10.50/1.94  % (2320264)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 10.50/1.94  % (2320264)CaDiCaL version: 2.1.3
% 10.50/1.94  % (2320264)Termination reason: Instruction limit
% 10.50/1.94  % (2320264)Termination phase: Saturation
% 10.50/1.94  % (2320264)Time elapsed: 0.030 s
% 10.50/1.94  % (2320264)Peak memory usage: 13 MB
% 10.50/1.94  % (2320264)Instructions burned: 119 (million)
% 10.50/1.94  % (2320274)fmb+10_1_fmbas=predicate:sil=64000:sas=cadical:random_seed=488384966:i=714:nm=2_2999 on theBenchmark for (2999ds/714Mi)
% 10.50/1.94  % (2320263)Instruction limit reached! 
% 10.50/1.94  % (2320263)------------------------------
% 10.50/1.94  % (2320263)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 10.50/1.94  % (2320263)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 10.50/1.94  % (2320263)CaDiCaL version: 2.1.3
% 10.50/1.94  % (2320263)Termination reason: Instruction limit
% 10.50/1.94  % (2320263)Termination phase: Saturation
% 10.50/1.94  % (2320263)Time elapsed: 0.044 s
% 10.50/1.94  % (2320263)Peak memory usage: 14 MB
% 10.50/1.94  % (2320263)Instructions burned: 104 (million)
% 10.50/1.94  % (2320266)Instruction limit reached! 
% 10.50/1.94  % (2320266)------------------------------
% 10.50/1.94  % (2320266)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 10.50/1.94  % (2320266)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 10.50/1.94  % (2320266)CaDiCaL version: 2.1.3
% 10.50/1.94  % (2320266)Termination reason: Instruction limit
% 10.50/1.94  % (2320266)Termination phase: Saturation
% 10.50/1.94  % (2320266)Time elapsed: 0.063 s
% 10.50/1.94  % (2320266)Peak memory usage: 14 MB
% 10.50/1.94  % (2320266)Instructions burned: 160 (million)
% 10.50/1.94  % (2320265)Instruction limit reached! 
% 10.50/1.94  % (2320265)------------------------------
% 10.50/1.94  % (2320265)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 10.50/1.94  % (2320265)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 10.50/1.94  % (2320265)CaDiCaL version: 2.1.3
% 10.50/1.94  % (2320265)Termination reason: Instruction limit
% 10.50/1.94  % (2320265)Termination phase: Saturation
% 10.50/1.94  % (2320265)Time elapsed: 0.063 s
% 10.50/1.94  % (2320265)Peak memory usage: 14 MB
% 10.50/1.94  % (2320265)Instructions burned: 133 (million)
% 10.50/1.94  % (2320276)ott+32_1_sil=16000:bsd=on:sp=const_max:bce=on:random_seed=2429213329:i=131:bd=preordered:fsd=on_2999 on theBenchmark for (2999ds/131Mi)
% 10.50/1.94  % (2320279)ott-21_1_sil=16000:fs=off:random_seed=182829573:i=180:av=off:fsr=off_2998 on theBenchmark for (2998ds/180Mi)
% 10.50/1.94  % (2320278)dis+11_32_anc=none:slsqr=2,1:sil=64000:sas=cadical:lma=off:lsd=50:s2agt=8:slsqc=1:kmz=on:newcnf=on:slsq=on:random_seed=2617253401:i=684:slsql=off:bs=unit_only:nicw=on:rawr=on_2998 on theBenchmark for (2998ds/684Mi)
% 10.50/1.94  % (2320276)Instruction limit reached! 
% 10.50/1.94  % (2320276)------------------------------
% 10.50/1.94  % (2320276)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 10.50/1.94  % (2320276)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 10.50/1.94  % (2320276)CaDiCaL version: 2.1.3
% 31.00/4.67  % (2320276)Termination reason: Instruction limit
% 31.00/4.67  % (2320276)Termination phase: Saturation
% 31.00/4.67  % (2320276)Time elapsed: 0.067 s
% 31.00/4.67  % (2320276)Peak memory usage: 13 MB
% 31.00/4.67  % (2320276)Instructions burned: 131 (million)
% 31.00/4.67  % (2320282)dis+10_4_sil=64000:sp=reverse_arity:bsr=on:sac=on:cn=on:random_seed=684023932:i=477:bd=all_2998 on theBenchmark for (2998ds/477Mi)
% 31.00/4.67  % (2320279)Instruction limit reached! 
% 31.00/4.67  % (2320279)------------------------------
% 31.00/4.67  % (2320279)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 31.00/4.67  % (2320279)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 31.00/4.67  % (2320279)CaDiCaL version: 2.1.3
% 31.00/4.67  % (2320279)Termination reason: Instruction limit
% 31.00/4.67  % (2320279)Termination phase: Saturation
% 31.00/4.67  % (2320279)Time elapsed: 0.091 s
% 31.00/4.67  % (2320279)Peak memory usage: 14 MB
% 31.00/4.67  % (2320279)Instructions burned: 184 (million)
% 31.00/4.67  % (2320284)fmb+10_1_sil=64000:erd=off:updr=off:random_seed=3952158946:fmbsr=1.3:i=865:ins=25_2997 on theBenchmark for (2997ds/865Mi)
% 31.00/4.67  % (2320274)Instruction limit reached! 
% 31.00/4.67  % (2320274)------------------------------
% 31.00/4.67  % (2320274)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 31.00/4.67  % (2320274)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 31.00/4.67  % (2320274)CaDiCaL version: 2.1.3
% 31.00/4.67  % (2320274)Termination reason: Instruction limit
% 31.00/4.67  % (2320274)Termination phase: Finite model building preprocessing
% 31.00/4.67  % (2320274)Time elapsed: 0.178 s
% 31.00/4.67  % (2320274)Peak memory usage: 12 MB
% 31.00/4.67  % (2320274)Instructions burned: 716 (million)
% 31.00/4.67  % (2320286)ott+10_1_to=lpo:sil=64000:tgt=full:sp=arity:spb=goal_then_units:random_seed=2546446332:i=1179_2997 on theBenchmark for (2997ds/1179Mi)
% 31.00/4.67  % (2320278)Instruction limit reached! 
% 31.00/4.67  % (2320278)------------------------------
% 31.00/4.67  % (2320278)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 31.00/4.67  % (2320278)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 31.00/4.67  % (2320278)CaDiCaL version: 2.1.3
% 31.00/4.67  % (2320278)Termination reason: Instruction limit
% 31.00/4.67  % (2320278)Termination phase: Saturation
% 31.00/4.67  % (2320278)Time elapsed: 0.249 s
% 31.00/4.67  % (2320278)Peak memory usage: 18 MB
% 31.00/4.67  % (2320278)Instructions burned: 685 (million)
% 31.00/4.67  % (2320288)fmb+10_1_sil=64000:erd=off:fmbss=14:random_seed=1027219579:i=889:ins=1_2996 on theBenchmark for (2996ds/889Mi)
% 31.00/4.67  % (2320282)Instruction limit reached! 
% 31.00/4.67  % (2320282)------------------------------
% 31.00/4.67  % (2320282)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 31.00/4.67  % (2320282)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 31.00/4.67  % (2320282)CaDiCaL version: 2.1.3
% 31.00/4.67  % (2320282)Termination reason: Instruction limit
% 31.00/4.67  % (2320282)Termination phase: Saturation
% 31.00/4.67  % (2320282)Time elapsed: 0.215 s
% 31.00/4.67  % (2320282)Peak memory usage: 17 MB
% 31.00/4.67  % (2320282)Instructions burned: 481 (million)
% 31.00/4.67  % (2320290)ott+1_16_sil=32000:plsq=on:plsqc=2:sas=cadical:avsql=on:sp=reverse_frequency:plsqr=128,1:bsr=unit_only:rp=on:newcnf=on:random_seed=2899846792:avsq=on:s2a=on:i=692:avsqr=8,1:kws=arity_squared:bs=unit_only:nm=2:rawr=on_2995 on theBenchmark for (2995ds/692Mi)
% 31.00/4.67  % (2320286)Instruction limit reached! 
% 31.00/4.67  % (2320286)------------------------------
% 31.00/4.67  % (2320286)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 31.00/4.67  % (2320286)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 31.00/4.67  % (2320286)CaDiCaL version: 2.1.3
% 31.00/4.67  % (2320286)Termination reason: Instruction limit
% 31.00/4.67  % (2320286)Termination phase: Saturation
% 31.00/4.67  % (2320286)Time elapsed: 0.234 s
% 31.00/4.67  % (2320286)Peak memory usage: 20 MB
% 31.00/4.67  % (2320286)Instructions burned: 1184 (million)
% 31.00/4.67  % (2320292)dis-10_1_anc=none:sil=64000:spb=goal:newcnf=on:cn=on:random_seed=3655439664:i=879:kws=inv_precedence:fsr=off_2995 on theBenchmark for (2995ds/879Mi)
% 31.00/4.67  % (2320284)Instruction limit reached! 
% 31.00/4.67  % (2320284)------------------------------
% 31.00/4.67  % (2320284)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 31.00/4.67  % (2320284)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320284)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320284)Termination reason: Instruction limit
% 52.25/7.65  % (2320284)Termination phase: Finite model building preprocessing
% 52.25/7.65  % (2320284)Time elapsed: 0.407 s
% 52.25/7.65  % (2320284)Peak memory usage: 13 MB
% 52.25/7.65  % (2320284)Instructions burned: 865 (million)
% 52.25/7.65  % (2320294)fmb+10_1_sil=64000:random_seed=1133310716:i=22061:nm=2:gsp=on_2993 on theBenchmark for (2993ds/22061Mi)
% 52.25/7.65  % (2320290)Instruction limit reached! 
% 52.25/7.65  % (2320290)------------------------------
% 52.25/7.65  % (2320290)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320290)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320290)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320290)Termination reason: Instruction limit
% 52.25/7.65  % (2320290)Termination phase: Saturation
% 52.25/7.65  % (2320290)Time elapsed: 0.236 s
% 52.25/7.65  % (2320290)Peak memory usage: 18 MB
% 52.25/7.65  % (2320290)Instructions burned: 695 (million)
% 52.25/7.65  % (2320292)Instruction limit reached! 
% 52.25/7.65  % (2320292)------------------------------
% 52.25/7.65  % (2320292)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320292)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320292)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320292)Termination reason: Instruction limit
% 52.25/7.65  % (2320292)Termination phase: Saturation
% 52.25/7.65  % (2320292)Time elapsed: 0.162 s
% 52.25/7.65  % (2320292)Peak memory usage: 18 MB
% 52.25/7.65  % (2320292)Instructions burned: 885 (million)
% 52.25/7.65  % (2320297)fmb+10_1_sil=64000:sas=cadical:fmbss=8:random_seed=3900667016:fmbsr=1.7:i=920_2993 on theBenchmark for (2993ds/920Mi)
% 52.25/7.65  % (2320296)fmb+10_1_sil=16000:sas=cadical:fmbss=20:random_seed=764516424:i=9515:nm=5_2993 on theBenchmark for (2993ds/9515Mi)
% 52.25/7.65  % (2320288)Instruction limit reached! 
% 52.25/7.65  % (2320288)------------------------------
% 52.25/7.65  % (2320288)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320288)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320288)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320288)Termination reason: Instruction limit
% 52.25/7.65  % (2320288)Termination phase: Finite model building preprocessing
% 52.25/7.65  % (2320288)Time elapsed: 0.420 s
% 52.25/7.65  % (2320288)Peak memory usage: 13 MB
% 52.25/7.65  % (2320288)Instructions burned: 890 (million)
% 52.25/7.65  % (2320300)dis-4_1_sil=16000:drc=ordering:sp=const_frequency:sac=on:newcnf=on:random_seed=3307929720:i=5131_2991 on theBenchmark for (2991ds/5131Mi)
% 52.25/7.65  % (2320297)Instruction limit reached! 
% 52.25/7.65  % (2320297)------------------------------
% 52.25/7.65  % (2320297)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320297)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320297)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320297)Termination reason: Instruction limit
% 52.25/7.65  % (2320297)Termination phase: Finite model building preprocessing
% 52.25/7.65  % (2320297)Time elapsed: 0.230 s
% 52.25/7.65  % (2320297)Peak memory usage: 13 MB
% 52.25/7.65  % (2320297)Instructions burned: 922 (million)
% 52.25/7.65  % (2320302)ott+11_16_sil=32000:fde=unused:bsd=on:sas=cadical:sp=arity:spb=units:lsd=10:nwc=3:random_seed=1835122889:i=1472:ins=7:fdi=8:gsp=on_2990 on theBenchmark for (2990ds/1472Mi)
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [1]
% 52.25/7.65  % TRYING [2]
% 52.25/7.65  % TRYING [3]
% 52.25/7.65  % (2320302)Instruction limit reached! 
% 52.25/7.65  % (2320302)------------------------------
% 52.25/7.65  % (2320302)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320302)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320302)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320302)Termination reason: Instruction limit
% 52.25/7.65  % (2320302)Termination phase: Saturation
% 52.25/7.65  % (2320302)Time elapsed: 0.278 s
% 52.25/7.65  % (2320302)Peak memory usage: 22 MB
% 52.25/7.65  % (2320302)Instructions burned: 1473 (million)
% 52.25/7.65  % (2320304)fmb+10_1_sil=16000:sas=cadical:bce=on:fmbss=77:random_seed=1012872761:i=6324_2987 on theBenchmark for (2987ds/6324Mi)
% 52.25/7.65  % TRYING [4]
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [1]
% 52.25/7.65  % TRYING [2]
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [20]
% 52.25/7.65  % TRYING [3]
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [77]
% 52.25/7.65  % TRYING [4]
% 52.25/7.65  % (2320300)Instruction limit reached! 
% 52.25/7.65  % (2320300)------------------------------
% 52.25/7.65  % (2320300)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320300)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320300)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320300)Termination reason: Instruction limit
% 52.25/7.65  % (2320300)Termination phase: Saturation
% 52.25/7.65  % (2320300)Time elapsed: 1.654 s
% 52.25/7.65  % (2320300)Peak memory usage: 24 MB
% 52.25/7.65  % (2320300)Instructions burned: 5132 (million)
% 52.25/7.65  % (2320306)fmb+10_1_fmbas=function:sil=32000:sas=cadical:fmbss=16:random_seed=978818648:fmbsr=2.30978:i=2174_2975 on theBenchmark for (2975ds/2174Mi)
% 52.25/7.65  % (2320304)Instruction limit reached! 
% 52.25/7.65  % (2320304)------------------------------
% 52.25/7.65  % (2320304)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320304)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320304)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320304)Termination reason: Instruction limit
% 52.25/7.65  % (2320304)Termination phase: Finite model building constraint generation
% 52.25/7.65  % (2320304)Time elapsed: 1.383 s
% 52.25/7.65  % (2320304)Peak memory usage: 335 MB
% 52.25/7.65  % (2320304)Instructions burned: 6328 (million)
% 52.25/7.65  % (2320308)ott-2_1_sil=16000:newcnf=on:random_seed=3695380712:avsq=on:i=869:avsqr=1,16:kws=inv_arity_squared_2973 on theBenchmark for (2973ds/869Mi)
% 52.25/7.65  % (2320308)Instruction limit reached! 
% 52.25/7.65  % (2320308)------------------------------
% 52.25/7.65  % (2320308)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320308)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320308)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320308)Termination reason: Instruction limit
% 52.25/7.65  % (2320308)Termination phase: Saturation
% 52.25/7.65  % (2320308)Time elapsed: 0.182 s
% 52.25/7.65  % (2320308)Peak memory usage: 21 MB
% 52.25/7.65  % (2320308)Instructions burned: 874 (million)
% 52.25/7.65  % (2320310)ott+10_1_sil=32000:tgt=ground:random_seed=1320365254:i=5114:av=off_2971 on theBenchmark for (2971ds/5114Mi)
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [16]
% 52.25/7.65  % (2320306)Instruction limit reached! 
% 52.25/7.65  % (2320306)------------------------------
% 52.25/7.65  % (2320306)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320306)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320306)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320306)Termination reason: Instruction limit
% 52.25/7.65  % (2320306)Termination phase: Finite model building constraint generation
% 52.25/7.65  % (2320306)Time elapsed: 0.969 s
% 52.25/7.65  % (2320306)Peak memory usage: 25 MB
% 52.25/7.65  % (2320306)Instructions burned: 2174 (million)
% 52.25/7.65  % (2320312)fmb+10_1_sil=64000:sas=cadical:bce=on:rp=on:random_seed=350493289:i=54282_2965 on theBenchmark for (2965ds/54282Mi)
% 52.25/7.65  % (2320310)Instruction limit reached! 
% 52.25/7.65  % (2320310)------------------------------
% 52.25/7.65  % (2320310)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320310)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320310)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320310)Termination reason: Instruction limit
% 52.25/7.65  % (2320310)Termination phase: Saturation
% 52.25/7.65  % (2320310)Time elapsed: 0.810 s
% 52.25/7.65  % (2320310)Peak memory usage: 18 MB
% 52.25/7.65  % (2320310)Instructions burned: 5114 (million)
% 52.25/7.65  % (2320314)dis-11_1_sil=16000:sp=reverse_frequency:alpa=true:random_seed=131458530:i=3512:aac=none_2963 on theBenchmark for (2963ds/3512Mi)
% 52.25/7.65  % (2320314)Instruction limit reached! 
% 52.25/7.65  % (2320314)------------------------------
% 52.25/7.65  % (2320314)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320314)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320314)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320314)Termination reason: Instruction limit
% 52.25/7.65  % (2320314)Termination phase: Saturation
% 52.25/7.65  % (2320314)Time elapsed: 0.771 s
% 52.25/7.65  % (2320314)Peak memory usage: 40 MB
% 52.25/7.65  % (2320314)Instructions burned: 3513 (million)
% 52.25/7.65  % (2320316)dis+21_1_sil=32000:sas=cadical:random_seed=4165247756:i=3773:amm=off_2955 on theBenchmark for (2955ds/3773Mi)
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [1]
% 52.25/7.65  % TRYING [2]
% 52.25/7.65  % TRYING [3]
% 52.25/7.65  % TRYING [4]
% 52.25/7.65  % (2320316)Instruction limit reached! 
% 52.25/7.65  % (2320316)------------------------------
% 52.25/7.65  % (2320316)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320316)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320316)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320316)Termination reason: Instruction limit
% 52.25/7.65  % (2320316)Termination phase: Saturation
% 52.25/7.65  % (2320316)Time elapsed: 0.654 s
% 52.25/7.65  % (2320316)Peak memory usage: 22 MB
% 52.25/7.65  % (2320316)Instructions burned: 3777 (million)
% 52.25/7.65  % (2320318)ott+11_1_sil=16000:gs=on:random_seed=1158444602:s2a=on:i=2251:s2at=3:kws=inv_arity_squared:nm=2:fsr=off:fsd=on_2949 on theBenchmark for (2949ds/2251Mi)
% 52.25/7.65  % (2320296)Instruction limit reached! 
% 52.25/7.65  % (2320296)------------------------------
% 52.25/7.65  % (2320296)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320296)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320296)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320296)Termination reason: Instruction limit
% 52.25/7.65  % (2320296)Termination phase: Finite model building SAT solving
% 52.25/7.65  % (2320296)Time elapsed: 4.619 s
% 52.25/7.65  % (2320296)Peak memory usage: 131 MB
% 52.25/7.65  % (2320296)Instructions burned: 9517 (million)
% 52.25/7.65  % (2320320)fmb+10_1_fmbas=predicate:sil=64000:tgt=ground:fmbss=7:random_seed=2001778886:fmbsr=1.6:i=67534_2946 on theBenchmark for (2946ds/67534Mi)
% 52.25/7.65  % (2320318)Instruction limit reached! 
% 52.25/7.65  % (2320318)------------------------------
% 52.25/7.65  % (2320318)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320318)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320318)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320318)Termination reason: Instruction limit
% 52.25/7.65  % (2320318)Termination phase: Saturation
% 52.25/7.65  % (2320318)Time elapsed: 0.538 s
% 52.25/7.65  % (2320318)Peak memory usage: 26 MB
% 52.25/7.65  % (2320318)Instructions burned: 2254 (million)
% 52.25/7.65  % (2320322)ott-22_32_sil=16000:tgt=full:fdtod=off:sp=weighted_frequency:rnwc=on:alpa=false:random_seed=1169770135:avsq=on:i=4591:add=off:avsqr=1,16:kws=inv_arity:nm=10:ins=9:fdi=4_2943 on theBenchmark for (2943ds/4591Mi)
% 52.25/7.65  % Detected minimum model sizes of [1]
% 52.25/7.65  % Detected maximum model sizes of [452]
% 52.25/7.65  % TRYING [7]
% 52.25/7.65  % (2320322)Instruction limit reached! 
% 52.25/7.65  % (2320322)------------------------------
% 52.25/7.65  % (2320322)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.25/7.65  % (2320322)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.25/7.65  % (2320322)CaDiCaL version: 2.1.3
% 52.25/7.65  % (2320322)Termination reason: Instruction limit
% 52.25/7.65  % (2320322)Termination phase: Saturation
% 52.25/7.65  % (2320322)Time elapsed: 1.077 s
% 52.25/7.65  % (2320322)Peak memory usage: 24 MB
% 52.25/7.65  % (2320322)Instructions burned: 4595 (million)
% 52.25/7.65  % (2320324)dis+10_64_to=lpo:sil=32000:spb=intro:urr=on:sac=on:random_seed=2246925715:i=29340_2932 on theBenchmark for (2932ds/29340Mi)
% 52.25/7.65  % (2320261) found proof, printing to "/export/starexec/sandbox2/tmp/vampire-proof-2320255-2320261"...
% 52.25/7.65  % (2320261)...printing done.
% 52.25/7.65  % (2320261)Refutation found. Thanks to Tanya!
% 52.25/7.65  % SZS status Unsatisfiable for theBenchmark
% 52.25/7.65  % SZS output start Proof for theBenchmark
% See solution above
% 52.63/8.13  % (2320261)------------------------------
% 52.63/8.13  % (2320261)Version: Vampire 5.0.1 (Release build, commit 5ef7c2677 on 2026-07-16 16:54:09 +0200)
% 52.63/8.13  % (2320261)Linked with Z3 4.14.0.0 3c47fd96cf5645d0c42b2c819d9e9a84380aa721 z3-4.8.4-9178-g3c47fd96c
% 52.63/8.13  % (2320261)CaDiCaL version: 2.1.3
% 52.63/8.13  % (2320261)Termination reason: Refutation
% 52.63/8.13  % (2320261)Time elapsed: 7.338 s
% 52.63/8.13  % (2320261)Peak memory usage: 133 MB
% 52.63/8.13  % (2320261)Instructions burned: 19598 (million)
% 52.63/8.13  % (2320255)Success in time 7.896 s
% 52.63/8.13  % Vampire exiting
%------------------------------------------------------------------------------